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<!--Generated by Squarespace V5 Site Server v5.13.156 (http://www.squarespace.com) on Sun, 19 May 2013 01:37:37 GMT--><feed xmlns="http://www.w3.org/2005/Atom" xmlns:dc="http://purl.org/dc/elements/1.1/"><title>Recent Articles</title><subtitle>HOME</subtitle><id>http://interstratics.com/interstratics-home/</id><link rel="alternate" type="application/xhtml+xml" href="http://interstratics.com/interstratics-home/"/><link rel="self" type="application/atom+xml" href="http://interstratics.com/interstratics-home/atom.xml"/><updated>2013-05-07T16:25:43Z</updated><generator uri="http://five.squarespace.com/" version="Squarespace V5 Site Server v5.13.156 (http://www.squarespace.com)">Squarespace</generator><entry><title>Target's First Western Canada Store Opening Dates Confirmed</title><id>http://interstratics.com/interstratics-home/2013/5/7/targets-first-western-canada-store-opening-dates-confirmed.html</id><link rel="alternate" type="text/html" href="http://interstratics.com/interstratics-home/2013/5/7/targets-first-western-canada-store-opening-dates-confirmed.html"/><author><name>Admin</name></author><published>2013-05-07T16:21:28Z</published><updated>2013-05-07T16:21:28Z</updated><content type="html" xml:lang="en-CA"><![CDATA[<p><strong><span>Second Round of Target Opening Dates, from Target May 6th 2013</span></strong></p>
<p><span class="ssNonEditable full-image-block"><img src="http://interstratics.com/storage/May 6th Target Openings FOR WEB.jpg?__SQUARESPACE_CACHEVERSION=1367863653239" alt="" /></span></p>
<p><em><a href="http://pressroom.target.ca/news/target-announces-soft-opening-of-24-stores-in-western-canada" target="_blank">Press Release</a></em></p>]]></content></entry><entry><title>Target Canada Performance</title><id>http://interstratics.com/interstratics-home/2013/3/18/target-canada-performance.html</id><link rel="alternate" type="text/html" href="http://interstratics.com/interstratics-home/2013/3/18/target-canada-performance.html"/><author><name>Admin</name></author><published>2013-03-18T19:54:35Z</published><updated>2013-03-18T19:54:35Z</updated><content type="html" xml:lang="en-CA"><![CDATA[<p>This page has been moved to our Target Canada section at: <a href="http://interstratics.com/targetcanada/">http://interstratics.com/targetcanada/</a></p>
<p>We will be updating items relating to the performance of Canadian Target locations there</p>]]></content></entry><entry><title>Target Confirms dates for next 21 Openings</title><id>http://interstratics.com/interstratics-home/2013/3/18/target-confirms-dates-for-next-21-openings.html</id><link rel="alternate" type="text/html" href="http://interstratics.com/interstratics-home/2013/3/18/target-confirms-dates-for-next-21-openings.html"/><author><name>Admin</name></author><published>2013-03-18T13:36:17Z</published><updated>2013-03-18T13:36:17Z</updated><content type="html" xml:lang="en-CA"><![CDATA[<p>&nbsp;</p>
<p>This list was just released by Target:</p>
<p>More info <a href="http://interstratics.com/targetcanada/">here</a></p>
<p><a href="http://interstratics.com/targetcanada/2013/1/15/target-opening-dates.html"><img class="large media-slideshow-image" src="https://pbs.twimg.com/media/BFpG20yCcAEVGCr.jpg:large" alt="" width="403" height="403" /></a></p>
<p>&nbsp;</p>]]></content></entry><entry><title>Target Canada Opens First Locations</title><id>http://interstratics.com/interstratics-home/2013/3/5/target-canada-opens-first-locations.html</id><link rel="alternate" type="text/html" href="http://interstratics.com/interstratics-home/2013/3/5/target-canada-opens-first-locations.html"/><author><name>Admin</name></author><published>2013-03-05T16:37:03Z</published><updated>2013-03-05T16:37:03Z</updated><content type="html" xml:lang="en-CA"><![CDATA[<p><span class="full-image-block ssNonEditable"><span><img src="http://interstratics.com/storage/target milton opening.png?__SQUARESPACE_CACHEVERSION=1362502193191" alt="" /></span></span></p>
<p>&nbsp;</p>
<p><span style="font-size: 120%;">After two years of updates and hundreds of thousands of views on this site Target has opened a new chapter in Canadian retail.</span></p>
<p><span style="font-size: 120%;">We will continue to provide Target opening updates <a href="http://interstratics.com/targetcanada/">here</a></span></p>
<p><span style="font-size: 120%;">We will begin evaluating the impact Target is having on its competitors. A page for each of the main competitors is <a href="http://interstratics.com/targetcanada/2013/1/7/post-target-retail-environment.html">here </a><br /></span></p>
<p><span style="font-size: 120%;">Retail competition in 2013 will be fierce and we will monitor it and post updates on this site.</span></p>
<p><span style="text-decoration: underline;"><strong>&nbsp;Video on Target Pharmacies:</strong></span></p>
<p><iframe width="560" height="315" src="http://www.youtube.com/embed/WC-wylRnNrk" frameborder="0" allowfullscreen></iframe></p>
<p>&nbsp;</p>]]></content></entry><entry><title>Office Depot OfficeMax to Merge</title><id>http://interstratics.com/interstratics-home/2013/2/19/office-depot-officemax-to-merge.html</id><link rel="alternate" type="text/html" href="http://interstratics.com/interstratics-home/2013/2/19/office-depot-officemax-to-merge.html"/><author><name>Admin</name></author><published>2013-02-19T18:13:22Z</published><updated>2013-02-19T18:13:22Z</updated><content type="html" xml:lang="en-CA"><![CDATA[<p>Update: Merger has been agreed to (<strong><a href="http://www.bloomberg.com/news/2013-02-20/office-depot-officemax-to-merge-to-compete-with-staples.html" target="_blank">Bloomberg</a>)</strong></p>
<p>&nbsp;</p>
<p><span style="font-size: 120%;"><strong>OfficeMax  and Office Depot are in talks regarding a merger with a possible deal  being made early this week, although talks are still ongoing.</strong> Should this  merger happen, there would likely be rationalization of the combined store network. Stores that are less than 0.5 miles apart would be at the top of the rationalization list. These are indicated on the map below. <br /></span></p>
<p><iframe src="http://batchgeo.com/map/17f5096e51a3796dbcb9c32005fa3187" frameborder="0" width="99%" height="550" style="border:1px solid #aaa;border-radius:10px;"></iframe></p>
<p><a href="http://batchgeo.com/map/17f5096e51a3796dbcb9c32005fa3187">Full Page Map</a></p>
<p><span style="font-size: 110%;"><strong style="font-size: 130%;">News Article</strong></span></p>
<p><span style="font-size: 110%;"> </span></p>
<p><a href="http://online.wsj.com/article/SB10001424127887324503204578316922611651416.html?KEYWORDS=retail" target="_blank">Wall Street Journal</a> -&nbsp; Landlords Prefer Deals Like Office Depot-OfficeMax to Liquidations</p>
<p><a href="http://business.financialpost.com/2013/02/19/office-depot-officemax-in-merger-talks-to-compete-with-staples/">Financial Post</a> - Office Depot, OfficeMax in merger talks to compete with Staples</p>
<p><a href="http://www.forbes.com/sites/abrambrown/2013/02/19/ma-pulse-shifts-to-pens-and-paper-office-max-office-depot-said-to-mull-merger/">Forbes</a> -Office Depot - OfficeMax Merger Would Probably Avoid Antitrust Issues</p>
<p><a href="http://www.reuters.com/article/2013/02/19/us-officemax-officedepot-idUSBRE91H0R220130219">Reuters</a> -OfficeMax investor says will support Office Depot merger</p>
<p><a href="http://www.ibtimes.com/office-depot-officemax-merger-office-supplies-retailers-reportedly-talks-merge-1091736">International Business Times</a> - Office Depot, OfficeMax Merger: Office Supplies Retailers Reportedly In Talks To Merge</p>
<p><a href="http://www.thestar.com/business/2013/02/19/buyout_talks_send_staples_stock_soaring_with_biggest_intraday_gain_in_4_years.html">The Star -</a> Buyout talks send Staples stocks soaring with biggest intraday gain in 4 years</p>]]></content></entry><entry><title>Best Buy / Future Shop Reduces Canadian Footprint</title><id>http://interstratics.com/interstratics-home/2013/1/31/best-buy-future-shop-reduces-canadian-footprint.html</id><link rel="alternate" type="text/html" href="http://interstratics.com/interstratics-home/2013/1/31/best-buy-future-shop-reduces-canadian-footprint.html"/><author><name>Admin</name></author><published>2013-01-31T17:48:02Z</published><updated>2013-01-31T17:48:02Z</updated><content type="html" xml:lang="en-CA"><![CDATA[<p>&nbsp;</p>
<p>This morning some Best Buy and Future shop locations announced they were permanently closed announced by signs in their windows.</p>
<p>Here is an article on the closures: <a href="http://business.financialpost.com/2013/01/31/best-buy-to-close-15-stores-in-canada-lay-off-900-workers/" target="_blank">National Post</a></p>
<p>No doubt there are a number of factors that led to this decision including:</p>
<ol>
<li>Online competition &amp; showrooming</li>
<li>Proximity of Future Shop &amp; Best Buy in some markets</li>
<li>Upcoming entry of Target &amp; the retail pricing war that it will spur</li>
<li>Changing economics of Big Box electronics stores</li>
</ol>
<p>Below is a map of current and closing location, as well as a list of closed locations based on the company's statement (<a href="http://www.bestbuy.ca/en-CA/press/best-buy-canada-announces-real-estate-optimization-plan-in-first-phase-of-transformational-strategy/pc8261.aspx?path=c499dec4ded306d43cc4826d178f7968en08" target="_blank">Best Buy</a>). We are continuing to monitor developments &amp; will update the list as we get more information.</p>
<p>&nbsp;</p>
<p><iframe src="http://batchgeo.com/map/fbd5b8e5d1eb54e6427402a7cd6d5222" frameborder="0" width="99%" height="550" style="border:1px solid #aaa;border-radius:10px;"></iframe></p>
<p><small>View <a href="http://batchgeo.com/map/fbd5b8e5d1eb54e6427402a7cd6d5222">Best Buy and Future Shop Closures</a> in a full screen map</small></p>
<p>&nbsp;</p>
<p><strong>Future Shop</strong> Canadian Closures:</p>
<table border="0" cellspacing="0" cellpadding="0" width="519">
<colgroup><col width="64"></col> <col width="142"></col> <col width="173"></col> <col width="76"></col> <col width="64"></col> </colgroup> 
<tbody>
<tr height="19">
<td class="xl68" width="64" height="19">22</td>
<td class="xl63" width="142">Calgary -   Macleod</td>
<td class="xl63" width="173">7337 Macleod   Trail SW</td>
<td class="xl63" width="76">Calgary</td>
<td class="xl63" width="64">&nbsp;AB</td>
</tr>
<tr height="19">
<td class="xl68" height="19">6</td>
<td class="xl63">Burnaby - Kingsway</td>
<td class="xl63">144 - 6200 McKay   Avenue</td>
<td class="xl63">Burnaby</td>
<td class="xl63">&nbsp;BC</td>
</tr>
<tr height="38">
<td class="xl69" height="38">709</td>
<td class="xl66" width="142">West   Kelowna - West Kelowna FS</td>
<td class="xl65">3600 Carrington Road</td>
<td class="xl66" width="76">West   Kelowna</td>
<td class="xl65">&nbsp;BC</td>
</tr>
<tr height="19">
<td class="xl68" height="19">28</td>
<td class="xl63">Winnipeg - Regent</td>
<td class="xl63">2 - 1570B Regent   Avenue W</td>
<td class="xl63">Winnipeg</td>
<td class="xl63">&nbsp;MB</td>
</tr>
<tr height="19">
<td class="xl68" height="19">77</td>
<td class="xl63">Ancaster - Ancaster</td>
<td class="xl63">#1-1110 Wilson Street   West</td>
<td class="xl63">Ancaster</td>
<td class="xl63">&nbsp;ON</td>
</tr>
<tr height="19">
<td class="xl68" height="19">629</td>
<td class="xl63">
<p>Mississauga - Erin   Mills Possibly Converting to Bed Bath and Beyond</p>
</td>
<td class="xl63">3050 Vega Boulevard</td>
<td class="xl63">Mississauga</td>
<td class="xl63">&nbsp;ON&nbsp;</td>
</tr>
<tr height="19">
<td class="xl68" height="19">635</td>
<td class="xl63">Barrie - Barrie South (Beside Best Buy)</td>
<td class="xl63">80 Concert Way Unit 4</td>
<td class="xl63">Barrie</td>
<td class="xl63">&nbsp;ON</td>
</tr>
<tr height="19">
<td class="xl68" height="19">665</td>
<td class="xl63">Laval - St. Dorothee</td>
<td class="xl63">940 Highway 13</td>
<td class="xl63">Laval</td>
<td class="xl63">&nbsp;QC</td>
</tr>
<tr height="38">
<td class="xl69" height="38">667</td>
<td class="xl67">Montreal - Forum</td>
<td class="xl64" width="173">108   - 2313 Sainte Catherine Street W</td>
<td class="xl65">Montreal</td>
<td class="xl65">&nbsp;QC</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<p><strong>Best Buy</strong> Canadian Closures:</p>
<table border="0" cellspacing="0" cellpadding="0" width="532">
<colgroup><col width="44"></col> <col width="101"></col> <col width="210"></col> <col width="113"></col> <col width="64"></col> </colgroup> 
<tbody>
<tr height="19">
<td class="xl65" width="44" height="19">957</td>
<td width="101">Queensborough</td>
<td width="210">805 Boyd St</td>
<td width="113">New Westminster</td>
<td width="64">BC</td>
</tr>
<tr height="19">
<td class="xl65" height="19">981</td>
<td>Nanaimo</td>
<td>4735 Rutherford Rd</td>
<td>Nanaimo</td>
<td>BC</td>
</tr>
<tr height="19">
<td class="xl65" height="19">983</td>
<td>Victoria</td>
<td>3501 Blanshard St</td>
<td>Victoria</td>
<td>BC</td>
</tr>
<tr height="19">
<td class="xl65" height="19">987</td>
<td>Langford</td>
<td>109-2955 Phipps Rd</td>
<td>Victoria</td>
<td>BC</td>
</tr>
<tr height="19">
<td class="xl65" height="19">993</td>
<td>South Surrey</td>
<td>15760 Croydon Dr</td>
<td>Surrey</td>
<td>BC</td>
</tr>
<tr height="19">
<td class="xl65" height="19">903</td>
<td>Sherbrooke</td>
<td>1255 Du Plateau-saint Joseph Blvd</td>
<td>Sherbrooke</td>
<td>QC</td>
</tr>
<tr height="19">
<td class="xl65" height="19">996</td>
<td>Lachenaie</td>
<td>651 Des Migrateurs St</td>
<td>Terrebonne</td>
<td>QC</td>
</tr>
</tbody>
</table>
<table style="height: 133px;" border="0" cellspacing="0" cellpadding="0" width="22">
<colgroup><col width="29"></col> <col width="101"></col> <col width="210"></col> <col width="113"></col> <col width="64"></col> </colgroup> 
<tbody>
<tr height="19">
<td width="29" height="19" align="right">&nbsp;</td>
<td width="101">&nbsp;</td>
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</table>]]></content></entry><entry><title>Draw of Major Retailers in US - A consistent comparison</title><id>http://interstratics.com/interstratics-home/2012/12/20/draw-of-major-retailers-in-us-a-consistent-comparison.html</id><link rel="alternate" type="text/html" href="http://interstratics.com/interstratics-home/2012/12/20/draw-of-major-retailers-in-us-a-consistent-comparison.html"/><author><name>Admin</name></author><published>2012-12-20T18:13:10Z</published><updated>2012-12-20T18:13:10Z</updated><content type="html" xml:lang="en-CA"><![CDATA[<p>&nbsp;</p>
<p>We have been analysing the location strategy of many major retailers using AggData information. The depth of it is really great - every location for a large number of retailers.</p>
<p>We did an analysis looking at the average and overall draw for each retailer on a consistent basis and ranked the results in the table below.</p>
<p><img 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" alt="" /></p>
<p>&nbsp;</p>
<p>How we did it: For each banner, we summed the population around each location that is closer to that location than any other. We included only population within 30km or 18.6 miles of each location. <span style="text-decoration: underline;">This eliminates overlaps</span> and the problems they cause.</p>
<p>We then summed up the total draw for each banner to calculate its US Draw.</p>
<p>The sources are AggData for the locations and US census populations.</p>
<p>&nbsp;</p>]]></content></entry><entry><title>Leons seeking to acquire The Brick</title><id>http://interstratics.com/interstratics-home/2012/11/12/leons-seeking-to-acquire-the-brick.html</id><link rel="alternate" type="text/html" href="http://interstratics.com/interstratics-home/2012/11/12/leons-seeking-to-acquire-the-brick.html"/><author><name>Admin</name></author><published>2012-11-12T14:34:33Z</published><updated>2012-11-12T14:34:33Z</updated><summary type="html" xml:lang="en-CA"><![CDATA[Leon's has offered to buy the Brick for appx. $700 million

Leons: 76 Stores
    
The Brick: 230 Stores]]></summary></entry><entry><title>HBC IPO</title><id>http://interstratics.com/interstratics-home/2012/10/18/hbc-ipo.html</id><link rel="alternate" type="text/html" href="http://interstratics.com/interstratics-home/2012/10/18/hbc-ipo.html"/><author><name>Admin</name></author><published>2012-10-18T14:00:43Z</published><updated>2012-10-18T14:00:43Z</updated><summary type="html" xml:lang="en-CA"><![CDATA[Here is the Final HBC prospectus (Nov 19th) with information on performance over the last several years. We will post some highlights below and the entire document is below that. Also, we have the previous HBC public filing from 2006 below that for comparison.]]></summary></entry><entry><title>Four Retailer Holiday Toronto Openings to be Allowed Toronto-Wide?</title><id>http://interstratics.com/interstratics-home/2012/10/9/four-retailer-holiday-toronto-openings-to-be-allowed-toronto.html</id><link rel="alternate" type="text/html" href="http://interstratics.com/interstratics-home/2012/10/9/four-retailer-holiday-toronto-openings-to-be-allowed-toronto.html"/><author><name>Admin</name></author><published>2012-10-09T23:47:03Z</published><updated>2012-10-09T23:47:03Z</updated><summary type="html" xml:lang="en-CA"><![CDATA[The Economic Development Department of the City of Toronto is recommending that all retailers within Toronto be permitted to open on four statutory holidays, specifically; Victoria Day, Canada Day, Labour Day & Thanksgiving Day.]]></summary></entry></feed>