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	<title>David Birnbaum&#039;s Blog</title>
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	<description>Something to Consider</description>
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		<title>Strategies to succeed in a period of Industrial Decline V: The Road to Failure — The Problem with GAP</title>
		<link>http://www.birnbaumgarment.com/2012/05/15/strategies-to-succeed-in-a-period-of-industrial-decline-v-the-road-to-failure-%e2%80%94-the-problem-with-gap/</link>
		<comments>http://www.birnbaumgarment.com/2012/05/15/strategies-to-succeed-in-a-period-of-industrial-decline-v-the-road-to-failure-%e2%80%94-the-problem-with-gap/#comments</comments>
		<pubDate>Tue, 15 May 2012 10:51:23 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Uncategorized]]></category>
		<category><![CDATA[Don Fisher]]></category>
		<category><![CDATA[Gap]]></category>
		<category><![CDATA[Glenn Murphy]]></category>
		<category><![CDATA[Micky Drexler]]></category>
		<category><![CDATA[Paul Pressler]]></category>
		<category><![CDATA[Simon Marks]]></category>
		<category><![CDATA[Stanley Marcus]]></category>

		<guid isPermaLink="false">http://www.birnbaumgarment.com/?p=424</guid>
		<description><![CDATA[<p>Success for the retailer is a triad:  Customer – Product – Value</p>
<p>Select your customer.</p>
<p>Provide the products your customer wants;</p>
<p>in an environment and at a price your customer considers reasonable.</p>
<p>GAP: THE GOOD TIMES:</p>
<p>At the close of&#8230; <a href="http://www.birnbaumgarment.com/2012/05/15/strategies-to-succeed-in-a-period-of-industrial-decline-v-the-road-to-failure-%e2%80%94-the-problem-with-gap/" class="read_more">Read More</a></p>]]></description>
			<content:encoded><![CDATA[<p>Success for the retailer is a triad:  Customer – Product – Value</p>
<p>Select your customer.</p>
<p>Provide the products your customer wants;</p>
<p>in an environment and at a price your customer considers reasonable.</p>
<p>GAP: THE GOOD TIMES:</p>
<p>At the close of the 20<sup>th</sup> century Gap was not only the world’s largest and most successful garment retailer, GAP set the standard which all others aspired to meet.</p>
<p>Gap was structured for success.</p>
<p>Gap understood its customer and was totally dedicated to catering to that customers needs:  The GAP customer had little interest in fashion and less interest in fad; but wanted a well designed, well made garment, sold in a clean, clear and well managed store.</p>
<p>Gap surpassed their customers needs.</p>
<p>As the Gap customers grew up, Gap grew-up with its customers.</p>
<p>As the customers became more affluent, Gap created Banana Republic to provide a more up-market product, while still maintaining the Gap no-fashion persona</p>
<p>As their customers married and started families, Baby GAP and GAP Kids were right up there with them, catering to what eventually would have become the next generation of loyal GAP customers</p>
<p>15 years ago, I was a GAP customer.  Twice a year, I would buy clothing for my children.</p>
<p>As a father I appreciated both the in-store service and the product merchandising where tops and bottoms fit together perfectly as sets.</p>
<p>As a garment professional, I was impressed that a company the size of GAP was able to maintain the highest standard of make, using the best material available.  T-shirt with virtually no shrinkage; Color fast with perfect color match.</p>
<p>GAP THE BAD TIMES</p>
<p>Today, 12 years later, GAP is structured for failure.  From January 2005 to March 2012, Same store sales increased in 22 months but declined in 65 months.</p>
<p>The quality of the product has deteriorated;</p>
<p>The quality of design has deteriorated;</p>
<p>The merchandising has deteriorated;</p>
<p>But, most importantly, GAP no longer has a definable customer.</p>
<p>In short GAP does not know who they are selling, what they are selling or why anybody would buy their product in the first place.</p>
<p>Some time during the next decade, someone, someway  will try to determine just what happened at GAP.  That might be The Harvard Business School — the case study, because it is a salutary lesson for everyone in the industry. It might also be the HBO—the miniseries, because the GAP story is one filled with drama and more than its share of heroes and villains.</p>
<p>THE PROBLEM WITH GAP</p>
<p>The Gap structure and system was the creation of one man:  Mickey Drexler who ran the company from 1983 until he was fired in 2002.  Drexler might well be the finest merchant of his generation, very much in the school of Stanley Marcus and Simon Marks.</p>
<p>The great garment industry merchants all have two talents:</p>
<ol start="1">
<li>The merchant’s eye — the intuitive ability to know precisely if a particular style is saleable to their customer</li>
<li>The commitment to design integrity — The ability to provide that specific product to their customer.</li>
</ol>
<p>All three — Marks, Marcus and Drexler — had the eye, and all three were able to provide the product.</p>
<p>Each had a commitment to design integrity, but met different challenges.  Simon Marks developed a small network of independent British factories  committed to producing to M&amp;S’ strict standards.  Stanley Marcus worked with a limited number of established brand suppliers both in the U.S. and Europe, all competent to meet Neiman Marcus’ requirements.</p>
<p>However, because of GAP’S size and the shift to low cost gament exporting countries Drexler did not have the advantages available to Marks and Marcus.  Drexler was forced to deal with literally thousands of suppliers, located all over the world, few of whom having the existing abilities to meet Drexler’s standards.</p>
<p>To overcome these problems Drexler created a unique structure and system at Gap, solely to design the garments that Drexler wanted for his customers, and to ensure those product were made precisely the way Drexlers wanted those products made.  In the end, the entire Gap organization and system existed to provide the clothing Drexler personally  wanted, produced the way Drexler wanted.</p>
<p>It is a truism, that in business no person is indispensable.  It is certainly true that GAP could have continued to grow and prosper without Drexler.  However, it is equally true that Gap-Drexler structure and system could not function without Drexler.</p>
<p>There is a strange irony here.  When Fisher fired Drexler, he brought in Paul Pressler as CEO.  When Fisher finally recognized that Pressler was the “wrong person at the wrong time”, he too was replaced, this time by Glenn Murphy.  Both Pressler and Murphy are first class managers. However, neither had any prior garment product knowledge. As a result, neither understood that the Gap structure and system they inherited, existed solely to meet the requirements of someone no longer at Gap.</p>
<p>The company that Drexler built and the structure and system he created worked well to design and create only within the narrow confines of  what Drexler wanted for his customers.  To the degree the company changes direction the structure and system fails.  For example, since Drexler had zero interest  in edgy, fashionable or trendy design, lead times were relatively unimportant.   For no-fashion fashion, it makes little difference whether the time required from first design to in-store delivery is 48 days or 48 weeks.  However, any attempt to introduce the “new’ trend or the “new” item in a 48 week cycle invariably led to costly disasters.</p>
<p>Today, If you want to see the best Gap in operation, visit J. Crew where the Drexler structure and system operate smoothly and profitably, because Drexler is there running the show.</p>
<p>The problem at Gap is not that Don Fisher fired Mickey Drexler.  The problem is that Fisher never understood why he hired Drexler in the first place.</p>
<p>Herein lies the true problem.  In the 10 years since Fisher fired Drexler, Gap has been going consistently down hill.</p>
<p>We have unwritten rules in our industry.</p>
<p>If the company has two back-to-back bad collections, fire the designer.</p>
<p>After two failed designers, fire the merchandiser.</p>
<p>After two failed merchandisers. . .</p>
<p>With each failure the chopping block moves a step-up.</p>
<p>The chopping block must eventually reach the very top.</p>
<p>In the final analysis, the problem with Gap is a war of egos.</p>
<p>Although I have never met him, I am sure that Mickey Drexler has an enormous ego.  And, I do believe that in business, as in life ego is very destructive.  However, ego and genius often go together, and if we want genius we have to take the box it comes in.</p>
<p>If you want the Theory of Relativity, you must accept that its creator was a lousy husband. When Sixtus wanted his ceiling painted, he did not question the artist’s sexual proclivities;  nor when Borgia wanted his apartments decorated, was he concerned that the friar hired to paint the walls used the friar’s own mistress as a model of the Holy Mother.</p>
<p>I certainly do not want to compare Mickey Drexler with Albert Einstein, Michaelangelo, or Fra Lippo Lippi.  I would however point out, that genius occurs in almost every field of endeavor, and it is invariably with ego.  If  we want the genius  we must put up with ego.</p>
<p>The same cannot be said when ego exists with neither real talent not genius.  It is that point where ego is destructive.</p>
<p>The problem with Gap is senior management, who has spent the past decade in an effort to prove that Gap will prosper without Mickey Drexler and will more than likely continue to do so until either the company is sold to be broken-up or simply folds.</p>
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		<title>China and Its Place in a Changing U.S. Market II: PRODUCT</title>
		<link>http://www.birnbaumgarment.com/2012/05/09/china-and-its-place-in-a-changing-u-s-market-ii-product/</link>
		<comments>http://www.birnbaumgarment.com/2012/05/09/china-and-its-place-in-a-changing-u-s-market-ii-product/#comments</comments>
		<pubDate>Wed, 09 May 2012 04:59:38 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[China-Greater China]]></category>
		<category><![CDATA[Factory Strategies]]></category>
		<category><![CDATA[Global Issues]]></category>
		<category><![CDATA[China exports]]></category>
		<category><![CDATA[garment export]]></category>
		<category><![CDATA[garment factory]]></category>
		<category><![CDATA[garment imports]]></category>

		<guid isPermaLink="false">http://www.birnbaumgarment.com/?p=417</guid>
		<description><![CDATA[<p>Much has been written about the underlying causes of China garment export declines.  Garment industry specialists and economists point to macro-economic factors, such as currency revaluation, rising labor costs and labor shortages as well as trade subsidies and inflation, just&#8230; <a href="http://www.birnbaumgarment.com/2012/05/09/china-and-its-place-in-a-changing-u-s-market-ii-product/" class="read_more">Read More</a></p>]]></description>
			<content:encoded><![CDATA[<p>Much has been written about the underlying causes of China garment export declines.  Garment industry specialists and economists point to macro-economic factors, such as currency revaluation, rising labor costs and labor shortages as well as trade subsidies and inflation, just to name a few.  However, while these are important to China’s exports in general, their effect on China’s garment industry is overrated.</p>
<p>The garment industry is different because the garment industry is all about product.</p>
<p>To understand the problem we must recognize that the garment industry consists of literally thousands of separate products each fundamentally different than the other and each subject to individual changing customer demand.</p>
<p>To the economist the garment industry has but a single product — garments —which includes different models each differentiated only by design and price. To the economist, there is no difference between the garment industry and the automobile industry where trucks, cars and SUVs are simply different models of a single automobile product. The economist certainly accepts that there are manifest differences between a Ford Fiesta and a Rolls Royce Phantom. For example, the Fiesta costs $15,000 while the Phantom costs $450,000.  The Fiesta is produced in hours using robotic equipment, while the Phantom requires months using highly skilled craftsman.   The Phantom is much larger and much more comfortable than the Fiesta.  The Fiesta has no built-in champagne storage rack</p>
<p>However, to the economist these are not fundamental differences but rather differences in degree.</p>
<p>Ø    They both use the same materials.  Steel, aluminum, carbon fiber, microprocessors, etc.</p>
<p>Ø    The manufacturing process is virtually the same. Build the chassis, construct the engine and the body and assemble the lot.</p>
<p>Ø    The Phantom may indeed cost 30 times more than the fiesta, but that too is only a difference in degree.</p>
<p>The difficulty is that the single-product concept that works so well in the automobile industry, falls apart in when applied to garments.</p>
<p>Consider an item:  <em>knitted pullover tops</em>. This item includes garments as far apart as  a Haynes cotton t-shirt and an Armani cashmere sweater.  Unlike the Phantom/Fiesta comparison, the differences between the cotton T-shirt and cashmere sweater go well beyond degree.  They are fundamental.</p>
<p>Ø    They are constructed of very different materials.  The Haynes T-shirt is made of cotton. The Armani sweater is made of cashmere.</p>
<p>Ø    The process is entirely different.  The T-shirt is cut from fabric which is then sewn to produce the garment. The Sweater uses no fabric whatsoever. It is knit directly to the shape of the garment pieces which are then linked together.</p>
<p>Ø    The Haynes cotton T-shirt is available at WalMart for $5.50, the Armani cashmere sweater is available at Giorgio Armani for $2875 — 553 times the cost of the Haynes T-shirt.</p>
<p>In the automobile industry, if SUVs are not selling well you can convert the SUV factory to produce trucks or cars.  In the garment industry, if sweaters are not selling well, you close the factory. There can be no conversion to T-shirts because, other than the raw space, none of the existing plant and machinery can be used to produce any product other than sweaters.</p>
<p>The key to understand China’s falling market share is in the product.  The economist assumes that rising macro-economic costs have driven the customer elsewhere. However, when we factor in the products, we can see that the main problem facing China is not the customer that ran to another supplier, but rather the customer that disappeared altogether.</p>
<p>For example, China has always been the world’s largest producer of silk garments as well as garments made from what we call “other vegetable fibers”  (OVF) including linen, ramie, jute etc.</p>
<p>Between 2007 and 2011, U.S. imports of silk garments declined by -40.6% while at the same time OVF garment imports declined by -42.9%.  As a direct result China’s exports of these two groups declined by -$1.3 billion. Add to that the additional loss of $510 million resulting from declining demand in 39 other products we have a cumulative loss $1.8 billion. Had U.S. demand for these products continued unchanged, China’s 2011 recorded market share of 37.8% would have risen to 40.2%, an all time record.</p>
<p>The decline in demand for Silk and OVF garments also goes a long way to explain China’s reduction of average FOB prices compared to its competitors.  In 2011 FOB prices rose world-wide.  However, prices for made-in-China garments showed a lower rate of increase.  As of December 2011 FOB prices were at a discount of -9.7% to world average compared with a discount of -4.5% for the same period in 2010.  Most professionals assume that, China’s ability to maintain lower prices was due to export subsidies, currency manipulation, etc.  While these are doubtless important factors they are secondary to the changes in  product  mix.</p>
<p>Going back to the silk and OVF example we can see that the reduction of exports for these products would have a serious effect on China’s average price, since price of a silk garment was 4 times and an OVF garment 1.6 times, China’s average FOB price</p>
<p>&nbsp;</p>
<div align="center">
<table width="538" border="0" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td colspan="3" valign="bottom" nowrap="nowrap" width="241">
<p align="center">U.S. Imports 2011:  China: FOB Prices</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap="nowrap" width="58"></td>
<td valign="bottom" nowrap="nowrap" width="79">FOB Prices</td>
<td valign="bottom" nowrap="nowrap" width="104">PCT Difference</td>
</tr>
<tr>
<td valign="bottom" nowrap="nowrap" width="58">Average</td>
<td valign="bottom" nowrap="nowrap" width="79">
<p align="center">$3.02</p>
</td>
<td valign="bottom" nowrap="nowrap" width="104"></td>
</tr>
<tr>
<td valign="bottom" nowrap="nowrap" width="58">Silk</td>
<td valign="bottom" nowrap="nowrap" width="79">
<p align="center">$12.70</p>
</td>
<td valign="bottom" nowrap="nowrap" width="104">
<p align="center">421%</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap="nowrap" width="58">OVF</td>
<td valign="bottom" nowrap="nowrap" width="79">
<p align="center">$4.86</p>
</td>
<td valign="bottom" nowrap="nowrap" width="104">
<p align="center">161%</p>
</td>
</tr>
</tbody>
</table>
</div>
<p>Changing product mix has affected China’s exports in another more fundamental way.  Four basic commodity products — cotton t-shirt, cotton casual trousers, cotton woven shirts, underwear — account for 40%-45% of total U.S. garment import.  Typically, when a country enters the global industry they concentrate their production in one or more of these products.  As their industry develops, they diversify into more difficult higher value added products.</p>
<p>China has always been the exception.  In the past its product mix was always diversified.  Twenty years ago China’s top 5 export products were OVF sweaters, silk blouses, silk shirts, synthetic dresses and sports vests. During the same period the big-4 products accounted for 14.7% of total garment exports.  Ten years ago, China’s top 5 export products were babywear, silk knit blouses, silk woven blouses, OVF sweaters and synthetic dresses.  During the same period, the big-4 products decreased to 12.6% of total garment exports  China was always the consummate niche supplier because it dominated all the niches, leaving the rest of the world to fight over the big-4 commodity products.</p>
<p>The past five years has brought a singular change to China’s product mix.</p>
<p>The importance of the big-4 products has little changed over the past twenty years. As of 2011they still accounted for 40%-45% of total garment imports. On the other hand, with the exception of Bangladesh, the industries in most exporting countries have become more diversified.</p>
<p>In this regard, China is big exception Ten years ago the big-4 products accounted for 12.6% of China’s garment exports.  Five years ago that figure rose to 18.9%; and in 2011 to 28.9%.  Between 2007 and 2011 China’s reliance on the big 4 basic commodity styles increased by over 53%.</p>
<div align="center">
<table width="1108" border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td colspan="12" valign="bottom" nowrap="nowrap" width="547">
<p align="center">BIG 4 AS A PERCENT OF TOTAL</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap="nowrap" width="64"></td>
<td colspan="2" valign="bottom" nowrap="nowrap" width="86">Cotton T-Shirt</td>
<td colspan="2" valign="bottom" nowrap="nowrap" width="85">Cotton Trousers</td>
<td colspan="2" valign="bottom" nowrap="nowrap" width="81">Cotton Shirts</td>
<td colspan="2" valign="bottom" nowrap="nowrap" width="84">Underwear</td>
<td colspan="3" valign="bottom" nowrap="nowrap" width="149">TOTAL</td>
</tr>
<tr>
<td valign="bottom" nowrap="nowrap" width="64"></td>
<td valign="bottom" nowrap="nowrap" width="43">2007</td>
<td valign="bottom" nowrap="nowrap" width="43">2011</td>
<td valign="bottom" nowrap="nowrap" width="43">2007</td>
<td valign="bottom" nowrap="nowrap" width="42">2011</td>
<td valign="bottom" nowrap="nowrap" width="41">2007</td>
<td valign="bottom" nowrap="nowrap" width="40">2011</td>
<td valign="bottom" nowrap="nowrap" width="42">2007</td>
<td valign="bottom" nowrap="nowrap" width="42">2011</td>
<td valign="bottom" nowrap="nowrap" width="43">2007</td>
<td valign="bottom" nowrap="nowrap" width="43">2011</td>
<td valign="bottom" nowrap="nowrap" width="63">PCT Chg</td>
</tr>
<tr>
<td valign="bottom" nowrap="nowrap" width="64">World</td>
<td valign="bottom" nowrap="nowrap" width="43">19.9%</td>
<td valign="bottom" nowrap="nowrap" width="43">18.5%</td>
<td valign="bottom" nowrap="nowrap" width="43">17.0%</td>
<td valign="bottom" nowrap="nowrap" width="42">15.9%</td>
<td valign="bottom" nowrap="nowrap" width="41">3.4%</td>
<td valign="bottom" nowrap="nowrap" width="40">3.8%</td>
<td valign="bottom" nowrap="nowrap" width="42">4.2%</td>
<td valign="bottom" nowrap="nowrap" width="42">4.5%</td>
<td valign="bottom" nowrap="nowrap" width="43">44.5%</td>
<td valign="bottom" nowrap="nowrap" width="43">42.7%</td>
<td valign="bottom" nowrap="nowrap" width="63">-4.1%</td>
</tr>
<tr>
<td valign="bottom" nowrap="nowrap" width="64">China</td>
<td valign="bottom" nowrap="nowrap" width="43">7.6%</td>
<td valign="bottom" nowrap="nowrap" width="43">11.9%</td>
<td valign="bottom" nowrap="nowrap" width="43">7.8%</td>
<td valign="bottom" nowrap="nowrap" width="42">11.9%</td>
<td valign="bottom" nowrap="nowrap" width="41">2.0%</td>
<td valign="bottom" nowrap="nowrap" width="40">2.9%</td>
<td valign="bottom" nowrap="nowrap" width="42">1.5%</td>
<td valign="bottom" nowrap="nowrap" width="42">2.1%</td>
<td valign="bottom" nowrap="nowrap" width="43">18.9%</td>
<td valign="bottom" nowrap="nowrap" width="43">28.9%</td>
<td valign="bottom" nowrap="nowrap" width="63">53.1%</td>
</tr>
<tr>
<td valign="bottom" nowrap="nowrap" width="64">CAFTA</td>
<td valign="bottom" nowrap="nowrap" width="43">37.4%</td>
<td valign="bottom" nowrap="nowrap" width="43">37.0%</td>
<td valign="bottom" nowrap="nowrap" width="43">13.3%</td>
<td valign="bottom" nowrap="nowrap" width="42">8.5%</td>
<td valign="bottom" nowrap="nowrap" width="41">1.5%</td>
<td valign="bottom" nowrap="nowrap" width="40">1.9%</td>
<td valign="bottom" nowrap="nowrap" width="42">13.5%</td>
<td valign="bottom" nowrap="nowrap" width="42">13.3%</td>
<td valign="bottom" nowrap="nowrap" width="43">65.8%</td>
<td valign="bottom" nowrap="nowrap" width="43">60.8%</td>
<td valign="bottom" nowrap="nowrap" width="63">-7.6%</td>
</tr>
<tr>
<td valign="bottom" nowrap="nowrap" width="64">Vietnam</td>
<td valign="bottom" nowrap="nowrap" width="43">26.2%</td>
<td valign="bottom" nowrap="nowrap" width="43">23.0%</td>
<td valign="bottom" nowrap="nowrap" width="43">17.8%</td>
<td valign="bottom" nowrap="nowrap" width="42">14.1%</td>
<td valign="bottom" nowrap="nowrap" width="41">3.2%</td>
<td valign="bottom" nowrap="nowrap" width="40">2.9%</td>
<td valign="bottom" nowrap="nowrap" width="42">0.7%</td>
<td valign="bottom" nowrap="nowrap" width="42">4.3%</td>
<td valign="bottom" nowrap="nowrap" width="43">47.8%</td>
<td valign="bottom" nowrap="nowrap" width="43">44.3%</td>
<td valign="bottom" nowrap="nowrap" width="63">-7.3%</td>
</tr>
<tr>
<td valign="bottom" nowrap="nowrap" width="64">Bangladesh</td>
<td valign="bottom" nowrap="nowrap" width="43">10.3%</td>
<td valign="bottom" nowrap="nowrap" width="43">8.5%</td>
<td valign="bottom" nowrap="nowrap" width="43">34.0%</td>
<td valign="bottom" nowrap="nowrap" width="42">39.2%</td>
<td valign="bottom" nowrap="nowrap" width="41">12.1%</td>
<td valign="bottom" nowrap="nowrap" width="40">12.2%</td>
<td valign="bottom" nowrap="nowrap" width="42">5.3%</td>
<td valign="bottom" nowrap="nowrap" width="42">4.6%</td>
<td valign="bottom" nowrap="nowrap" width="43">61.7%</td>
<td valign="bottom" nowrap="nowrap" width="43">64.5%</td>
<td valign="bottom" nowrap="nowrap" width="63">4.4%</td>
</tr>
<tr>
<td valign="bottom" nowrap="nowrap" width="64">Indonesia</td>
<td valign="bottom" nowrap="nowrap" width="43">21.3%</td>
<td valign="bottom" nowrap="nowrap" width="43">24.7%</td>
<td valign="bottom" nowrap="nowrap" width="43">16.1%</td>
<td valign="bottom" nowrap="nowrap" width="42">12.4%</td>
<td valign="bottom" nowrap="nowrap" width="41">6.1%</td>
<td valign="bottom" nowrap="nowrap" width="40">5.3%</td>
<td valign="bottom" nowrap="nowrap" width="42">2.2%</td>
<td valign="bottom" nowrap="nowrap" width="42">1.5%</td>
<td valign="bottom" nowrap="nowrap" width="43">45.7%</td>
<td valign="bottom" nowrap="nowrap" width="43">43.9%</td>
<td valign="bottom" nowrap="nowrap" width="63">-3.9%</td>
</tr>
<tr>
<td valign="bottom" nowrap="nowrap" width="64">Cambodia</td>
<td valign="bottom" nowrap="nowrap" width="43">33.0%</td>
<td valign="bottom" nowrap="nowrap" width="43">26.5%</td>
<td valign="bottom" nowrap="nowrap" width="43">28.1%</td>
<td valign="bottom" nowrap="nowrap" width="42">24.3%</td>
<td valign="bottom" nowrap="nowrap" width="41">1.0%</td>
<td valign="bottom" nowrap="nowrap" width="40">0.5%</td>
<td valign="bottom" nowrap="nowrap" width="42">3.1%</td>
<td valign="bottom" nowrap="nowrap" width="42">3.1%</td>
<td valign="bottom" nowrap="nowrap" width="43">65.3%</td>
<td valign="bottom" nowrap="nowrap" width="43">54.5%</td>
<td valign="bottom" nowrap="nowrap" width="63">-16.6%</td>
</tr>
<tr>
<td valign="bottom" nowrap="nowrap" width="64">Mexico</td>
<td valign="bottom" nowrap="nowrap" width="43">15.8%</td>
<td valign="bottom" nowrap="nowrap" width="43">12.3%</td>
<td valign="bottom" nowrap="nowrap" width="43">40.1%</td>
<td valign="bottom" nowrap="nowrap" width="42">40.9%</td>
<td valign="bottom" nowrap="nowrap" width="41">1.0%</td>
<td valign="bottom" nowrap="nowrap" width="40">1.5%</td>
<td valign="bottom" nowrap="nowrap" width="42">2.2%</td>
<td valign="bottom" nowrap="nowrap" width="42">1.9%</td>
<td valign="bottom" nowrap="nowrap" width="43">59.1%</td>
<td valign="bottom" nowrap="nowrap" width="43">56.6%</td>
<td valign="bottom" nowrap="nowrap" width="63">-4.3%</td>
</tr>
</tbody>
</table>
</div>
<p>It is this move away from its previously successful strategy of diversity that is the root cause of the decline of China’s garment export industry. While it is undeniably true as we have seen above in the case of silk and OVF, much of this change is due to factors beyond its control, the move from  high quality niche to basic commodity mainstream is based on the decisions of factory management.</p>
<p>It would appear that the average price of made-in-China garments is falling relative to its competitors not because Chinese factories are charging less for their products but rather because Chinese factories are making cheaper commodity products</p>
<p>THE UNDERLYING CAUSE</p>
<p>This leaves us with a true enigma. Why should a sophisticated profitable industry choose to move away from fashion goods towards cheap relatively unprofitable commodity garments?</p>
<p>One possible answer lies in the nature of China’s garment industry.</p>
<p>In fact, China is home to two separate garment industries.</p>
<p>The first include the  Chinese state owned enterprises (SOE) which produce low cost commodity garments while the second consists of mostly foreign owned transnational factories which account for most of the higher quality fashion goods.</p>
<p>In the past both SOEs and transnational factories produced of  silk and OVF garments with the SOE’s concentrating on commodities while the transnationals made the higher quality fashion goods. When demand for these prodcuts fell, the SOEs returned to producing the big-4 commodity products, while the transnationals returned to producing the higher quality fashion goods.</p>
<p>When costs began to rise, the transnationals began shifting production to their branch factories located outside of China. The SOEs, however, having few if any overseas factories, continue to produce the same cheap commodity goods.</p>
<p>China’s garment export industry faced a double loss.  Changing fashion caused some of China’s customers to disappear, while changing costs have caused some of China’s factories to go off-shore</p>
<p>CHINA’S CHALLENGE</p>
<p>To the degree this analysis is correct, China faces a serious long term problem.  As China’s economy develops, costs invariably rise making labor-intensive production unprofitable. In this sense China is now facing the problem common to all industrialized countries, including the United States, Western Europe and Japan.</p>
<p>In every instance production moved off-shore hollowing-out the industry.</p>
<p>As outsiders, our mistake was to assume that China was unique in that their export Juggernaut would be an ever increasing force, destroying everything in its path, unstoppable until China controlled the world economy.</p>
<p>We have forgotten that many countries, each in its own time has been in the same dominant position.  There is nothing unusual about China’s current place in the global economy  or the challenges China fasces.</p>
<p>Clearly China must undergo serious structural and systemic change, if they maintain the levels of growth necessary to satisfy their people.  In this regard past successes may yet prove to be obstacles to making  the necessary changes.</p>
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		<title>TPP Free Trade Agreement for Garments:  Plan B</title>
		<link>http://www.birnbaumgarment.com/2012/05/03/tpp-free-trade-agreement-for-garments-plan-b/</link>
		<comments>http://www.birnbaumgarment.com/2012/05/03/tpp-free-trade-agreement-for-garments-plan-b/#comments</comments>
		<pubDate>Thu, 03 May 2012 16:45:15 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Customer Strategies]]></category>
		<category><![CDATA[Factory Strategies]]></category>
		<category><![CDATA[Global Issues]]></category>
		<category><![CDATA[U.S. Government]]></category>
		<category><![CDATA[garment factories]]></category>
		<category><![CDATA[garment imports]]></category>
		<category><![CDATA[Globalization]]></category>
		<category><![CDATA[protectionism]]></category>
		<category><![CDATA[tariffs]]></category>
		<category><![CDATA[U.S. Government Policy]]></category>
		<category><![CDATA[Vietnam]]></category>
		<category><![CDATA[Yarn Forward Rule]]></category>

		<guid isPermaLink="false">http://www.birnbaumgarment.com/?p=413</guid>
		<description><![CDATA[<p>For over 20 years all negotiations for U.S. garment related free trade agreements have been governed by 2 assumptions.</p>
<p>1.    Without the support of the textile industry, the U.S.  Congress  will reject any proposed garment free trade agreement.</p>
<p>As a&#8230; <a href="http://www.birnbaumgarment.com/2012/05/03/tpp-free-trade-agreement-for-garments-plan-b/" class="read_more">Read More</a></p>]]></description>
			<content:encoded><![CDATA[<p>For over 20 years all negotiations for U.S. garment related free trade agreements have been governed by 2 assumptions.</p>
<p>1.    Without the support of the textile industry, the U.S.  Congress  will reject any proposed garment free trade agreement.</p>
<p>As a result all negotiations between the U.S. and garment exporting countries have been based on a never ending series of compromises in an effort to achieve some consensus with the U.S. textile industry</p>
<p>Through these compromises, we have reached the point where most of the clauses of the free-trade agreement exist to limit free-trade:</p>
<p>Here are but a few.</p>
<p>To qualify for duty-free access the garment must be produced in the free-trade area, from fabric woven (or knitted) in the free-trade are, which in turn was produced from yarn spun in the free trade area — the yarn forward rule.</p>
<p>To qualify for duty-free access, the garment must be produced using U.S. made thread.</p>
<p>To qualify for duty-free access, the garment must be produced using U.S. made  pocket lining.</p>
<p>2.    The benefit of Free-trade agreements is that they increase  trade liberalization which directly benefits the United states</p>
<p>The assumption is that more liberal trade leads directly to reduced retail garment prices saving money for consumers while reducing inflation.</p>
<p>Here comes the good news:  The Trans Pacific Partnership has brought us to the end of the line,  where these assumptions no longer make any sense.</p>
<p>1.    Compromise to build consensus with the U.S. textile industry is out window:  TPP includes Vietnam, the U.S.’ second largest supplier of garment imports, after China.  No one believes that the U.S. textile industry will support a trade agreement granting duty free access to made-in-Vietnam garments.</p>
<p>2.    Regional free trade agreements as a source of trade liberalization leading to lower prices is flushed down the toilet:  Imports account for 97% of all garments sold in the U.S.  As a result regional free-trade agreements are now 0-sum, where exporters in the free-trade zone take market share from exporters outside the zone which has no effect on FOB prices or inflation.</p>
<p>Once we accept that the textile industry will not support TPP under any circumstances, and that TPP has nothing to do with trade liberalization, we are finally free to look at the challenges facing the TPP negotiations, rationally.</p>
<p>Here is something worth considering.  Free trade agreements exist to bring benefit to the insiders, at the expense of the outsiders.  The problem is that the traditional negotiating strategy on both sides — TPP PLAN A ­— will benefit every member, with the exception of the U.S.</p>
<p>It is for this reason that the U.S. Congress has 0 interest in supporting duty free access for TPP garments.  Why should they support an agreement where the  big  winner will be Vietnam while the U.S. is the big loser.</p>
<p>The TPP negotiators on both sides must come to terms with the new reality.  They must recognize arguing about the yarn forward rule versus the fabric forward rule is as irrational as standing on the deck of the sinking Titanic, watching your fellow passengers fighting to get on the life-boats and feeling happy because if they leave, you stand a better chance to win tomorrow’s shuffle-board tournament.</p>
<p>TPP provides the perfect opportunity for change, because of the nine original members, eight<a title="" href="#_ftn1">[1]</a>  have enough in common to benefit from the same free-trade agreement, and the greatest beneficiary will be the U.S.</p>
<p>For the first time in 20 years we are in a position to create a new strategy which will change forever the way the U.S. Government views garment free-trade agreements.</p>
<p>I have spent a lifetime creating and implementing garment industry strategies for companies, governments and regions.  I am certain that working together, we can create a new workable strategy for TPP which can be replicated for virtually all future garment free-trade initiatives.</p>
<p>Our industry has more than its fair share of original creative and innovative minds. The time has come to work together to create a new Plan B, which will benefit everyone;  which would allow the USTR representative to  return to the administration and say,  <strong><em>here is a free trade agreement agreeable to all TPP members that will provide real quantifiable benefit to the U.S. economy, and bring Republicans and Democrats — liberals and conservatives — to a consensus, at little or no cost to us.</em></strong></p>
<p><strong><em> </em></strong>Why argue to achieve failure, when we can all agree to achieve success?</p>
<div><br clear="all" /></p>
<hr align="left" size="1" width="33%" />
<div>
<p><a title="" href="#_ftnref1">[1]</a> Brunei has little to gain from free-trade in garment exports</p>
</div>
</div>
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		<title>China and Its Place in a Changing U.S. Garment Import Market</title>
		<link>http://www.birnbaumgarment.com/2012/04/10/394/</link>
		<comments>http://www.birnbaumgarment.com/2012/04/10/394/#comments</comments>
		<pubDate>Tue, 10 Apr 2012 11:02:38 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Articles]]></category>
		<category><![CDATA[China-Greater China]]></category>
		<category><![CDATA[Recesssion]]></category>
		<category><![CDATA[China exports]]></category>
		<category><![CDATA[Chinese Currency]]></category>
		<category><![CDATA[FOB prices]]></category>
		<category><![CDATA[garment export]]></category>
		<category><![CDATA[Garment Retailing]]></category>
		<category><![CDATA[Recession]]></category>
		<category><![CDATA[RMB Revaluation]]></category>

		<guid isPermaLink="false">http://www.birnbaumgarment.com/?p=394</guid>
		<description><![CDATA[<p>2011 brought wrenching change to the U.S. market.  From June through December unit imports declined every single month, as retailers drastically reduced inventories.</p>
<table width="236" border="0" cellspacing="0" cellpadding="0">



 

<tr>
<td style="text-align: center;" colspan="3" width="236" height="13">U.S. Imports All Garments Monthly Data</td></tr></table><p>&#8230; <a href="http://www.birnbaumgarment.com/2012/04/10/394/" class="read_more">Read More</a></p>]]></description>
			<content:encoded><![CDATA[<p>2011 brought wrenching change to the U.S. market.  From June through December unit imports declined every single month, as retailers drastically reduced inventories.</p>
<table width="236" border="0" cellspacing="0" cellpadding="0">
<colgroup>
<col width="77" />
<col width="96" />
<col width="63" /> </colgroup>
<tbody>
<tr>
<td style="text-align: center;" colspan="3" width="236" height="13">U.S. Imports All Garments Monthly Data 2011 vs 2010</td>
</tr>
<tr>
<td height="13"></td>
<td>Units</td>
<td>Value</td>
</tr>
<tr>
<td height="13">January</td>
<td align="right">17.0%</td>
<td align="right">22.4%</td>
</tr>
<tr>
<td height="13">February</td>
<td align="right">12.3%</td>
<td align="right">16.9%</td>
</tr>
<tr>
<td height="13">Mar</td>
<td align="right">7.1%</td>
<td align="right">13.3%</td>
</tr>
<tr>
<td height="14">Apr</td>
<td align="right">6.6%</td>
<td align="right">13.6%</td>
</tr>
<tr>
<td height="14">May</td>
<td align="right">6.3%</td>
<td align="right">14.8%</td>
</tr>
<tr>
<td height="13">June</td>
<td align="right">-7.1%</td>
<td align="right">7.9%</td>
</tr>
<tr>
<td height="13">July</td>
<td align="right">-3.6%</td>
<td align="right">11.5%</td>
</tr>
<tr>
<td height="13">Aug</td>
<td align="right">-4.0%</td>
<td align="right">10.0%</td>
</tr>
<tr>
<td height="13">Sep</td>
<td align="right">-7.7%</td>
<td align="right">8.6%</td>
</tr>
<tr>
<td height="14">Oct</td>
<td align="right">-14.6%</td>
<td align="right">0.01%</td>
</tr>
<tr>
<td height="14">Nov</td>
<td align="right">-14.5%</td>
<td align="right">-0.96%</td>
</tr>
<tr>
<td height="14">Dec</td>
<td align="right">-13.5%</td>
<td align="right">-1.11%</td>
</tr>
</tbody>
</table>
<p>Increasing labor, material and overhead costs in the major garment producing countries inevitably led to rising prices. Eventually FOB prices rose to levels unseen since the bad old days of quota restrictions. The era of continual  FOB price reductions had come to an end.</p>
<p><img 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" alt="" width="621" height="290" /></p>
<p>Both retailers and their suppliers were caught in a bind.  The economies of major garment importing countries were in a fragile state. Costs were rising, beyond the control of the suppliers, but retailers were unable to pass these costs on to the consumer.</p>
<p>Old customer/supplier relationships broke down as retailers and brand importers began to search for new low cost suppliers.  Supplying countries which previously had been of secondary importance, such as Nicaragua and Sri Lanka, suddenly became suppliers of choice.  Others which had previously been written off as failed suppliers, such as Mexico and the Philippines, were reborn.</p>
<p>The big loser was China; although the term “loser” may not be an apt description for a country with a 39% market share.  Customers saw China’s rising costs and more importantly rising value of its currency and chose to move elsewhere.</p>
<p>We can see the pattern in the chart below.  China’s market share increases peaked in the 1<sup>st</sup> quarter of 2010.  Thereafter increases moderated until 1<sup>st</sup> quarter 2011, when market share change turned negative, until reaching a trough in May/June 2011.  At that point the trend reversed once again, moderating the declines.</p>
<div align="center">
<table width="431" border="0" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td colspan="5" valign="bottom" nowrap="nowrap" width="252">
<p align="center">U.S. Garment Imports:  China &#8211; Year on Year Change</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap="nowrap" width="56"></td>
<td colspan="2" valign="bottom" nowrap="nowrap" width="95">
<p align="center">Unit Market Share</p>
</td>
<td colspan="2" valign="bottom" nowrap="nowrap" width="101">
<p align="center">Value Market Share</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap="nowrap" width="56"></td>
<td valign="bottom" nowrap="nowrap" width="45">
<p align="right">2010</p>
</td>
<td valign="bottom" nowrap="nowrap" width="50">
<p align="right">2011</p>
</td>
<td valign="bottom" nowrap="nowrap" width="57">
<p align="right">2010</p>
</td>
<td valign="bottom" nowrap="nowrap" width="45">
<p align="right">2011</p>
</td>
</tr>
<tr>
<td valign="top" width="56">
<p align="center">Jan</p>
</td>
<td valign="bottom" nowrap="nowrap" width="45">
<p align="right">20.4%</p>
</td>
<td valign="bottom" nowrap="nowrap" width="50">
<p align="right">-5.6%</p>
</td>
<td valign="bottom" nowrap="nowrap" width="57">
<p align="right">12.2%</p>
</td>
<td valign="bottom" nowrap="nowrap" width="45">
<p align="right">-1.3%</p>
</td>
</tr>
<tr>
<td valign="top" width="56">
<p align="center">Feb</p>
</td>
<td valign="bottom" nowrap="nowrap" width="45">
<p align="right">19.5%</p>
</td>
<td valign="bottom" nowrap="nowrap" width="50">
<p align="right">-3.5%</p>
</td>
<td valign="bottom" nowrap="nowrap" width="57">
<p align="right">15.3%</p>
</td>
<td valign="bottom" nowrap="nowrap" width="45">
<p align="right">-1.1%</p>
</td>
</tr>
<tr>
<td valign="top" width="56">
<p align="center">Mar</p>
</td>
<td valign="bottom" nowrap="nowrap" width="45">
<p align="right">16.0%</p>
</td>
<td valign="bottom" nowrap="nowrap" width="50">
<p align="right">-7.3%</p>
</td>
<td valign="bottom" nowrap="nowrap" width="57">
<p align="right">12.4%</p>
</td>
<td valign="bottom" nowrap="nowrap" width="45">
<p align="right">-4.9%</p>
</td>
</tr>
<tr>
<td valign="top" width="56">
<p align="center">Apr</p>
</td>
<td valign="bottom" nowrap="nowrap" width="45">
<p align="right">11.1%</p>
</td>
<td valign="bottom" nowrap="nowrap" width="50">
<p align="right">-6.4%</p>
</td>
<td valign="bottom" nowrap="nowrap" width="57">
<p align="right">8.7%</p>
</td>
<td valign="bottom" nowrap="nowrap" width="45">
<p align="right">-4.2%</p>
</td>
</tr>
<tr>
<td valign="top" width="56">
<p align="center">May</p>
</td>
<td valign="bottom" nowrap="nowrap" width="45">
<p align="right">10.1%</p>
</td>
<td valign="bottom" nowrap="nowrap" width="50">
<p align="right">-6.8%</p>
</td>
<td valign="bottom" nowrap="nowrap" width="57">
<p align="right">8.2%</p>
</td>
<td valign="bottom" nowrap="nowrap" width="45">
<p align="right">-4.7%</p>
</td>
</tr>
<tr>
<td valign="top" width="56">
<p align="center">Jun</p>
</td>
<td valign="bottom" nowrap="nowrap" width="45">
<p align="right">9.5%</p>
</td>
<td valign="bottom" nowrap="nowrap" width="50">
<p align="right">-6.3%</p>
</td>
<td valign="bottom" nowrap="nowrap" width="57">
<p align="right">7.7%</p>
</td>
<td valign="bottom" nowrap="nowrap" width="45">
<p align="right">-4.0%</p>
</td>
</tr>
<tr>
<td valign="top" width="56">
<p align="center">Jul</p>
</td>
<td valign="bottom" nowrap="nowrap" width="45">
<p align="right">8.5%</p>
</td>
<td valign="bottom" nowrap="nowrap" width="50">
<p align="right">-5.1%</p>
</td>
<td valign="bottom" nowrap="nowrap" width="57">
<p align="right">8.0%</p>
</td>
<td valign="bottom" nowrap="nowrap" width="45">
<p align="right">-3.8%</p>
</td>
</tr>
<tr>
<td valign="top" width="56">
<p align="center">Aug</p>
</td>
<td valign="bottom" nowrap="nowrap" width="45">
<p align="right">7.4%</p>
</td>
<td valign="bottom" nowrap="nowrap" width="50">
<p align="right">-4.4%</p>
</td>
<td valign="bottom" nowrap="nowrap" width="57">
<p align="right">7.7%</p>
</td>
<td valign="bottom" nowrap="nowrap" width="45">
<p align="right">-4.0%</p>
</td>
</tr>
<tr>
<td valign="top" width="56">
<p align="center">Sep</p>
</td>
<td valign="bottom" nowrap="nowrap" width="45">
<p align="right">6.1%</p>
</td>
<td valign="bottom" nowrap="nowrap" width="50">
<p align="right">-3.8%</p>
</td>
<td valign="bottom" nowrap="nowrap" width="57">
<p align="right">6.6%</p>
</td>
<td valign="bottom" nowrap="nowrap" width="45">
<p align="right">-3.1%</p>
</td>
</tr>
<tr>
<td valign="top" width="56">
<p align="center">Oct</p>
</td>
<td valign="bottom" nowrap="nowrap" width="45">
<p align="right">5.0%</p>
</td>
<td valign="bottom" nowrap="nowrap" width="50">
<p align="right">-3.5%</p>
</td>
<td valign="bottom" nowrap="nowrap" width="57">
<p align="right">6.2%</p>
</td>
<td valign="bottom" nowrap="nowrap" width="45">
<p align="right">-3.3%</p>
</td>
</tr>
<tr>
<td valign="top" width="56">
<p align="center">Nov</p>
</td>
<td valign="bottom" nowrap="nowrap" width="45">
<p align="right">4.2%</p>
</td>
<td valign="bottom" nowrap="nowrap" width="50">
<p align="right">-3.1%</p>
</td>
<td valign="bottom" nowrap="nowrap" width="57">
<p align="right">5.6%</p>
</td>
<td valign="bottom" nowrap="nowrap" width="45">
<p align="right">-3.0%</p>
</td>
</tr>
<tr>
<td valign="top" width="56">
<p align="center">Dec</p>
</td>
<td valign="bottom" nowrap="nowrap" width="45">
<p align="right">4.0%</p>
</td>
<td valign="bottom" nowrap="nowrap" width="50">
<p align="right">-2.4%</p>
</td>
<td valign="bottom" nowrap="nowrap" width="57">
<p align="right">5.4%</p>
</td>
<td valign="bottom" nowrap="nowrap" width="45">
<p align="right">-2.8%</p>
</td>
</tr>
</tbody>
</table>
</div>
<p>January 2012 continued the improving trend, as unit market share once again rose, while value market share declines moderated to -1.0%</p>
<table width="270" border="0" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td colspan="5" valign="bottom" nowrap="nowrap" width="270">
<p align="center">U.S. Garment Imports:  China &#8211; Year on Year Change</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap="nowrap" width="63"></td>
<td colspan="2" valign="bottom" nowrap="nowrap" width="104">
<p align="center">Unit Market Share</p>
</td>
<td colspan="2" valign="bottom" nowrap="nowrap" width="104">
<p align="center">Value Market Share</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap="nowrap" width="63"></td>
<td valign="bottom" nowrap="nowrap" width="54">
<p align="right">2011</p>
</td>
<td valign="bottom" nowrap="nowrap" width="50">
<p align="right">2012</p>
</td>
<td valign="bottom" nowrap="nowrap" width="54">
<p align="right">2011</p>
</td>
<td valign="bottom" nowrap="nowrap" width="50">
<p align="right">2012</p>
</td>
</tr>
<tr>
<td valign="top" width="63">
<p align="center">Jan</p>
</td>
<td valign="bottom" nowrap="nowrap" width="54">
<p align="right">-5.6%</p>
</td>
<td valign="bottom" nowrap="nowrap" width="50">
<p align="right">3.6%</p>
</td>
<td valign="bottom" nowrap="nowrap" width="54">
<p align="right">-1.3%</p>
</td>
<td valign="bottom" nowrap="nowrap" width="50">
<p align="right">-1.0%</p>
</td>
</tr>
</tbody>
</table>
<p>Here comes the big question:  <em>Does this new twist mark the return to China’s ever increasing market share?</em></p>
<p>On the <strong><em>yes</em></strong> side, it is now quite clear that China’s rising costs notwithstanding, the FOB prices of made-in-China garments remained quite competitive throughout this period.  As we can see from the next chart, China’s FOB prices rose consistently in 2011, compared with 2010 and these continued in January 2012.</p>
<p><img src="data:image/png;base64,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" alt="" width="638" height="247" /></p>
<p>&nbsp;</p>
<p>However, FOB prices from almost all suppliers showed greater increases, with the result that throughout this period China’s FOB prices were at a discount to the average from all suppliers.  By January 2012 that discount had had reached -8.1% a substantial improvement from the same period in 2011 which stood at a discount of -3.8%.</p>
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" alt="" width="617" height="240" /></p>
<p>On the <strong><em>no</em></strong> side, we have two factors.  First of all, as costs rise, there is a limit to any supplier’s ability to keep prices unchanged.  With China’s factories already operating at margins below 2%, they may not be able to absorb any further cost increases.  This is particularly true of labor costs, where China’s garment factories must compete with high tech factories which are able to convince customers to pay more to cover these wage increases.</p>
<p>The second factor is structural.  The value of the Chinese currency (RMB) relative to the U.S. dollar (and the Yen and Euro) single most important factor affecting FOB prices.</p>
<p>In the short term the Chinese Government has able to control the value of their currency.  Between June 2010 and end January 2012, the RMB increased by about 8% against the dollar.  Thereafter the value of the RMB was allowed to move only within a very narrow band — 7.7%-8.3%.</p>
<p>In the long term, despite their greatest efforts and most stringent controls, the Chinese the price their government must pay to control the value of their currency may be unacceptably high.</p>
<p>In early 2012, the Chinese government stopped revaluation because the rising value of the RMB resulted in rising costs and therefore reduced demand for exports. This proved to be unacceptable for two reasons:   Falling product exports would lead to both reduced economic growth and higher unemployment, At the same time would bring complaint from the exporters themselves who are a large and powerful interest group.  The real possibility of falling growth rates, rising unemployment together with the anger of serious and powerful commercial interests was too much for China’s leaders to accept.</p>
<p>At the same time limiting the rising value of the RMB result in equally serious and equally unacceptable difficulties.  In the Chinese system an undervalued currency leads directly to rising inflation.  These rising prices have an immediate negative effect  on the living standard of the majority of Chinese people.  The real possibility of a falling standard of living which may lead to popular unrest is too much for  China’s leaders to accept.</p>
<p>In the final analysis, the Chinese government must choose between increased exports which lead to rising inflation or decreased exports which lead to reduced economic growth and rising unemployment.  Despite their most earnest efforts, the Chinese government  cannot have both without fundamentally changing their economic system.</p>
<p>This is the real problem facing the Chinese government and the real uncertainty facing garment importers. Until this problem is resolved, garment importers must accept that dealing with China has real and serious risks.</p>
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		<title>Strategies to succeed in a period of Industrial Decline IV: The Road to Failure — The Supplier</title>
		<link>http://www.birnbaumgarment.com/2012/03/18/strategies-to-succeed-in-a-period-of-industrial-decline-iv-the-road-to-failure-%e2%80%94-the-supplier/</link>
		<comments>http://www.birnbaumgarment.com/2012/03/18/strategies-to-succeed-in-a-period-of-industrial-decline-iv-the-road-to-failure-%e2%80%94-the-supplier/#comments</comments>
		<pubDate>Mon, 19 Mar 2012 02:45:13 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Factory Strategies]]></category>
		<category><![CDATA[garment export]]></category>
		<category><![CDATA[garment factory]]></category>
		<category><![CDATA[garment industry]]></category>

		<guid isPermaLink="false">http://www.birnbaumgarment.com/?p=383</guid>
		<description><![CDATA[<p><span style="color: black; font-family: Optima; font-size: small;">The first rule of business: You succeed by meeting the needs of your customers.  The successful supplier understands the needs of his customer and develops skill sets to meet those needs. This is true of garment retailers and brand importers</span>&#8230; <a href="http://www.birnbaumgarment.com/2012/03/18/strategies-to-succeed-in-a-period-of-industrial-decline-iv-the-road-to-failure-%e2%80%94-the-supplier/" class="read_more">Read More</a></p>]]></description>
			<content:encoded><![CDATA[<p><span style="color: black; font-family: Optima; font-size: small;">The first rule of business: You succeed by meeting the needs of your customers.  The successful supplier understands the needs of his customer and develops skill sets to meet those needs. This is true of garment retailers and brand importers relationships with their customer — the consumer.  It is equally true of garment factories’ relationships with their customer — the retailers and brand importers.</span></p>
<p><span style="color: black; font-family: Optima; font-size: small;">The difficulty is that customers’ needs do not remain static.  We live in a dynamic universe where over time the world changes and our customers change.  We are the fashion industry and in our industry either you are in the forefront of change or you are on your way out. <strong>  </strong></span></p>
<p><strong></strong><span style="color: black; font-family: Optima; font-size: small;">The rules may be the same for everybody, but the challenges facing factories and mills are different than those facing their customers. More importantly the reasons why retailers and brand importers fail to effect change are very different from the obstacles facing their suppliers — garment factories and textile mills.</span></p>
<p><span style="color: black; font-family: Optima; font-size: small;"> The greatest obstacles facing the customers are psychological:  Some companies are unable to adapt to change because their organizational structures have become paralyzed, unable to move forward.  Other companies fail because senior management has become controlled by their egos and are therefore convinced they need not change.</span></p>
<p><span style="color: black; font-family: Optima; font-size: small;">The suppliers — garment factories and textile mills — are different. The greatest obstacle facing them is cultural.  </span></p>
<p><span style="color: black; font-family: Optima; font-size: small;">To understand a psychological problem, you have to move into the minds of people. To understand cultural problems, you have to move into their souls.</span></p>
<p><span style="color: black; font-family: Optima; font-size: small;">The global garment export industry is predominantly Asian.  These factories and their owners whether Indian, Chinese or Indonesian, hold some defining traits in common.</span></p>
<ul>
<li><span style="color: black; font-family: Wingdings; font-size: small;"><span style="font-family: Times New Roman; font-size: xx-small;"> </span></span>They are family businesses.</li>
</ul>
<ul>
<li>They developed from very small companies with very little capital.</li>
</ul>
<ul>
<li>Their owners succeeded through total commitment; working 24 hour days, often sleeping in the factory;  gambling their entire capital over and over again that the company would overcome the great challenges they faced every day.</li>
</ul>
<ul>
<li>To these people, the factory is almost as important as family.  Most live in corrupt societies where the factory is the difference between a dignified life and life as a total victim.</li>
</ul>
<ul>
<li>Their workers, technicians and managers must be 100% committed, not to the company but to the owner.  Decisions are made at all levels based on the understanding that this is what the owner would do when faced the same problem.</li>
</ul>
<p><span style="color: black; font-family: Optima; font-size: small;">To complicate matters, most of these companies are currently undergoing the process of transition from the founder generation to the second generation.</span></p>
<p><span style="color: black; font-family: Optima; font-size: small;">It is these cultural factors that determine how companies react to change.</span></p>
<p><span style="color: black; font-family: Optima; font-size: small;">Suppliers recognize change, only when sales begin to drop. </span></p>
<p><span style="color: black; font-family: Optima; font-size: small;">Their first reaction is to find an answer to the problem.  However, to be successful, the problem must be external to the company, because the primary goal is to maintain the integrity of the culture, structure, and system as formulated by the founder and which has been so successful for the past decades.  To put it another way, if the problem is internal any answer must by definition presuppose that the current culture, structure and system as created by the founder, is wrong.</span></p>
<p><span style="color: black; font-family: Optima; font-size: small;"> </span><strong><span style="color: black; font-family: Optima; font-size: medium;">a.<span style="font-family: Times New Roman; font-size: xx-small;">    </span></span></strong><em>Sales are falling because the industry is in a state of recession</em></p>
<p><span style="color: black; font-family: Optima; font-size: small;">This is the perfect answer because the problem will eventually solve itself and therefore, management need not do anything.</span></p>
<p><em><span style="color: black; font-family: Optima; font-size: small;"> </span></em><strong><span style="color: black; font-family: Optima; font-size: medium;">b.<span style="font-family: Times New Roman; font-size: xx-small;">   </span></span></strong><em>Sales are falling because customers are no longer working with our country</em></p>
<p><span style="color: black; font-family: Optima; font-size: small;">This is a very good answer if you are located in Thailand, Jordan or Dominican Republic.  The bad news is that there is no solution.  The good news is that the company’s culture structure and system remains unchallenged.</span></p>
<p><span style="color: black; font-family: Optima; font-size: small;">  </span><strong><span style="color: black; font-family: Optima; font-size: medium;">c.<span style="font-family: Times New Roman; font-size: xx-small;">    </span></span></strong><em>Sales are falling because we are not taking a more proactive role in marketing</em>.<em></em></p>
<p><span style="color: black; font-family: Optima; font-size: small;">This is everyone’s favorite, because unlike </span><strong><span style="font-size: large;">a</span></strong> where there is no problem and <strong><em><span style="font-size: large;">b</span></em></strong> where there is no solution, <strong><em><span style="font-size: large;">c</span></em></strong> shows that management recognizes a problem and is working towards a solution while still maintaining the founder’s integrity.</p>
<p><span style="color: black; font-family: Optima; font-size: small;">It is only after management goes through </span><strong><em><span style="font-size: large;">a</span></em></strong>,<strong><em><span style="font-size: large;"> b</span></em></strong> and <strong><em><span style="font-size: large;">c</span></em></strong>  and fails, that some companies recognize that the problem are internal:  <em>Our customers are buying, but not from us</em>.</p>
<p><span style="color: black; font-family: Optima; font-size: small;">To put is another way:  <strong><em>They are not buying what we are selling</em></strong>.</span></p>
<p><span style="color: black; font-family: Optima; font-size: small;">Those few who reach this point are able to begin to look at the problem.  </span></p>
<ul>
<li>Things have changed.</li>
<li><span style="color: black; font-family: Wingdings; font-size: small;"><span style="font-family: Times New Roman; font-size: xx-small;"> </span></span>We must understand the change.</li>
<li><span style="color: black; font-family: Wingdings; font-size: small;"><span style="font-family: Times New Roman; font-size: xx-small;"> </span></span>We must adapt, even if that means changing how we operate.</li>
</ul>
<p><span style="color: black; font-family: Optima; font-size: small;">We live in the real world where there are many changes and solutions.  The following is but one example</span></p>
<p><span style="text-decoration: underline;"><span style="color: black; font-family: Optima; font-size: small;">Change</span></span></p>
<p><span style="color: black; font-family: Optima; font-size: small;">Customer costs are rising.</span></p>
<p><span style="color: black; font-family: Optima; font-size: small;">Customers cannot pass these increasing costs on to the consumer.</span></p>
<p><span style="color: black; font-family: Optima; font-size: small;">Customers must reduce overhead.</span></p>
<p><span style="color: black; font-family: Optima; font-size: small;">Customers will cut costs by reducing the number of suppliers to the bare minimum of Strategic Supplier</span></p>
<p><span style="color: black; font-family: Optima; font-size: small;">If you are not a strategic supplier, you are about to become no-supplier-at all<br />
</span></p>
<p><span style="color: black; font-family: Optima; font-size: small;">If you are a supplier in this position, there is nothing you can do (unless you can suddenly raise your annual sales volume from $20million to $200million)</span></p>
<p><span style="text-decoration: underline;"><span style="color: black; font-family: Optima; font-size: small;">Solution</span></span></p>
<p><span style="color: black; font-family: Optima; font-size: small;">Find a group of retailers and/or brand importers who have a need for your product and where with some effort you can establish a relationship whereby you become a strategic supplier.  </span></p>
<p><span style="color: black; font-family: Optima; font-size: small;">This does mean creating new core competencies, moving to new markets and most importantly changing the company culture, organization and system.</span></p>
<p><span style="color: black; font-family: Optima; font-size: small;">The terrible truth is that what proved successful for the past forty years has failed in year forty-one.  </span></p>
<p><span style="color: black; font-family: Optima; font-size: small;"> </span></p>
<p><span style="color: black; font-family: Optima; font-size: small;">Saving the past is nowhere as rewarding as saving the future </span></p>
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		<title>Strategies to succeed in a period of Industrial Decline III: The Road to Failure — The Customer Side</title>
		<link>http://www.birnbaumgarment.com/2012/03/10/strategies-to-succeed-in-a-period-of-industrial-decline-iii-the-road-to-failure-%e2%80%94-the-customer-side/</link>
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		<pubDate>Sat, 10 Mar 2012 08:46:34 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Customer Strategies]]></category>
		<category><![CDATA[Factory Strategies]]></category>
		<category><![CDATA[FIT]]></category>
		<category><![CDATA[H&M]]></category>
		<category><![CDATA[Jonathan Logan]]></category>
		<category><![CDATA[Leslie Fay]]></category>
		<category><![CDATA[Liz Claiborne]]></category>
		<category><![CDATA[Parsons]]></category>
		<category><![CDATA[Retail Start-ups]]></category>
		<category><![CDATA[Rosenthal & Kalman]]></category>
		<category><![CDATA[Sears]]></category>
		<category><![CDATA[Zara]]></category>

		<guid isPermaLink="false">http://www.birnbaumgarment.com/?p=375</guid>
		<description><![CDATA[<p>With the possible exception of Italian restaurants, the garment industry has the highest bankruptcy rate of all commercial endeavors.</p>
<p>Clothing stores open and close, at a mind boggling rate. New fashion labels appear only to disappear almost instantaneously. People filled&#8230; <a href="http://www.birnbaumgarment.com/2012/03/10/strategies-to-succeed-in-a-period-of-industrial-decline-iii-the-road-to-failure-%e2%80%94-the-customer-side/" class="read_more">Read More</a></p>]]></description>
			<content:encoded><![CDATA[<p>With the possible exception of Italian restaurants, the garment industry has the highest bankruptcy rate of all commercial endeavors.</p>
<p>Clothing stores open and close, at a mind boggling rate. New fashion labels appear only to disappear almost instantaneously. People filled with hope and great vision spend months and sometimes years to plan the first step in their evolution to become the next H&amp;M, North Face, or Zara. “If they did it, why can’t we?”</p>
<p>Regrettably while it is undeniably true that almost all successful retail groups and global fashion labels were built on modest structures, it is equally true that for every H&amp;M, North Face and Zara, there are hundreds if not thousands of start-ups that fail within the first year of operation.</p>
<p>We should not be surprised to hear that start-ups usually fail.  This is true of most industries.</p>
<p>What makes the garment industry different is the large number of long established, previously profitable companies that go broke.  We have a pattern: We create Innovative companies that rise and prosper only to decay and die.</p>
<p>Our industry, particularly in the United States is built on the dead bones of yesterday’s winners.</p>
<p>Have you ever heard of Rosenthal &amp; Kalman or Samuel Parnes?</p>
<p>What about David Schwartz (Jonathan Logan) or Freddie Pomerantz (Leslie Fay)?</p>
<p>Rosenthal &amp; Kalman and Samuel Parnes were the leading companies in the early 20<sup>th</sup> century. These people built the world’s first ready-to-wear women’s fashion garment industry.</p>
<p>David Schwartz (Jonathan Logan) and Freddy Pomerantz (Leslie Fay)  were the  industry leaders from 1947-1970. Both are forgotten<a title="" href="#_ftn1">[1]</a>.</p>
<p>Surely you have heard of Sears and Liz Claiborne.</p>
<p>Sears used to be the world’s largest department store group. For all practical purposes Sears invented the consumer catalog.  More importantly it was the single most trusted retailer in the United States.  Quality was impeccable and prices reasonable. Today Sears is quickly moving towards oblivion.</p>
<p>Liz Claiborne was a remarkable company.  Starting from nothing, in 10 years Liz Claiborne and her husband, Art Ortenberg built the greatest fashion brand of its generation.  Liz Claiborne was the first fashion brand importer to go public on the New York Stock Exchange.  Its management and technicians were perhaps the best in the world.  Their sourcing people included Bob Zane, Gary Ross  the super stars of the era.</p>
<p>There is every likelihood that within the next 10  years both company will be either sold to be broken-up or go out of business.</p>
<p>Why do so many of our leading companies fail?  Why is our industry so different than others?</p>
<p>The short answer is <strong>change</strong><strong>:</strong></p>
<p><strong></strong>Companies succeed because they provide value to the target customers.  Their core competencies are geared to understanding their customers’ needs and providing for those needs.</p>
<p>However over time,  the world changes and so too  do our customers’ needs.  We are the fashion industry and in our industry either you are in the forefront of change or you are on your way out. <strong>  </strong></p>
<p><strong></strong>All of us are aware of the currents changes which will affect the global garment industry</p>
<p><strong>Demographics change</strong>:</p>
<p>Our population is aging.  Middle and upper middle class families are having fewer children while those in the lower economic class are having more children.  People who previously moved from city centers to the suburbs are returning the city centers.  Clearly if you operate a chain of designer label children’s wear boutiques located in suburban malls, you might to do well to change your business model.</p>
<p><strong>Technology changes:</strong></p>
<p>We live in the 21<sup>st</sup> century internet age, yet our internet strategies differ little from the 19<sup>th</sup>  Sear Roebuck catalog.  The new generation of consumers are computer literate, who expect to buy by internet. They will need physical stores at best only to try-on garments.  Selling via internet reduces costs and therefore should reduce prices.  Until and unless retailers recognize they are playing a new game with new rules, they will simply be sending their business to those who are computer savvy.  10 years from now Amazon may have a greater garment retail volume than Wal-Mart.</p>
<p><strong>Customer psychology changes:</strong></p>
<p>Today, our customers govern the market place.  We can no longer tell the customer what to  buy. Our role is to determine what our customers want and provide those products at a price they are willing to pay.  To try to sell the customer something else,  whether through clever advertising or enticing price reductions is more than foolish, it is an expensive way to commit suicide.</p>
<p>All of us recognize the need to change.  Yet many retailers and brand importers cannot adapt, let alone be in the forefront of change</p>
<p>If we can understand why some companies embrace change while others reject change, we can begin to understand why companies which previously had been vibrant, profitable and successful reverse course and move towards total failure.</p>
<p><strong>Garment Company Pathology</strong></p>
<p>A company is legally defined as an artificial person.  It is certainly an organism.  As with any organism, companies are susceptible  to disease. I suggest that previously successful companies fail because they become infected with one or more diseases that are ultimately fatal.</p>
<p><strong>Corporate Sclerosis CS): </strong></p>
<p>This is a disease where middle and senior management are not just unable  to react to change, they will fight against change and even lapse  into a psychotic state where they believe they are operating the 1970s a time when customer bought what we told them to buy; internet did not exist; customer-base grew because the population grew;  and when the brand-importer and retailer was in charge.  The disease is potentially fatal.</p>
<p>Liz Claiborne is a prime example of CS.  The organization of highly qualified innovative professionals is gone;   either replaced by a string of second raters or their work outsourced entirely.  Today the company no longer has any definable core competencies.  Everyone’s single goal has become survival — to hold on to their jobs for another year, or even month.  Here there can be no reaction to change because the company must operate at the level of the competency of its current management.</p>
<p><strong>Pathological Ego (PE).  </strong></p>
<p>This is a pathological state where senior management is right because they are senior management, and where any idea not their own was a bad idea.  Regrettably our industry is genetically prone to PE.  Ours is a difficult industry where those who succeed ultimately believe they are specially blessed.  A person who runs a garment company successfully for 10 years, believes he talks to G-d.  After 15 successful years he thinks that G-d is listening.  After 20 successful years he thinks G-d is talking back.</p>
<p>Sears is an equally prime example of PE.</p>
<p>Successful companies exist to provide value to their customers.  In this sense profit is a measure of value compared with costs.  When customer value exceeds costs you make money.</p>
<p>Sear current controlling management believes that their company exists to make money and that providing customer value is an unnecessary extravagance. They believe that with the proper advertising campaign customers will pay more for less.  Management does not believe that they are the smartest people in the world, but rather that everyone else is stupid.</p>
<p>Neither Liz Claiborne nor Sears will survive unless each undergoes a radical cure.</p>
<p>Regrettably they but two of many. Just look around</p>
<div><br clear="all" /></p>
<hr align="left" size="1" width="33%" />
<div>
<p><a title="" href="#_ftnref1">[1]</a> Those who have graduated The Fashion Institute of Technology (FIT) know David Schwartz just as those who have graduated Parsons School of Designer know the name Freddie Pomerantz because the main building of each their respective schools carry the name of their benefactor. However few if any of them, know just who were these people.</p>
</div>
</div>
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		<title>Strategies to Succeed In a Period of Industrial Decline II:  Determining the Right Strategy</title>
		<link>http://www.birnbaumgarment.com/2012/01/29/strategies-to-succeed-in-a-period-of-industrial-decline-ii-determining-the-right-strategy/</link>
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		<pubDate>Sun, 29 Jan 2012 07:05:25 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Customer Strategies]]></category>
		<category><![CDATA[Factory Strategies]]></category>
		<category><![CDATA[Recesssion]]></category>
		<category><![CDATA[FOB prices]]></category>
		<category><![CDATA[garment costing]]></category>
		<category><![CDATA[garment export]]></category>
		<category><![CDATA[garment factory]]></category>
		<category><![CDATA[garment industry]]></category>
		<category><![CDATA[Garment Retailing]]></category>
		<category><![CDATA[Industry Strategy]]></category>

		<guid isPermaLink="false">http://www.birnbaumgarment.com/?p=372</guid>
		<description><![CDATA[<p>In the global garment industry, all private sector strategies have but a single goal:  To Increase Profit.</p>
<p>There are three interrelated means to reach this goal</p>
<p>Operational; e.g., Reduce costs</p>
<p>Marketing;  e.g.,   Increase sales</p>
<p>Mixed; e.g., Increase margins</p>
<p>The range&#8230; <a href="http://www.birnbaumgarment.com/2012/01/29/strategies-to-succeed-in-a-period-of-industrial-decline-ii-determining-the-right-strategy/" class="read_more">Read More</a></p>]]></description>
			<content:encoded><![CDATA[<p>In the global garment industry, all private sector strategies have but a single goal:  To Increase Profit.</p>
<p>There are three interrelated means to reach this goal</p>
<p>Operational; e.g., Reduce costs</p>
<p>Marketing;  e.g.,   Increase sales</p>
<p>Mixed; e.g., Increase margins</p>
<p>The range of possible strategies is to a large degree based on two factors:</p>
<p>a.  What the supplier can bring to the table; i.e., core competency;</p>
<p>b.  What the customer needs; i.e., core competency deficits.</p>
<p>However, these by themselves are insufficient to determine the best (or even a workable) strategy. We are still left with an almost infinite number of possibilities.</p>
<p>At the end of the day, the optimal strategy is based not only on what can be done but equally importantly, what cannot be done.  Every strategic development project begins with client-imposed restrictions each of which limits the number of possible strategies.</p>
<p>Restrictions can be actual, perceived, or self imposed.</p>
<p>For example:</p>
<p><strong>A factory client wishes to increase profits by changing his operation to provide speed-to-market, but has a serious restriction:     </strong></p>
<p>Actual Restriction:  <em>We have a logistics problem. We are located on an island in the middle of  the Indian Ocean</em>.  This is a fact which must be recognized and accepted.</p>
<p>Perceived Restriction: <em>We are located on an island in the middle of  the Indian Ocean</em> <em>and therefore cannot achieve speed to market.</em>  This is not a fact, just a perception.  Logistics is a cost factor.  You can move product from anywhere to anywhere in less than 30 hours, if you are willing to pay for air freight.  If your product is a low value-added basic commodity which cannot carry the cost of airfreight, the restriction becomes actual.  On the other hand if your product is a high value-added fashion item, airfreight becomes viable and the restriction disappears.</p>
<p>In this situation, successful strategies are limited to those involving higher value added products</p>
<p><strong>A factory client wishes to increase profit margins by changing his operation to produce higher value-added fashion products, but has a serious restriction:</strong></p>
<p>Actual Restriction:  <em>Our country faces a nomadic-worker problem.</em> In many countries, typically leave their jobs after six months to work in another factory. This is a fact not a perception.</p>
<p>Perceived Restriction: <em>Our country faces a nomadic-worker problem and therefore we cannot provide them with the advanced training necessary to move to higher value added products.</em> This is not a fact just a perception. True, it is not cost effective to train workers if they will leave immediately training is complete. However, it is equally true that workers will stay with their current employers if the company makes the necessary effort to keep them.  Developing worker loyalty and motivation begins when management changes their attitude; no longer defining their workers as disposable tools and redefining them as capital assets.</p>
<p>Self-imposed restriction: <em>Our country faces a nomadic-worker problem and therefore we cannot provide them with the advanced training necessary to move to higher value added products.  Workers are uneducated and generally stupid. We cannot stop them from leaving.  Investing in worker training will simply provide our  competitors with better workers. </em>If management insists on treating their workers as disposable tools — not caring if the workers leave ­— they should not be surprised when the workers do leave.</p>
<p>In this situation, there are no successful strategies.  The factory cannot move up to higher value added products without worker training and no-worker-training is a self-imposed restriction</p>
<p>As you can see from the example above, not all restrictions are rational.</p>
<p>As a general rule, the less rational the restriction, the harder it is to overcome.</p>
<p>Actual restrictions are the easiest.  Here the client recognizes a problem and is paying the  consultant to overcome that problem.</p>
<p>Perceived restrictions are more complex.  Here the consultant must first convince the client that the restriction is indeed perceived and not factual; e.g., geography in itself does not mandate longer lead times.  Once the client recognizes  that the restriction is perceived — not actual — the consultant can then work to create a viable solution.</p>
<p>Self-imposed restrictions.  Are usually beyond solution.</p>
<p>Most are irrational:  The factory owner who believes that workers are a lower order of human being — stupid, coarse and incapable of learning — is trapped in the 18<sup>th</sup> century.  No argument will convince him otherwise.  Since the supplier cannot move from low value-added commodities to high value-added fashion without long term training, there is no possible strategy.</p>
<p>Many self-imposed restrictions are ego driven:</p>
<p><em>My brand-importing company requires 52 full time designers</em> — a common claim among companies led by designers, who mistake <em>design is importan</em>t for <em>design is everything.</em></p>
<p><em>My Asian buying office requires 10 expatriate German managers</em> — a common claim among some European companies where management is convinced that their nationals alone have a world monopoly on technical skills.</p>
<p>Some few are totally rational:  <em>Your strategy must not reduce the number of local employees</em>.  This is a special case where the client understands that this restriction will limit the possible strategies and will in any event prove costly, but is willing to pay the price.</p>
<p>Rational, irrational or totally insane, these restrictions are real.   In real life, it is these  limitations which usually determines the right strategy, if one exists.</p>
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		<title>The Chinese Puzzle</title>
		<link>http://www.birnbaumgarment.com/2012/01/14/the-chinese-puzzle/</link>
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		<pubDate>Sat, 14 Jan 2012 18:01:05 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[China-Greater China]]></category>
		<category><![CDATA[Customer Strategies]]></category>
		<category><![CDATA[Factory Strategies]]></category>
		<category><![CDATA[Garment Costs]]></category>
		<category><![CDATA[China exports]]></category>
		<category><![CDATA[garment costing]]></category>
		<category><![CDATA[garment imports]]></category>
		<category><![CDATA[garment industry]]></category>
		<category><![CDATA[Globalization]]></category>
		<category><![CDATA[RMB Revaluation]]></category>

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		<description><![CDATA[<p>2011 was the worst garment-export year for China  in a decade.  As of the 10 months ending 31 November 2011, China’s U.S. market share as measured both in units and by value was down over 4% compared with the same&#8230; <a href="http://www.birnbaumgarment.com/2012/01/14/the-chinese-puzzle/" class="read_more">Read More</a></p>]]></description>
			<content:encoded><![CDATA[<p>2011 was the worst garment-export year for China  in a decade.  As of the 10 months ending 31 November 2011, China’s U.S. market share as measured both in units and by value was down over 4% compared with the same period in 2010..</p>
<p>The question is why?</p>
<p>There are three schools of thought each with its own answer</p>
<p><strong>The Living-in-Denial La-La Landers</strong>:  <em>2011 has not been a bad year for China.  Exports in units may be down -3% but total value is still 8% above 2010.</em></p>
<p>This is not  a particularly sensible conclusion.  I certainly do not think those with factories in China find comfort in  an 8% increase when at the same time  their customers are leaving China, taking their orders elsewhere.  And, while its true that so long as U.S. garment imports  were rising, made-in-China garment exports continued to grow, the data shows that this situation is changing for the worse.  Garment imports to the EU are falling sharply while the U.S. appears to be following the same downward path — not good news for made-in-China suppliers.</p>
<p><strong>The It-Serves-You-Right Critics</strong> : <em>If Chinese garments are not doing well, the fault lies with the Chinese industry.  In this case higher costs, resulting in higher FOB prices have rendered the industry uncompetitive</em>.</p>
<p>This is my personal favorite. It is short, to the point; and has the added benefit of  following natural justice.  Too bad  the data says otherwise.  It is certainly true that  2011 has brought higher FOB prices for made-in-China garments.  In October 2011 prices for Chinese garments averaged $3.27 compared with $2.85 for the same month in 2010 — an increase of  15%.  However, at the same time the average FOB price from all suppliers rose by 17.4%.  As a result, China’s is becoming more, not less, competitive. October 2011 fob prices compared with its competitors dropped from discount of -4.1%  in 2010 to a discount of -6.1% recorded in October 2011.   When you consider that the Chinese industry is concentrated in better quality fashion­ goods and tends to avoid basic commodities, being at  any discount to world average is remarkable feat.</p>
<p>If you want to see prices increases look at India where between October 2010 and October 2011 average FOB prices rose 22%, Pakistan where in the same period prices were up 23% or Indonesia up 35%, Bangladesh up 37%, or Thailand up 41%.  Compared with these, China is looking pretty good.</p>
<p>All of which leads us to the third and final group</p>
<p><strong>The Silent Minority</strong>:  <em>I understand the question.  I have no idea of the answer</em></p>
<p>Perhaps the most sensible response.</p>
<p><em></em>Two years ago, I looked at the same problem and came to yet a fourth conclusion</p>
<p>Herein lies a tale.</p>
<p align="center">“Prolepsis”</p>
<p>In 2009 I was hired jointly by the textile and garment industries in  eight ASEAN countries — Cambodia, Indonesia, Lao, Malaysia, Philippines, Singapore Thailand and Vietnam — to create a strategy to increase exports for the region.   This was the depth of the global recession — when even the major ASEAN garment exporters such as Vietnam, Cambodia and Indonesia were in bad shape, to say nothing of the second level exporting countries. It seemed that China was finally taking over the entire global garment exporting industry, leaving everybody else with the little remaining business that Chinese factories were unable or unwilling to take.</p>
<p>However, it seemed to me that China’s very success might provide a solution to my ASEAN clients’ problems</p>
<p>As China’s global market share approached 40%, the larger retailers and brand-importers were growing increasingly concerned with the size of their made-in-China orders.</p>
<p>Labor costs were rising, and while FOB prices for made-in-China garments remained stable, garment retailers and brand importers were concerned that rising costs would inevitably result in rising prices</p>
<p>To add to the uncertainty, both the U.S. and the EU Governments were growing increasingly critical of China’s trade policies — notably the devaluation of the Chinese RMB as well as other more direct export subsidies.  There was a growing possibility that one or both importing regions would impose anti-dumping and/or countervailing tariffs.</p>
<p>China’s  major customers could not afford to wait for the oncoming disaster.</p>
<p>Imagine you are head of garment sourcing for a major importer.  When disaster strikes the little guys — the  customers who placed 2,000 dozen woven shirts or any orders totaling a few million dollars would have little difficulties finding new suppliers outside China on short notice.  However, you as a large buyer ordering 100,000 dozen shirts per month and/or having outstanding orders totaling a half billion dollars, would be dead. You would require months if not years to build a new supplier base capable of capable of handling your quantities. For you and your fellow big importers, there are no quick fixes.</p>
<p>To avoid the potential catastrophe you would have to move in advance of the disaster, and develop alternative suppliers outside of China.</p>
<p>The ASEAN strategic goal was to prepare the ASEAN textile and garment industries to provide a viable alternative to China:  textile-mill/garment-factory relationships to provide the customer with one-stop shopping, and most importantly a range of services which would allow China’s former customers work more easily and efficiently with their new suppliers.</p>
<p>As expected, in 2011 customers started moving their orders from China to alternate supplying regions.  To some degree, CAFTA and Mexico benefited, but the big winner has been ASEAN.</p>
<p>Surprisingly our predictions were wrong.  The risks of working in China have not materialized.  Wages, overheads and the value of the RMB have all gone up, but none of these have seriously effected prices for made-in-China garments.  At the same time none of the U.S. and EU anti-China rhetoric resulted in Change.</p>
<p>Good news for the ASEAN suppliers:  Reality proved to be of negligible importance.</p>
<p>China’s loss of market share is real even though , the causes of that loss are are perceptions of a reality that remains unfulfilled and may never become realized</p>
<p>The bad new for China:   The perception of  China’s problems remain.  Those concerns are real.  Until the perception changes, China will find a return to dominance very difficult to achieve.</p>
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		<title>Strategies to Succeed in a Period of Industry Decline I:  The Search for Competence</title>
		<link>http://www.birnbaumgarment.com/2012/01/03/memo-to-the-global-garment-export-industry-rehow-your-factory-or-mill-can-succeed-in-period-of-industry-decline/</link>
		<comments>http://www.birnbaumgarment.com/2012/01/03/memo-to-the-global-garment-export-industry-rehow-your-factory-or-mill-can-succeed-in-period-of-industry-decline/#comments</comments>
		<pubDate>Tue, 03 Jan 2012 10:47:39 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Customer Strategies]]></category>
		<category><![CDATA[Factory Strategies]]></category>
		<category><![CDATA[garment export]]></category>
		<category><![CDATA[garment factory]]></category>
		<category><![CDATA[Garment Retailing]]></category>
		<category><![CDATA[garment sourcing]]></category>
		<category><![CDATA[import export]]></category>

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		<description><![CDATA[<p>For most of the past fifty years, the garment factory existed solely to make the product.  The customer specified the quality, the delivery and the price.  Of these quality and delivery were both fixed.  If your factory was unable to&#8230; <a href="http://www.birnbaumgarment.com/2012/01/03/memo-to-the-global-garment-export-industry-rehow-your-factory-or-mill-can-succeed-in-period-of-industry-decline/" class="read_more">Read More</a></p>]]></description>
			<content:encoded><![CDATA[<p>For most of the past fifty years, the garment factory existed solely to make the product.  The customer specified the quality, the delivery and the price.  Of these quality and delivery were both fixed.  If your factory was unable to meet your customer’s delivery or quality requirements you would not receive the order.  On the other hand, the factory that could provide higher quality and/or faster delivery received no advantage.  Price was the only area open to negotiation.  To be eligible at all, your factory had to meet the customer’s target price.  In the old model, the factory that offered the lower price was by definition the better factory, just as the factory that offered the lowest price was the best factory and would invariably receive the order.</p>
<p>In the old model, factory marketing was totally passive with the customer or his agent approaching potential factory suppliers.  Those deemed <em>reliable</em> — able to ship a decent product on time at a reasonable price — received orders.  Business developed by attrition as customers discarded unreliable factories, distributing their orders among the remaining reliable factories.  Provided your factory shipped a decent product on time, at a competitive price you could count on greater future business.</p>
<p>That model no longer exists.  Today, the ability to ship a decent product on time, at a reasonable price is no longer an asset.  It is an entry level requirement which at best allows a factory to go to end of a very long line of factories all of which meet these minimum standards.</p>
<p>In the new model, the importance of the tangible <strong><em>product</em></strong> has been subordinated  to the intangible <strong><em>process</em></strong>.  Where once the factory’s role in the manufacturing process was limited to garment making,  that role has now has been extended to include every step from <em>designer selects sample fabric</em> to <em>stock garments ready for shipment</em>;  and beyond the manufacturing process to post-production which take us to the final step in the product cycle — <em>last stock garment sold to the consumer</em>.   In this new model, the customer will ask the factory, “<em>which steps are you competent to perform and how much money can your performance save me?”</em></p>
<p>In the old model factory core competency was defined solely as ability to cut, sew and finish garments.  In that one-dimensional world, every factory could be graded as a point on a single line moving up from <em>least competent</em> to <em>most competent</em>.</p>
<p>In this new multi-dimensional model, the single graded line has given way to an almost infinite array of lines based on range of variables, including product type, customer type, services offered, and services required.</p>
<p>In this new model, to be successful a factory must provide a range of processes in which it excels and which are of value to a particular group of customers.  It is these <strong><em>core competencies</em></strong> which differentiate the successful factory from its less successful competitors.</p>
<p>At the same time each customer must examine their own core competencies to determine what they lack in order to provide their customers with range of products and services they consider necessary to compete in their market.  Retailers and brand importers must overcome these <strong><em>core competency deficits </em></strong> either internally by developing new competencies or externally by allocating these processes to suppliers who have these core competencies.</p>
<p>In this new model the successful supplier is the factory that is able supplement the limited abilities of their customers to create a <strong><em>comprehensive core value proces</em></strong><strong><em>s</em></strong></p>
<p>In the new model a factory’s ability to fill their customer’s <strong><em>core competency deficits</em></strong> will become the single most important factor differentiating that customer’s  top strategic suppliers from their mid-level normal suppliers to their bottom marginal suppliers.</p>
<p>To operate successfully, factories and mills must radically alter the way they market their products.  The old way — passively standing around waiting for the customer to provide orders — has become the road to failure.</p>
<p>In this new world, you the supplier must take a proactive dynamic approach</p>
<p align="center">Match your <strong><em>core competencies</em></strong> with your customers’ <strong><em>needs</em></strong></p>
<p>Ø     Define your special abilities — <strong><em>core competencies</em></strong></p>
<p>Ø     Target a range of customers with complementary needs — <strong><em>core competency deficit</em></strong></p>
<p>Ø     Work together with your customer to create the greatest mutual benefit — <strong><em>comprehensive core value process</em></strong> —<strong><em> </em></strong>from this combination by:</p>
<p>a. Changing your operation to suit your customers’ requirements thus enhancing your value as a strategic supplier;</p>
<p>b. Persuading your customers to modify their operation thus increasing the value of the relationship by taking maximum advantage of your abilities.</p>
<p>In a period when global trade declines, traditional relationships break down as old  customers and  suppliers go out of business while the survivors — both customers and factories — search for partners able to provide greater value.  This presents a special opportunity for those customers and suppliers who having recognized the need for change are willing make the effort to create that change.</p>
<p>When the global recession finally ends, we will see a new garment industry where the old dominant/subordinate relationship between customer and supplier has been replaced by one of mutual dependency.</p>
<p>To survive each customer and supplier must decide where they stand now and more importantly where they want to stand in the future.</p>
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		<title>Supporting the EURO:  The China Side</title>
		<link>http://www.birnbaumgarment.com/2011/12/19/supporting-the-euro-the-china-side/</link>
		<comments>http://www.birnbaumgarment.com/2011/12/19/supporting-the-euro-the-china-side/#comments</comments>
		<pubDate>Mon, 19 Dec 2011 05:06:23 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[China-Greater China]]></category>
		<category><![CDATA[Global Issues]]></category>
		<category><![CDATA[Euro]]></category>
		<category><![CDATA[Recession]]></category>
		<category><![CDATA[RMB]]></category>
		<category><![CDATA[Supporting the EURO]]></category>

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		<description><![CDATA[<p>Imagine you are a senior Chinese official; a member of the Politburo responsible for among other things, international finance.</p>
<p>The EU has come calling, begging bowl in hand, to persuade you to lend them money to keep the EURO afloat. &#8230; <a href="http://www.birnbaumgarment.com/2011/12/19/supporting-the-euro-the-china-side/" class="read_more">Read More</a></p>]]></description>
			<content:encoded><![CDATA[<p>Imagine you are a senior Chinese official; a member of the Politburo responsible for among other things, international finance.</p>
<p>The EU has come calling, begging bowl in hand, to persuade you to lend them money to keep the EURO afloat.  You  currently hold about $3.4 trillion in liquid foreign currency reserves.</p>
<p>Should you lend the EU your money?</p>
<p>There are three good reasons for the Chinese government to provide  support for the EURO</p>
<ol start="1">
<li>The EU is your country’s  largest customer.  If the EURO tanks or the EU goes into recession, your export industry on which the country relies heavily will be badly hurt.</li>
</ol>
<ol start="2">
<li>You cannot use this money in China.  To repatriate the money you must first convert it from dollars, EURO and Yen, to RMB which would sharply revalue the RMB raising export prices, causing even greater damage to your export industry.</li>
</ol>
<ol start="3">
<li>You would like nothing more than to diversify your holdings away from the U.S. dollar.  It is really upsetting to use your country’s reserves to support your greatest competitor.  And, the only other currency large enough to deal in trillions is the EURO.</li>
</ol>
<p>On the other hand, there are serious questions which should be asked and answered before committing your country’s hard earned reserves.</p>
<p>The EU is the world’s largest economy.  Why come begging to you, when the EU can certainly solve their EURO problems using their own resources?</p>
<p>Why aren’t the Germans and the French taking the risk?</p>
<p>More importantly why should China take the risk on  the EURO when the German’s and French  themselves are unwilling?</p>
<p>This is the EU’s  problem.  They know risks better than you.  Perhaps you should follow their deeds not their words</p>
<p>The French and German Governments tell you that your money will be safe because this time the Germans and French  are taking steps to ensure that in future all EURO countries play by the rules limiting the budget imbalances which is the root cause of the present problem.  However, when you think back, was it not those same French and Germans who first broke the rules in 2008?  It seems silly to count on  those who were responsible for the problem in the first place, to ensure that the same problem does not recur.</p>
<p>They tell you that they will bring in the International Monetary Fund (IMF) to guarantee your money.  However, it seems that in recent years the IMF has been hijacked by the EU, giving most of the IMF money (which includes your money) to the EU.  How can you rely on an organization run by the EU and for the EU, to act in China’s interest when that interest may conflicts with EU needs.</p>
<p>The decision is of course yours, but  remember you have a family, position and some real wealth.  You do not want to risk everything on a bad deal which your government does not support, the Party  does not support and the people do not support.</p>
<p>A more important question is,  what should you do after the EU falls into depression and the EURO finally collapses?</p>
<p>Here you would have more positive approach.</p>
<p>The EU is home to many good companies and some very good property.  During a depression when capital dries up and banks are unable or unwilling to provide support, even some of the best assets are cheap.</p>
<p>The money you do not throw away lending to the EU can be used to buy some very good capital assets on the cheap.  For example $3.4 trillion is more than the value of the entire German automobile industry.</p>
<p>Imagine using a part of your money to buy Volkswagen.  You would become a hero to the people and be seen as a great asset to the party.</p>
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