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    <title>latebloomerdev</title>
    <link>https://latebloomerdev.tistory.com/</link>
    <description>latebloomerdev 님의 블로그 입니다.</description>
    <language>ko</language>
    <pubDate>Fri, 12 Jun 2026 21:47:31 +0900</pubDate>
    <generator>TISTORY</generator>
    <ttl>100</ttl>
    <managingEditor>latebloomerdev.</managingEditor>
    <item>
      <title>매출은 오르는데 통장은 그대로? K자 양극화 시대, '수익성 방어'를 위한 비용 누수 차단 전략</title>
      <link>https://latebloomerdev.tistory.com/471</link>
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alt=&quot;대표 이미지&quot; /&gt;
&lt;h2 id=&quot;intro&quot; data-ke-size=&quot;size26&quot;&gt;매출은 늘었는데 왜 통장 잔고는 그대로일로 남을까?&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;분명 이번 달 매출은 지난달보다 높게 찍혔는데, 정작 통장 잔고를 확인하면 손에 쥐는 순이익은 제자리걸음이거나 오히려 줄어든 듯한 느낌을 받는 순간이 있습니다. 이는 단순한 기분 탓이 아닙니다. 현재 우리 경제는 &amp;lt;b='K-자 양극화'&amp;gt;'K-자 양극화'라는 거대한 흐름 속에 놓여 있기 때문입니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;K-자 양극화란, 효율적인 시스템을 갖춘 기업은 수익률을 극대화하며 위로 치솟는 반면, 운영 효율이 정체된 기업은 매출이 늘어도 비용 상승폭을 감당하지 못해 아래로 침체되는 현상을 의미합니다. 이제 저성장 시대의 생존 키워드는 &amp;lt;b='어떻게 더 팔 것인가'보다 '어떻게 새는 돈을 막을 것인가'&amp;gt;'어떻게 더 팔 것인가'보다 '어떻게 새는 돈을 막을 것인가'로 이동했습니다.&lt;/p&gt;
&lt;h2 id=&quot;leakage&quot; data-ke-size=&quot;size26&quot;&gt;수익률을 갉아먹는 3가지 보이지 않는 비용 누수&lt;/h2&gt;
&lt;figure style=&quot;text-align: center; margin: 1.5em 0;&quot;&gt;&lt;img style=&quot;width: 100%; max-width: 720px; border-radius: 8px;&quot; src=&quot;https://plus.unsplash.com/premium_photo-1773668640070-25b040271a65?crop=entropy&amp;amp;cs=tinysrgb&amp;amp;fit=max&amp;amp;fm=jpg&amp;amp;ixid=M3wxMjA3fDB8MXxzZWFyY2h8MXx8bGVha2luZyUyMHdhdGVyJTIwZmF1Y2V0JTIwY2xvc2UlMjB1cCUyMGRyYW1hdGljJTIwbGlnaHRpbmd8ZW58MHwwfHx8MTc4MTIxNTcxMnww&amp;amp;ixlib=rb-4.1.0&amp;amp;q=80&amp;amp;w=1080&quot; alt=&quot;Water dripping from a dark pipe onto a textured wall.&quot; /&gt;&lt;/figure&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;매출 증대는 외부 요인에 의존해야 하는 부분이 크지만, 비용 관리는 내부의 의지로 통제할 수 있는 영역입니다. 사업장의 수익성을 악화시키는 대표적인 '비용 누수' 지점은 다음과 같습니다.&lt;/p&gt;
&lt;h3 id=&quot;inventory&quot; data-ke-size=&quot;size23&quot;&gt;1. 불투명한 재고 관리가 초래하는 기회비용&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;재고는 곧 현금입니다. 하지만 정확한 수량 파악이 되지 않은 재고는 두 가지 문제를 일으킵니다. 과잉 재고는 창고 유지비와 자본 잠식을 초래하고, 재고 부족은 고객의 주문을 놓치는 '기회 손실'로 이어집니다. 데이터 없이 감에 의존하는 재고 관리는 가장 치명적인 비용 누수원입니다.&lt;/p&gt;
&lt;h3 id=&quot;labor&quot; data-ke-size=&quot;size23&quot;&gt;2. 불분명한 근태 관리와 인건비의 낭비&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;인건비는 사업 운영 비용 중 가장 큰 비중을 차지합니다. 출퇴근 기록이 불명으로 남거나, 연장 근로에 대한 데이터가 체계적으로 관리되지 않는다면 이는 곧바로 불필요한 지출로 직결됩니다. 관리되지 않는 시간은 곧 버려지는 비용입니다.&lt;/p&gt;
&lt;h3 id=&quot;communication&quot; data-ke-size=&quot;size23&quot;&gt;3. 소통 부재로 인한 운영 효율 저하&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;현장 직원과 관리자 사이의 공지 사항 전달 오류, 업무 지침의 불일치는 단순한 실수를 넘어 재작업 비용과 자원 낭비를 발생시킵니다. '전달받지 못했다'는 말이 나오는 순간, 운영 효율은 급격히 하락합니다.&lt;/p&gt;
&lt;h2 id=&quot;strategy&quot; data-ke-size=&quot;size26&quot;&gt;수익성 방어 전략: 관리의 디지털 전환(DX)&lt;/h2&gt;
&lt;figure style=&quot;text-align: center; margin: 1.5em 0;&quot;&gt;&lt;img style=&quot;width: 100%; max-width: 720px; border-radius: 8px;&quot; src=&quot;https://plus.unsplash.com/premium_photo-1769789076673-47e0583ac867?crop=entropy&amp;amp;cs=tinysrgb&amp;amp;fit=max&amp;amp;fm=jpg&amp;amp;ixid=M3wxMjA3fDB8MXxzZWFyY2h8MXx8cGVyc29uJTIwbG9va2luZyUyMHN0cmVzc2VkJTIwYXQlMjBsYXB0b3AlMjB3aXRoJTIwbWVzc3klMjBmaW5hbmNpYWwlMjBkb2N1bWVudHN8ZW58MHwwfHx8MTc4MTIxNTcxM3ww&amp;amp;ixlib=rb-4.1.0&amp;amp;q=80&amp;amp;w=1080&quot; alt=&quot;Man stressed while working on laptop&quot; /&gt;&lt;/figure&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;위기 상황에서 수익을 지키는 방법은 명확합니다. &amp;lt;b='운영의 기본(재고, 근태, 소통)을 데이터화하여 가시성을 확보하는 것'&amp;gt;운영의 기본(재고, 근태, 소통)을 데이터화하여 가시성을 확보하는 것입니다. 많은 경영자가 거창한 ERP 시스템 도입을 고민하지만, 중소규모 사업장이나 매장 단위에서 고가의 시스템은 오히려 또 다른 비용 부담이 됩니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;진정한 의미의 디지털 전환은 복잡한 시스템 도입이 아니라, 흩어져 있는 관리 요소들을 하나의 흐름으로 통합하는 것에서 시작됩니다. 재고 현황을 실시간으로 파악하고, 직원의 근태를 투명하게 기록하며, 모든 공지사항을 단일 채널로 일원화하는 것만으로도 보이지 않는 비용 누수의 상당 부분을 차단할 수 있습니다.&lt;/p&gt;
&lt;h2 id=&quot;conclusion&quot; data-ke-size=&quot;size26&quot;&gt;지속 가능한 성장을 위한 작은 시작&lt;/h2&gt;
&lt;figure style=&quot;text-align: center; margin: 1.5em 0;&quot;&gt;&lt;img style=&quot;width: 100%; max-width: 720px; border-radius: 8px;&quot; src=&quot;https://plus.unsplash.com/premium_photo-1683736986776-97b7703bed6d?crop=entropy&amp;amp;cs=tinysrgb&amp;amp;fit=max&amp;amp;fm=jpg&amp;amp;ixid=M3wxMjA3fDB8MXxzZWFyY2h8MXx8bWluaW1hbGlzdCUyMGNsZWFuJTIwb2ZmaWNlJTIwZGVzayUyMHdpdGglMjBvcmdhbml6ZWQlMjBkaWdpdGFsJTIwdGFibGV0JTIwYW5kJTIwcHJvZmVzc2lvbmFsJTIwYXRtb3NwaGVyZXxlbnwwfDB8fHwxNzgxMjE1NzE0fDA&amp;amp;ixlib=rb-4.1.0&amp;amp;q=80&amp;amp;w=1080&quot; alt=&quot;a laptop computer sitting on top of a white desk&quot; /&gt;&lt;/figure&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;K-자 양극화라는 거대한 파도 속에서 살아남는 기업은 매출의 크기에 집착하는 기업이 아니라, &amp;lt;b='내부의 효율을 극대화하여 이익률을 방어하는 기업'&amp;gt;내부의 효율을 극대화하여 이익률을 방어하는 기업입니다. 비용 누수를 차단하는 것은 단순히 아끼는 것이 아니라, 미래를 위한 투자 재원을 확보하는 전략적 선택입니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;운영의 본질에 집중하고 싶다면, 재고, 근태, 공지사항을 하나의 앱으로 통합 관리하여 사업장의 운영 효율을 높여보시기 바랍니다.&lt;/p&gt;
&lt;div style=&quot;background-color: #f8f9fa; padding: 20px; border-radius: 8px; border: 1px solid #dee2e6; text-align: center;&quot;&gt;
&lt;p style=&quot;margin-bottom: 15px;&quot; data-ke-size=&quot;size16&quot;&gt;&amp;lt;b='사업장의 누수되는 비용을 찾아주는 파트너, Companion'&amp;gt;사업장의 누수되는 비용을 찾아주는 파트너, Companion&lt;/p&gt;
&lt;a style=&quot;display: inline-block; background-color: #007bff; color: white; padding: 10px 25px; text-decoration: none; border-radius: 5px; font-weight: bold;&quot; href=&quot;https://play.google.com/store/apps/details?id=com.kimji.comon&quot;&gt;Companion 앱 확인하기&lt;/a&gt;&lt;/div&gt;
&lt;hr style=&quot;margin: 2em 0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;p style=&quot;text-align: center;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;a style=&quot;display: inline-block; padding: 12px 24px; background: #333; color: #fff; text-decoration: none; border-radius: 8px; font-weight: bold;&quot; href=&quot;https://play.google.com/store/apps/details?id=com.kimji.comon&quot; target=&quot;_blank&quot; rel=&quot;noopener&quot;&gt; Companion 바로가기 &amp;rarr; &lt;/a&gt;&lt;/p&gt;
&lt;/div&gt;</description>
      <author>latebloomerdev.</author>
      <guid isPermaLink="true">https://latebloomerdev.tistory.com/471</guid>
      <comments>https://latebloomerdev.tistory.com/471#entry471comment</comments>
      <pubDate>Fri, 12 Jun 2026 15:01:57 +0900</pubDate>
    </item>
    <item>
      <title>매출은 그대로인데 통장은 왜 비어갈까? 사장님을 위한 '인건비 누수' 차단 전략</title>
      <link>https://latebloomerdev.tistory.com/470</link>
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alt=&quot;대표 이미지&quot; /&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;매달 정해진 월급날, 직원들에게 급여를 입금하고 나면 왠지 모를 허탈함이 밀려올 때가 있습니다. 매출은 지난달과 비슷하거나 오히려 올랐는데, 정작 사장님의 통장 잔고는 제자리걸음인 것 같은 기분 말이죠.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;고물가&amp;middot;고금리가 지속되는 지금과 같은 경제 상황에서 사업장의 수익성을 결정짓는 것은 '매출 증대'만큼이나 &lt;b&gt;'불필요한 지출의 차단'&lt;/b&gt;입니다. 특히 소규모 사업장일수록 눈에 보이지 않게 새어나가는 비용을 잡는 것이 생존의 핵심입니다. 오늘은 많은 사장님이 놓치고 있는, 인건비 누수를 막는 실무적인 관리 전략을 살펴보겠습니다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;1. '보이지 않는 지출'의 주범: 불투명한 근무 기록과 정산 오류&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;인건비 관리가 부실해지는 가장 큰 이유는 '기록의 불명확성'에서 시작됩니다. 많은 사장님이 여전히 수기 장부나 엑셀, 혹은 개인적인 기억에 의존해 근무 시간을 체크하곤 합니다. 하지만 이런 방식은 다음과 같은 치명적인 리스크를 내포하고 있습니다.&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;b&gt;연장&amp;middot;야간 수당 계산 착오:&lt;/b&gt; 출퇴근 시간이 불분명하면 법정 수당 계산 시 오류가 발생하기 쉽고, 이는 추후 임금 체불 분급쟁으로 이어질 수 있습니다.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;누락된 휴게 시간:&lt;/b&gt; 근무 시간 중 휴게 시간을 정확히 반영하지 않으면, 실제 일하지 않은 시간까지 급여로 지급되는 '인건비 과다 지급'이 발생합니다.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;데이터 불일치:&lt;/b&gt; 아르바이트생이 제출한 시간과 사장님이 기록한 시간이 다를 때, 이를 검증할 객관적인 데이터가 없으면 결국 사장님이 손해를 보는 구조가 됩니다.&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;결국, 정확하지 않은 기록은 단순한 실수를 넘어 사업장의 순이익을 갉아먹는 &lt;b&gt;'보이지 않는 지출'&lt;/b&gt;이 됩니다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;2. 인건비 누수를 막는 효율적인 관리 프로세스 구축법&lt;/h2&gt;
&lt;figure style=&quot;text-align: center; margin: 1.5em 0;&quot;&gt;&lt;img style=&quot;width: 100%; max-width: 720px; border-radius: 8px;&quot; src=&quot;https://plus.unsplash.com/premium_photo-1778118176675-b1bf14fd99b0?crop=entropy&amp;amp;cs=tinysrgb&amp;amp;fit=max&amp;amp;fm=jpg&amp;amp;ixid=M3wxMjA3fDB8MXxzZWFyY2h8MXx8ZW1wdHklMjB3YWxsZXQlMjBhbmQlMjBsZWFraW5nJTIwY29pbnMlMjBvbiUyMGElMjB3b29kZW4lMjB0YWJsZSUyQyUyMG1pbmltYWxpc3QlMjBjb25jZXB0JTIwb2YlMjBmaW5hbmNpYWwlMjBsb3NzfGVufDB8MHx8fDE3ODEyMTU0NzF8MA&amp;amp;ixlib=rb-4.1.0&amp;amp;q=80&amp;amp;w=1080&quot; alt=&quot;Money and coins on a table with shadows.&quot; /&gt;&lt;/figure&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;비용을 무조건 줄이자는 것이 아닙니다. &lt;b&gt;'정확하게 지급할 만큼만 지급하는 시스템'&lt;/b&gt;을 만드는 것이 핵심입니다. 이를 위해 사장님이 바로 적용할 수 있는 관리 프로세스 3단계를 제안합니다.&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;Step 1: 실시간 근무 기록의 디지털화&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;종이 출근부나 엑셀 대신, 누구나 즉시 입력하고 확인할 수 있는 디지털 도구를 활용해야 합니다. 출퇴근 시간이 실시간으로 기록되어야 나중에 몰아서 계산할 때 발생하는 오류를 원천 차단할 수 있습니다.&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;Step 2: 정산 프로세스의 표준화&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;매달 급여를 계산할 때 적용되는 시급, 주휴수당, 연장수당 등의 계산 로직을 표준화해야 합니다. 계산 방식이 매번 달라지면 관리 효율이 떨어질 뿐만 아니라, 직원과의 신뢰 관계에도 부정적인 영향을 줄 수 있습니다.&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;Step 3: 정기적인 비용 모니터링&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;단순히 월급을 주는 것에 그치지 않고, 매달 총 인건비가 매출 대비 어느 정도 비중을 차지하는지 정기적으로 체크해야 합니다. 인건비 비중이 급격히 상승했다면, 근무 시간 배분이 효율적인지 점uma 점검하는 계기로 삼아야 합니다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;3. 엑셀과 수기 관리의 한계를 넘는 스마트한 대안&lt;/h2&gt;
&lt;figure style=&quot;text-align: center; margin: 1.5em 0;&quot;&gt;&lt;img style=&quot;width: 100%; max-width: 720px; border-radius: 8px;&quot; src=&quot;https://plus.unsplash.com/premium_photo-1732098508699-01541822ccaf?crop=entropy&amp;amp;cs=tinysrgb&amp;amp;fit=max&amp;amp;fm=jpg&amp;amp;ixid=M3wxMjA3fDB8MXxzZWFyY2h8MXx8c3RyZXNzZWQlMjBidXNpbmVzcyUyMG93bmVyJTIwbG9va2luZyUyMGF0JTIwbGFwdG9wJTIwaW4lMjBhJTIwZGFyayUyMG9mZmljZSUyQyUyMGNpbmVtYXRpYyUyMG1vb2R5JTIwbGlnaHRpbmd8ZW58MHwwfHx8MTc4MTIxNTQ3MXww&amp;amp;ixlib=rb-4.1.0&amp;amp;q=80&amp;amp;w=1080&quot; alt=&quot;A man sitting in front of a laptop computer&quot; /&gt;&lt;/figure&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;사업 규모가 커질수록, 혹은 관리해야 할 인원이 늘어날수록 기존의 방식은 한계에 부딪힙니다. 엑셀은 수식 오류의 위험이 있고, 수기는 분실이나 오기입의 위험이 너무 큽니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이런 번거로움을 해결하기 위해 최근 많은 소상나공인과 관리자분들이 &lt;b&gt;'급여 관리 자동화 도구'&lt;/b&gt;를 도입하고 있습니다. 시급 기록부터 복잡한 월급 정산까지 한 번에 해결할 수 있는 도구를 사용하면, 사장님은 운영 본연의 업무에 더 집중할 수 있고 비용 누수는 자연스럽게 줄어듭니다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;결론: 정확한 관리가 곧 사업의 경쟁력입니다&lt;/h2&gt;
&lt;figure style=&quot;text-align: center; margin: 1.5em 0;&quot;&gt;&lt;img style=&quot;width: 100%; max-width: 720px; border-radius: 8px;&quot; src=&quot;https://plus.unsplash.com/premium_photo-1770559317609-f2a8d2a67350?crop=entropy&amp;amp;cs=tinysrgb&amp;amp;fit=max&amp;amp;fm=jpg&amp;amp;ixid=M3wxMjA3fDB8MXxzZWFyY2h8MXx8Y2xvc2UlMjB1cCUyMG9mJTIwYSUyMHBlcnNvbiUyMGNhbGN1bGF0aW5nJTIwbnVtYmVycyUyMG9uJTIwYSUyMGNhbGN1bGF0b3IlMjB3aXRoJTIwc3RhY2tzJTIwb2YlMjBjb2lucyUyQyUyMHByb2Zlc3Npb25hbCUyMGJ1c2luZXNzJTIwYXRtb3NwaGVyZXxlbnwwfDB8fHwxNzgxMjE1NDczfDA&amp;amp;ixlib=rb-4.1.0&amp;amp;q=80&amp;amp;w=1080&quot; alt=&quot;Bread Shop Bake Dough Flour Bakery&quot; /&gt;&lt;/figure&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;치솟는 물가 속에서 사업장의 생존은 매출을 올리는 것만큼이나, 나가는 돈을 정확히 통제하는 것에서 시작됩니다. 인건비 관리는 단순히 돈을 아끼는 과정이 아니라, &lt;b&gt;사업의 투명성을 높이고 운영의 효율을 극대화하는 과정&lt;/b&gt;입니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;매달 급여 계산 때마다 헷갈리는 시급 계산이나 복잡한 정산 때문에 스트레스를 받고 계신다면, 업무 효율을 높여주는 스마트한 도구를 검토해 보시기 바랍니다. 정확한 데이터가 사장님의 소중한 수익을 지켜줄 것입니다.&lt;/p&gt;
&lt;div style=&quot;background-color: #f8f9fa; padding: 20px; border-radius: 10px; border: 1px solid #e9ecef; text-align: center;&quot;&gt;
&lt;p style=&quot;margin-bottom: 15px; font-weight: bold;&quot; data-ke-size=&quot;size16&quot;&gt;  시급 기록부터 월급 정산까지 한 번에, Salary&lt;/p&gt;
&lt;a style=&quot;display: inline-block; background-color: #007bff; color: white; padding: 10px 20px; text-decoration: none; border-radius: 5px; font-weight: bold;&quot; href=&quot;https://play.google.com/store/apps/details?id=com.kimji.salary&quot;&gt;Salary 앱 자세히 보기&lt;/a&gt;&lt;/div&gt;
&lt;hr style=&quot;margin: 2em 0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;p style=&quot;text-align: center;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;a style=&quot;display: inline-block; padding: 12px 24px; background: #333; color: #fff; text-decoration: none; border-radius: 8px; font-weight: bold;&quot; href=&quot;https://play.google.com/store/apps/details?id=com.kimji.salary&quot; target=&quot;_blank&quot; rel=&quot;noopener&quot;&gt; Salary 바로가기 &amp;rarr; &lt;/a&gt;&lt;/p&gt;
&lt;/div&gt;</description>
      <author>latebloomerdev.</author>
      <guid isPermaLink="true">https://latebloomerdev.tistory.com/470</guid>
      <comments>https://latebloomerdev.tistory.com/470#entry470comment</comments>
      <pubDate>Fri, 12 Jun 2026 11:01:51 +0900</pubDate>
    </item>
    <item>
      <title>매출은 늘었는데 통장은 왜 그대로일까? K자 양극화 시대, '새는 돈' 잡는 운영 전략</title>
      <link>https://latebloomerdev.tistory.com/469</link>
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alt=&quot;대표 이미지&quot; /&gt;
&lt;h2 style=&quot;color: #2c3e50;&quot; data-ke-size=&quot;size26&quot;&gt;매출 상승의 함정: 왜 우리 회사의 이로금은 제자리걸음인가?&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;최근 경영 환경을 관통하는 가장 무서운 키워드는 &amp;lt;b='K자 양극화'&amp;gt;입니다. 잘나가는 기업은 압도적인 영업이익률을 기록하며 덩치를 키우지만, 성실히 매출을 올리는 중소기업이나 소규모 사업장은 매출이 늘어도 정작 손에 쥐는 순이익은 오히려 줄어드는 현상이 나타나고 있습니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;많은 경영자가 직면한 가장 큰 페인 포인트(Pain Point)는 바로 이것입니다. &amp;lt;b='&quot;이번 달 매출은 분명 지난달보다 높은데, 왜 통장 잔고는 그대로(혹은 감소)일까?&quot;라는 의문이죠. 매출 증대는 공격적인 마케팅과 영업으로 해결할 수 있는 영역이지만, 수익성 악화는 마케팅의 문제가 아닌 &amp;lt;b='운영의 내실'&amp;gt; 문제일 가능성이 매우 높습니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;단순히 비용을 줄이는 '긴축 경영'이 답이 아닙니다. 지금 필요한 것은 매출 확대 이전에, 밑 빠진 독처럼 새어나가는 운영상의 손실을 막는 &amp;lt;b='비용 방어 전략'&amp;gt;입니다.&lt;/p&gt;
&lt;h2 style=&quot;color: #2c3e50;&quot; data-ke-size=&quot;size26&quot;&gt;눈에 보이지 않는 비용: 이익률을 갉아먹는 3가지 주범&lt;/h2&gt;
&lt;figure style=&quot;text-align: center; margin: 1.5em 0;&quot;&gt;&lt;img style=&quot;width: 100%; max-width: 720px; border-radius: 8px;&quot; src=&quot;https://plus.unsplash.com/premium_photo-1683134646183-1dfbdc8805de?crop=entropy&amp;amp;cs=tinysrgb&amp;amp;fit=max&amp;amp;fm=jpg&amp;amp;ixid=M3wxMjA3fDB8MXxzZWFyY2h8MXx8c3RyZXNzZWQlMjBidXNpbmVzcyUyMG93bmVyJTIwbG9va2luZyUyMGF0JTIwZmluYW5jaWFsJTIwZG9jdW1lbnRzJTIwYW5kJTIwY2FsY3VsYXRvcnxlbnwwfDB8fHwxNzgxMjE1MzA1fDA&amp;amp;ixlib=rb-4.1.0&amp;amp;q=80&amp;amp;w=1080&quot; alt=&quot;Frustrated young man in shirt and tie having headache while staying late in the office&quot; /&gt;&lt;/figure&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;수익성을 악화시키는 비용은 식자재비나 임대료처럼 눈에 보이는 비용(Variable Cost)뿐만이 아닙니다. 진짜 무서운 것은 관리의 부재로 인해 발생하는 &amp;lt;b='보이지 않는 비용(Hidden Cost)'&amp;gt;입니다. 대표적인 사례를 데이터 관점에서 분석해 보겠습니다.&lt;/p&gt;
&lt;h3 style=&quot;color: #34495e;&quot; data-ke-size=&quot;size23&quot;&gt;1. 재고 관리의 불일치와 누락&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;장부상 재고와 실제 재고가 일치하지 않는 순간, 손실은 시작됩니다. 재고 누락은 단순한 물품 분실을 넘어, &amp;lt;b='불필요한 추가 발주'&amp;gt;를 유도하거나 &amp;lt;b='품절로 인한 판매 기회 손실'&amp;gt;을 야기합니다. 이는 곧 직결되는 현금 흐름(Cash Flow)의 악화로 이어집니다.&lt;/p&gt;
&lt;h3 style=&quot;color: #34495e;&quot; data-ke-size=&quot;size23&quot;&gt;2. 근태 관리의 불투명성과 인건비 낭비&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;정확한 근태 기록이 없는 상태에서의 인건비 지급은 경영자의 가장 큰 리스크 중 하나입니다. 출퇴근 시간의 불명확함, 연장 근로 기록의 누락 등은 매달 고정비로 지출되는 인건비의 효율성을 급격히 떨어뜨리며, 이는 장기적으로 조직의 기강과 운영 비용 모두에 악영향을 미칩니다.&lt;/p&gt;
&lt;h3 style=&quot;color: #34495e;&quot; data-ke-size=&quot;size23&quot;&gt;3. 소통 부재로 인한 업무 중복과 오류&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;공지사항이 전달되지 않아 발생하는 업무 실수, 구연 전달로 인해 발생하는 업무 중복은 '시간'이라는 가장 비싼 자원을 낭비하게 만듭니다. 정보의 파편화는 구성원들의 업무 몰입도를 저해하고, 결국 운영 프로세스의 비효율성을 극대화합니다.&lt;/p&gt;
&lt;h2 style=&quot;color: #2c3e50;&quot; data-ke-size=&quot;size26&quot;&gt;K자 양극화 시대의 생존법: '운영의 단일화'가 경쟁력이다&lt;/h2&gt;
&lt;figure style=&quot;text-align: center; margin: 1.5em 0;&quot;&gt;&lt;img style=&quot;width: 100%; max-width: 720px; border-radius: 8px;&quot; src=&quot;https://plus.unsplash.com/premium_photo-1661963304252-eeb6810ade38?crop=entropy&amp;amp;cs=tinysrgb&amp;amp;fit=max&amp;amp;fm=jpg&amp;amp;ixid=M3wxMjA3fDB8MXxzZWFyY2h8MXx8b3JnYW5pemVkJTIwd2FyZWhvdXNlJTIwd2l0aCUyMGVmZmljaWVudCUyMGludmVudG9yeSUyMG1hbmFnZW1lbnQlMjBhbmQlMjBkaWdpdGFsJTIwdGFibGV0fGVufDB8MHx8fDE3ODEyMTUzMDZ8MA&amp;amp;ixlib=rb-4.1.0&amp;amp;q=80&amp;amp;w=1080&quot; alt=&quot;A supervisor with scanner in hands checking on goods in boxes in storage.&quot; /&gt;&lt;/figure&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;결국 승리하는 사업장은 매출을 10% 더 올리는 곳이 아니라, &amp;lt;b='운영의 빈틈을 10% 더 메우는 곳'&amp;gt;입니다. 흩어져 있는 관리 요소들을 하나의 프로세스로 통합하여 '관리의 가시성'을 확보해야 합니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;재고, 근태, 공지사항 등 각기 다른 채널로 관리되던 데이터들을 &amp;lt;b='단일화된 시스템(Single Source of Truth)'&amp;gt; 안으로 모으는 작업이 필요합니다. 관리가 단순해지면 의사결정은 빨라지고, 불필요한 비용 누수는 자연스럽게 차단됩니다. 이것이 바로 불황기에도 흔들리지 않는 '수익 구조'를 만드는 핵심입니다.&lt;/p&gt;
&lt;h2 style=&quot;color: #2c3e50;&quot; data-ke-size=&quot;size26&quot;&gt;운영의 빈틈을 메우는 스마트한 관리, Companion&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;복잡한 ERP를 도입하기에는 부담스럽고, 엑스엘이나 메신저만으로는 한계를 느끼는 경영자라면 운영 프로세스의 통합을 고민해야 합니다. &amp;lt;b='Companion'&amp;gt;은 파편화된 운영 요소를 하나의 앱으로 연결하여 실질적인 &amp;lt;b='비용 방어'&amp;gt;를 돕습니다.&lt;/p&gt;
&lt;ul style=&quot;line-height: 1.8;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&amp;lt;b='재고 관리: 실시간 재고 현황 파악으로 불필요한 과잉 재고와 누락 방지&lt;/li&gt;
&lt;li&gt;&amp;lt;b='근태 관리: 투명한 출퇴근 기록을 통한 인건비 운영의 효율화&lt;/li&gt;
&lt;li&gt;&amp;lt;b='공지사항 통합: 업무 지시와 공지를 단일 채널로 전달하여 소통 오류 최소화&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;성장의 핵심은 매출 확대가 아니라, 관리의 빈틈에서 새나가는 비용을 막는 것에 있습니다. 지금 여러분의 사업장 운영 프로세스를 점검해 보세요. 작은 관리의 변화가 큰 이익의 차이를 만듭니다.&lt;/p&gt;
&lt;p style=&quot;text-align: center; margin-top: 30px;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;a style=&quot;background-color: #2c3e50; color: white; padding: 15px 25px; text-decoration: none; border-radius: 5px; font-weight: bold;&quot; href=&quot;https://play.google.com/store/apps/details?id=com.kimji.comon&quot;&gt;운영 효율화를 위한 Companion 앱 확인하기&lt;/a&gt;&lt;/p&gt;
&lt;hr style=&quot;margin: 2em 0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;p style=&quot;text-align: center;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;a style=&quot;display: inline-block; padding: 12px 24px; background: #333; color: #fff; text-decoration: none; border-radius: 8px; font-weight: bold;&quot; href=&quot;https://play.google.com/store/apps/details?id=com.kimji.comon&quot; target=&quot;_blank&quot; rel=&quot;noopener&quot;&gt; Companion 바로가기 &amp;rarr; &lt;/a&gt;&lt;/p&gt;
&lt;/div&gt;</description>
      <author>latebloomerdev.</author>
      <guid isPermaLink="true">https://latebloomerdev.tistory.com/469</guid>
      <comments>https://latebloomerdev.tistory.com/469#entry469comment</comments>
      <pubDate>Fri, 12 Jun 2026 09:01:52 +0900</pubDate>
    </item>
    <item>
      <title>57% 할인이라는 숫자의 함정, 광고성 리뷰 속에서 '진짜 가성비'를 찾아내는 법</title>
      <link>https://latebloomerdev.tistory.com/468</link>
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alt=&quot;대표 이미지&quot; /&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;장바구니에 담아둔 상품을 결제하려다 문득 멈칫했던 경험, 다들 있으시죠? &amp;lt;b='57% 파격 할인', '역대급 최저가' 같은 자극적인 문구와 함께 쏟아지는 광고들 사이에서 우리는 점점 피로감을 느낍니다. 분명 리뷰는 수천 개가 달려 있고 모두가 '대만족'이라고 외치고 있는데, 막상 물건을 받아보면 사진과 너무 다르거나 기대했던 품질이 아니어서 실망하는 경우가 부지기수니까요.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;고물가 시대가 지속되면서 우리는 그 어느 때보다 '현명한 소비'를 요구받고 있습니다. 하지만 역설적으로 정보가 너무 많아진 것이 우리의 눈을 가리고 있습니다. 정성스럽게 작성된 듯한 리뷰, 하지만 알고 보면 협찬을 받은 '뒷광고'성 글들이 섞여 있는 늪에 빠져버린 것이죠. 이제는 단순히 리뷰의 개수가 많다고 해서 믿을 수 있는 시대가 아닙니다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;숫자와 화려한 미사여구에 속지 않는 법&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;쇼핑 실패를 줄이기 위해서는 리뷰를 보는 '관점'을 완전히 바꿔야 합니다. 광고성 리뷰를 걸러내고 진짜 정보를 찾는 세 가지 필터링 기준을 공유합니다.&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;b&gt;단점 위주로 검색하기:&lt;/b&gt; '좋아요'라는 말보다 '아쉬워요', '불편해요'라는 키워드가 포함된 리뷰를 먼저 찾아보세요. 제품의 한계를 아는 것이 실패를 줄이는 첫걸음입니다.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;사진 리뷰의 디테일 확인:&lt;/b&gt; 연출된 스튜디오 사진이 아닌, 실제 사용자의 생활감이 묻어나는 사진(조명이 어둡거나 배경이 일상적인 사진)을 찾아야 제품의 실제 색감과 질감을 알 수 있습니다.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;반복되는 패턴 찾기:&lt;/b&gt; 특정 단어나 문구(예: '정말 추천해요', '꼭 사세요')가 모든 리뷰에서 비슷하게 반복된다면, 이는 마케팅 대행사에 의한 패턴화된 리뷰일 확률이 높습니다.&lt;/li&gt;
&lt;/ul&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;정보 과잉 시대, 리뷰 읽기에도 '효율'이 필요합니다&lt;/h2&gt;
&lt;figure style=&quot;text-align: center; margin: 1.5em 0;&quot;&gt;&lt;img style=&quot;width: 100%; max-width: 720px; border-radius: 8px;&quot; src=&quot;https://plus.unsplash.com/premium_photo-1672759267873-4799efca8f62?crop=entropy&amp;amp;cs=tinysrgb&amp;amp;fit=max&amp;amp;fm=jpg&amp;amp;ixid=M3wxMjA3fDB8MXxzZWFyY2h8MXx8bWFnbmlmeWluZyUyMGdsYXNzJTIwb3ZlciUyMGElMjBwaWxlJTIwb2YlMjBjb2xvcmZ1bCUyMGRpc2NvdW50JTIwdGFncyUyMGFuZCUyMHBlcmNlbnRhZ2UlMjBzeW1ib2xzfGVufDB8MHx8fDE3ODEyMTU2MzB8MA&amp;amp;ixlib=rb-4.1.0&amp;amp;q=80&amp;amp;w=1080&quot; alt=&quot;a lot of red and blue numbers and numbers&quot; /&gt;&lt;/figure&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;위의 기준을 적용해 리뷰를 하나하나 분석하다 보면 또 다른 문제에 직면하게 됩니다. 바로 &amp;lt;b='시간의 소모'&amp;gt;입니다. 수천 개의 리뷰를 일일이 클릭하며 단점을 찾아내는 작업은 마치 끝이 없는 노동과도 같습니다. 퇴근 후 지친 몸으로 쇼핑을 즐기고 싶은데, 리뷰 분석에 30분, 1시간을 쏟다 보면 쇼핑이 즐거움이 아닌 스트레스로 다가오기 마련입니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;우리에겐 단순히 정보를 찾는 능력을 넘어, 쏟아지는 데이터 속에서 &amp;lt;b='핵심만을 빠르게 추출해내는 필터링 기술'&amp;gt;이 필요합니다. 이제는 눈으로 직접 읽는 시대를 지나, 데이터를 정제해서 보여주는 스마트한 도구의 도움을 받아야 할 때입니다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;AI가 대신 읽어주는 리뷰, 쇼핑의 질을 높이는 방법&lt;/h2&gt;
&lt;figure style=&quot;text-align: center; margin: 1.5em 0;&quot;&gt;&lt;img style=&quot;width: 100%; max-width: 720px; border-radius: 8px;&quot; src=&quot;https://plus.unsplash.com/premium_photo-1661631378884-29d08edf0ef0?crop=entropy&amp;amp;cs=tinysrgb&amp;amp;fit=max&amp;amp;fm=jpg&amp;amp;ixid=M3wxMjA3fDB8MXxzZWFyY2h8MXx8cGVyc29uJTIwbG9va2luZyUyMGNvbmZ1c2VkJTIwYXQlMjBhJTIwc21hcnRwaG9uZSUyMHNjcmVlbiUyMHdpdGglMjBtYW55JTIwc2hvcHBpbmclMjBhcHAlMjBub3RpZmljYXRpb25zfGVufDB8MHx8fDE3ODEyMTU2MzJ8MA&amp;amp;ixlib=rb-4.1.0&amp;amp;q=80&amp;amp;w=1080&quot; alt=&quot;Cropped shot of happy chubby woman using smart phone at home.&quot; /&gt;&lt;/figure&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;최근 제가 쇼핑할 때 유용하게 활용하고 있는 방식은 리뷰 분석의 자동화입니다. 수많은 리뷰를 사람이 일일이 읽을 필요 없이, AI가 방대한 데이터를 학습하여 핵심적인 장점과 단점만을 요약해주는 방식입니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;lt;b='SHO-Q'는 바로 이런 고민에서 시작된 &amp;lt;b='AI 스마트 쇼핑 디렉터'&amp;gt;입니다. 수천 개의 리뷰 속에 숨겨진 진짜 사용자들의 목소리를 AI가 분석하여, 광고성 미사여구는 걷어내고 제품의 핵심 특징과 실제 불만 사항만을 요약해 보여줍니다.&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;SHO-Q를 활용하면 무엇이 달라질까요?&lt;/h3&gt;
&lt;ol style=&quot;list-style-type: decimal;&quot; data-ke-list-type=&quot;decimal&quot;&gt;
&lt;li&gt;&lt;b&gt;시간 절약:&lt;/b&gt; 수백 개의 리뷰를 읽는 시간을 단 몇 초로 단축해줍니다.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;객관적 시각 확보:&lt;/b&gt; 긍정/부정 의견을 데이터 기반으로 요약하여 편향된 리뷰에 휘둘리지 않게 돕습니다.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;스마트한 의사결정:&lt;/b&gt; 제품의 핵심 결함이나 꼭 알아야 할 주의사항을 놓치지 않고 파악할 수 있습니다.&lt;/li&gt;
&lt;/ol&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;결국 중요한 것은 '나만의 기준'을 갖는 것&lt;/h2&gt;
&lt;figure style=&quot;text-align: center; margin: 1.5em 0;&quot;&gt;&lt;img style=&quot;width: 100%; max-width: 720px; border-radius: 8px;&quot; src=&quot;https://plus.unsplash.com/premium_photo-1731966821432-b79745a543e3?crop=entropy&amp;amp;cs=tinysrgb&amp;amp;fit=max&amp;amp;fm=jpg&amp;amp;ixid=M3wxMjA3fDB8MXxzZWFyY2h8MXx8bWluaW1hbGlzdCUyMGNsZWFuJTIwd29ya3NwYWNlJTIwd2l0aCUyMGElMjBsYXB0b3AlMjBkaXNwbGF5aW5nJTIwZGF0YSUyMHZpc3VhbGl6YXRpb24lMjBhbmQlMjBjaGFydHN8ZW58MHwwfHx8MTc4MTIxNTYzM3ww&amp;amp;ixlib=rb-4.1.0&amp;amp;q=80&amp;amp;w=1080&quot; alt=&quot;A laptop computer sitting on top of a white desk&quot; /&gt;&lt;/figure&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;기술이 아무리 발전해도 가장 중요한 것은 '무엇을 살 것인가'에 대한 나만의 기준입니다. AI는 우리가 더 빠르고 정확하게 판단할 수 있도록 돕는 강력한 조력자일 뿐이죠. 숫자에 현혹되지 않고, 화려한 광고 문구 뒤에 숨겨진 진실을 찾아내려는 노력만 있다면 우리의 쇼핑은 훨씬 더 즐겁고 가치 있어질 것입니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;더 이상 광고성 리뷰의 늪에서 헤매며 소중한 시간과 돈을 낭비하고 싶지 않다면, 스마트한 쇼핑 메이트와 함께 시작해보는 건 어떨까요?&lt;/p&gt;
&lt;p style=&quot;text-align: center;&quot; data-ke-size=&quot;size16&quot;&gt;&amp;lt;b='&lt;a href=&quot;https://shoq.latebloomerdev.kr&quot; target=&quot;_blank&quot; rel=&quot;noopener&quot;&gt;  AI가 분석해주는 진짜 리뷰 확인하기 (SHO-Q)&lt;/a&gt;'&amp;gt;&lt;/p&gt;
&lt;hr style=&quot;margin: 2em 0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;p style=&quot;text-align: center;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;a style=&quot;display: inline-block; padding: 12px 24px; background: #333; color: #fff; text-decoration: none; border-radius: 8px; font-weight: bold;&quot; href=&quot;https://shoq.latebloomerdev.kr&quot; target=&quot;_blank&quot; rel=&quot;noopener&quot;&gt; SHO-Q 바로가기 &amp;rarr; &lt;/a&gt;&lt;/p&gt;
&lt;/div&gt;</description>
      <author>latebloomerdev.</author>
      <guid isPermaLink="true">https://latebloomerdev.tistory.com/468</guid>
      <comments>https://latebloomerdev.tistory.com/468#entry468comment</comments>
      <pubDate>Fri, 12 Jun 2026 07:31:51 +0900</pubDate>
    </item>
    <item>
      <title>50% 할인에 속아 '예쁜 쓰레기'를 샀다면? 실패 없는 쇼핑을 위한 3가지 체크리스트</title>
      <link>https://latebloomerdev.tistory.com/467</link>
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alt=&quot;대표 이미지&quot; /&gt;
&lt;h2 id=&quot;intro&quot; data-ke-size=&quot;size26&quot;&gt;'50% 할인'이라는 숫자가 주는 치명적인 유혹&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;장바구니에 담아둔 제품이 갑자기 &amp;lt;b=''&amp;gt;'반값 세일'이라는 문구와 함께 나타날 때, 나도 모르게 결제 버튼을 누르고 있는 내 모습을 발견한 적 없으신가요?&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;분명 가장 합리적인 소비를 한다고 생각했는데, 막상 택배 상자를 뜯었을 때 느껴지는 특유의 허탈함. 디자인은 예쁘지만 막상 사용해보니 쓸모없는 기능뿐인 이른바 &amp;lt;b=''&amp;gt;'예쁜 쓰레기'를 마주했을 때의 기분은 정말 말로 다 할 수 없죠. 고물가 시대, 우리는 한 푼이라도 아끼기 위해 더 꼼꼼히 비교한다고 생각하지만, 역설적으로 높은 할인율은 우리의 판단력을 흐리게 만듭니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;진정한 가성비는 단순히 '저렴한 가격'에 있는 것이 아니라, 내가 지불한 비용만큼의 가치를 온전히 누릴 수 있는 '실패 없는 구매'에 있습니다. 오늘은 우리가 왜 쇼핑 실패를 반복하는지, 그리고 그 비용을 어떻게 줄일 수 있을지 이야기해보려 합니다.&lt;/p&gt;
&lt;h2 id=&quot;problem&quot; data-ke-size=&quot;size26&quot;&gt;리뷰 지옥: 광고와 진심 사이에서 길을 잃은 우리&lt;/h2&gt;
&lt;figure style=&quot;text-align: center; margin: 1.5em 0;&quot;&gt;&lt;img style=&quot;width: 100%; max-width: 720px; border-radius: 8px;&quot; src=&quot;https://plus.unsplash.com/premium_photo-1714226832470-677e75740f72?crop=entropy&amp;amp;cs=tinysrgb&amp;amp;fit=max&amp;amp;fm=jpg&amp;amp;ixid=M3wxMjA3fDB8MXxzZWFyY2h8MXx8ZGlzYXBwb2ludGVkJTIwcGVyc29uJTIwbG9va2luZyUyMGF0JTIwc2hvcHBpbmclMjBiYWdzJTIwc2FkJTIwbW9vZHxlbnwwfDB8fHwxNzgxMjE1NTI3fDA&amp;amp;ixlib=rb-4.1.0&amp;amp;q=80&amp;amp;w=1080&quot; alt=&quot;a woman holding a bunch of shopping bags&quot; /&gt;&lt;/figure&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;제품을 고를 때 우리가 가장 먼저 의존하는 것은 무엇일까요? 바로 &amp;lt;b=''&amp;gt;'리뷰'입니다. 하지만 요즘 쇼핑몰의 리뷰 창을 내리다 보면 피로감이 몰려오곤 합니다.&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&amp;lt;b=''&amp;gt;광고성 리뷰의 범람: 지나치게 정성스럽고 화보 같은 사진, 칭찬 일색인 문구들.&lt;/li&gt;
&lt;li&gt;&amp;lt;b=''&amp;gt;알 수 없는 패턴: 특정 키워드가 반복되는 수상한 리뷰들.&lt;/li&gt;
&lt;li&gt;&amp;lt;b=''&amp;gt;진짜 불만을 찾기 위한 피로감: 제품의 치명적인 단점을 찾기 위해 수백 개의 리뷰를 일일이 끝까지 읽어야 하는 수고로움.&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;결국 우리는 수많은 리뷰를 읽으며 에너지를 소모하다가, 지친 나머지 '에라 모르겠다'라는 마음으로 대충 구매를 결정해 버립니다. 이 과정에서 소모되는 우리의 &amp;lt;b=''&amp;gt;'시간'과 &amp;lt;b=''&amp;gt;'정신적 에너지' 또한 무시할 수 없는 쇼핑 실패 비용입니다. 리뷰를 분석하는 데 30분을 썼는데 결과적으로 실패한 제품을 샀다면, 그것은 이미 손해 보는 쇼핑인 셈이니까요.&lt;/p&gt;
&lt;h2 id=&quot;solution&quot; data-ke-size=&quot;size26&quot;&gt;데이터로 읽는 쇼핑: 이제 리뷰를 '읽지' 말고 '분석'하세요&lt;/h2&gt;
&lt;figure style=&quot;text-align: center; margin: 1.5em 0;&quot;&gt;&lt;img style=&quot;width: 100%; max-width: 720px; border-radius: 8px;&quot; src=&quot;https://plus.unsplash.com/premium_photo-1681487939788-c30fef0f64f3?crop=entropy&amp;amp;cs=tinysrgb&amp;amp;fit=max&amp;amp;fm=jpg&amp;amp;ixid=M3wxMjA3fDB8MXxzZWFyY2h8MXx8Y2xvc2UlMjB1cCUyMG9mJTIwbWFnbmlmeWluZyUyMGdsYXNzJTIwb3ZlciUyMHNtYXJ0cGhvbmUlMjBzY3JlZW4lMjBzaG9wcGluZyUyMGFwcHxlbnwwfDB8fHwxNzgxMjE1NTI4fDA&amp;amp;ixlib=rb-4.1.0&amp;amp;q=80&amp;amp;w=1080&quot; alt=&quot;Smartphone and control of different app. Online shopping, finance, banking and communication. Concept of optimization and seo. Mockup copy space screen. 3D rendering&quot; /&gt;&lt;/figure&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이제는 쇼핑의 패러다임이 바뀌어야 합니다. 수백 개의 리뷰를 눈으로 훑으며 광고인지 진심인지 가려내는 것은 너무나 비효율적인 작업입니다. 이제는 텍스트 속에 숨겨진 &amp;lt;b=''&amp;gt;핵심 데이터를 빠르게 추출해내는 스마트한 접근이 필요합니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;최근 주목받는 방식은 AI 기술을 활용해 방대한 리뷰 데이터를 요약하고, 긍정적인 요소와 부정적인 요소를 명확하게 구분하여 보여주는 것입니다. 사용자가 일일이 읽지 않아도 &amp;lt;b=''&amp;gt;'배송은 빠르지만 마감 처리가 아쉽다' 혹은 &amp;lt;b=''&amp;gt;'소음은 적지만 디자인이 사진과 다르다'와 같은 핵심 인사이트를 즉각적으로 얻을 수 있습니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이런 기술적 접근은 단순히 시간을 아껴주는 것을 넘어, 광고성 문구에 속아 '예쁜 쓰레기'를 구매할 확률을 획기적으로 낮춰줍니다. 데이터 기반의 객관적인 시각이 확보될 때, 비로소 우리는 감정이 아닌 이성적인 쇼핑을 할 수 있게 됩니다.&lt;/p&gt;
&lt;h2 id=&quot;conclusion&quot; data-ke-size=&quot;size26&quot;&gt;현명한 소비의 완성, 실패 없는 쇼핑의 시작&lt;/h2&gt;
&lt;figure style=&quot;text-align: center; margin: 1.5em 0;&quot;&gt;&lt;img style=&quot;width: 100%; max-width: 720px; border-radius: 8px;&quot; src=&quot;https://plus.unsplash.com/premium_photo-1683309563514-aff14da6c40d?crop=entropy&amp;amp;cs=tinysrgb&amp;amp;fit=max&amp;amp;fm=jpg&amp;amp;ixid=M3wxMjA3fDB8MXxzZWFyY2h8MXx8bWluaW1hbGlzdCUyMGFlc3RoZXRpYyUyMG9yZ2FuaXplZCUyMHNob3BwaW5nJTIwY2hlY2tsaXN0JTIwb24lMjBkZXNrfGVufDB8MHx8fDE3ODEyMTU1Mjl8MA&amp;amp;ixlib=rb-4.1.0&amp;amp;q=80&amp;amp;w=1080&quot; alt=&quot;a desk with a keyboard, a mouse, and a notebook&quot; /&gt;&lt;/figure&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;쇼핑의 목적은 단순히 물건을 소유하는 것이 아니라, 내 삶의 질을 높이는 도구를 찾는 과정입니다. 따라서 가장 저렴한 제품을 찾는 것보다 더 중요한 것은 &amp;lt;b=''&amp;gt;'실패 없는 제품을 찾는 것'입니다. 한 번의 잘못된 구매로 낭비되는 비용과 스트레스를 줄이는 것이야말로 진정한 의미의 스마트한 소비입니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;수많은 리뷰 속에서 길을 잃고 매번 쇼핑 후 후회하고 있다면, 이제는 새로운 도구를 활용해 보세요. AI가 복잡한 리뷰를 분석해 핵심만 짚어주는 &amp;lt;b=''&amp;gt;SHO-Q를 통해, 광고에 속지 않는 진짜 리뷰를 만날 수 있습니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;더 이상 리뷰를 읽느라 밤을 지새우지 마세요. 여러분의 쇼핑 시간을 아껴드리는 스마트한 디렉터가 되어드릴게요.&lt;/p&gt;
&lt;p style=&quot;text-align: center;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;a style=&quot;display: inline-block; padding: 15px 30px; background-color: #007bff; color: white; text-decoration: none; border-radius: 5px; font-weight: bold;&quot; href=&quot;https://shoq.latebloomerdev.kr&quot;&gt;AI 리뷰 분석 서비스 SHO-Q 바로가기&lt;/a&gt;&lt;/p&gt;
&lt;hr style=&quot;margin: 2em 0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;p style=&quot;text-align: center;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;a style=&quot;display: inline-block; padding: 12px 24px; background: #333; color: #fff; text-decoration: none; border-radius: 8px; font-weight: bold;&quot; href=&quot;https://shoq.latebloomerdev.kr&quot; target=&quot;_blank&quot; rel=&quot;noopener&quot;&gt; SHO-Q 바로가기 &amp;rarr; &lt;/a&gt;&lt;/p&gt;
&lt;/div&gt;</description>
      <author>latebloomerdev.</author>
      <guid isPermaLink="true">https://latebloomerdev.tistory.com/467</guid>
      <comments>https://latebloomerdev.tistory.com/467#entry467comment</comments>
      <pubDate>Fri, 12 Jun 2026 07:16:57 +0900</pubDate>
    </item>
    <item>
      <title>젠슨 황이 다녀간 붕어빵집, 누군가에겐 '기회'지만 누군가에겐 '재앙'인 이유</title>
      <link>https://latebloomerdev.tistory.com/466</link>
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alt=&quot;대표 이미지&quot; /&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;어느 날 갑자기 세계적인 CEO가 당신의 매장에 나타난다면, 당신은 그 행운을 감당할 준비가 되었습니까?&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;최근 엔비디아의 젠슨 황 CEO가 방문해 화제가 된 작은 붕어빵 가게 사례는 우리에게 중요한 질문을 던집니다. 이른바 '젠슨 황 특수'라 불리는 갑작스러운 트렌드의 파도는 예고 없이 밀려오며, 이는 모든 소상공인과 사업자에게 기회이자 동시에 거대한 위기가 되기도 합니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;현실은 냉정합니다. SNS에서 입소문이 나고 주문이 폭주하는 순간, 많은 운영자가 기쁨보다 당혹감을 먼저 느낍니다. 몰려드는 손님을 보며 웃어야 할 시간에 &lt;i&gt;&quot;재고가 어디 있지?&quot;, &quot;아르바이트생에게 이 공지를 어떻게 전달하지?&quot;&lt;/i&gt;라며 발을 동동 구르는 상황이 벌어지기 때문입니다. 준비되지 않은 상태에서 맞이한 행운은 결국 '운영의 한계'라는 벽에 부딪혀 불만 섞인 후기와 단골 이탈이라는 불운으로 변질되곤 합니다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;주문은 폭주하는데 재고는 '0'? 데이터 없는 경영의 위험성&lt;/h2&gt;
&lt;figure style=&quot;text-align: center; margin: 1.5em 0;&quot;&gt;&lt;img style=&quot;width: 100%; max-width: 720px; border-radius: 8px;&quot; src=&quot;https://plus.unsplash.com/premium_photo-1665203618989-e04554a539b1?crop=entropy&amp;amp;cs=tinysrgb&amp;amp;fit=max&amp;amp;fm=jpg&amp;amp;ixid=M3wxMjA3fDB8MXxzZWFyY2h8MXx8b3ZlcndoZWxtZWQlMjBzbWFsbCUyMGJ1c2luZXNzJTIwb3duZXIlMjBzdHJlc3N8ZW58MHwwfHx8MTc4MTEyOTAwMnww&amp;amp;ixlib=rb-4.1.0&amp;amp;q=80&amp;amp;w=1080&quot; alt=&quot;Tried young Asian office employee feeling sick and have a headache from a long working day at office&quot; /&gt;&lt;/figure&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;비즈니스의 성패는 트렌드를 읽는 눈이 아니라, 그 트렌드를 감당할 수 있는 &lt;b&gt;관리 시스템&lt;/b&gt;에서 결정됩니다. 갑작스러운 대란 상황에서 발생하는 손실은 생각보다 치명적입니다.&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;b&gt;기회비용의 상실:&lt;/b&gt; 창고 구석에 재고가 있음에도 정확한 수량을 파악하지 못해 '품절' 처리를 하며 매출 기회를 날립니다.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;고객 신뢰도 하락:&lt;/b&gt; 주문을 받은 뒤 뒤늦게 재고 부족을 확인하고 취소 통보를 하는 순간, 브랜드 이미지는 타격을 입습니다.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;운영 효율 저하:&lt;/b&gt; 급증한 업무량에 인력 배치가 꼬이고, 중요한 공지사항이 실시간으로 공유되지 않아 현장은 아수라장이 됩니다.&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이는 단순히 운의 문제가 아닙니다. &lt;b&gt;실시간 재고 파악과 유연한 인력 관리 시스템&lt;/b&gt;의 부재가 불러온 필연적인 결과입니다. 매출의 앞자리가 바뀌는 순간은 가장 혼란스러운 순간과 겹칩니다. 이때 경영자는 '감'이 아닌 '시스템'에 의존해야 중심을 잡을 수 있습니다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;대란 속에서도 평온함을 유지하는 운영의 기술&lt;/h2&gt;
&lt;figure style=&quot;text-align: center; margin: 1.5em 0;&quot;&gt;&lt;img style=&quot;width: 100%; max-width: 720px; border-radius: 8px;&quot; src=&quot;https://plus.unsplash.com/premium_photo-1665203683220-194c43a906cc?crop=entropy&amp;amp;cs=tinysrgb&amp;amp;fit=max&amp;amp;fm=jpg&amp;amp;ixid=M3wxMjA3fDB8MXxzZWFyY2h8MXx8bW9iaWxlJTIwYXBwJTIwaW52ZW50b3J5JTIwbWFuYWdlbWVudCUyMHJldGFpbHxlbnwwfDB8fHwxNzgxMTI5MDAzfDA&amp;amp;ixlib=rb-4.1.0&amp;amp;q=80&amp;amp;w=1080&quot; alt=&quot;Asian woman working at online store warehouse checking inventory stock parcel boxes on shelves, online e-commerce retail small business concept&quot; /&gt;&lt;/figure&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;1. 실시간 가시성 확보&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;성공하는 매장은 원재료와 완제품의 상태를 &lt;b&gt;초 단위로 파악&lt;/b&gt;합니다. 수기 장부나 기억에 의존하는 데이터가 아닌, 누구나 즉시 확인할 수 있는 디지털화된 재고 관리 체계를 갖추는 것이 우선입니다.&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;2. 즉각적인 소통 창구의 단일화&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;인력 충원이나 조리법 변경 등 긴급 상황일수록 카카오톡 단톡방보다 &lt;b&gt;명확한 기록이 남는 소통 채널&lt;/b&gt;이 필요합니다. 정보의 누락이 곧 실수가 되는 긴박한 상황을 방지하기 위함입니다.&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;3. 체계적인 근태 및 스케줄 관리&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;업무가 몰릴수록 직원의 피로도는 높아집니다. 유연한 인력 배치와 투명한 근태 관리는 내부 잡음을 최소화하고 서비스의 질을 유지하는 핵심 동력입니다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;복잡한 관리를 하나로, 비즈니스 파트너 'Companion'&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;재고 관리부터 근태, 긴급 공지 전파까지 각각 다른 도구로 관리하고 있다면 대란 상황에서 혼란은 가중될 뿐입니다. &lt;b&gt;Companion(컴패니언)&lt;/b&gt;은 현장의 페인 포인트를 정확히 관통하는 통합 솔루션을 제안합니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;Companion은 &lt;b&gt;재고관리, 근태관리, 공지사항 전파&lt;/b&gt; 기능을 하나의 플랫폼에 담았습니다. 창고에서 재고를 업데이트하면 매장 매니저가 즉시 확인하고, 인력 투입 상황에서도 근태 기록을 투명하게 남길 수 있습니다. 중요한 공지사항은 푸시 알림을 통해 전 직원에게 즉각 전달되어 정보 격차 없는 업무 환경을 조성합니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;단순한 관리 도구를 넘어, 갑작스러운 기회가 찾아왔을 때 그 파도를 타고 더 높이 도약할 수 있게 돕는 든든한 조력자가 되어줄 것입니다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;시스템을 갖추는 것이 진정한 비즈니스의 시작입니다&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;젠슨 황의 사례처럼 세상의 관심은 언제든 당신의 사업장을 향할 수 있습니다. 준비된 운영자는 '대박'을 터뜨리지만, 준비되지 않은 운영자는 '대란' 속에 침몰합니다. 지금 당장 매출이 폭발하지 않더라도 &lt;b&gt;시스템을 미리 구축해 두는 것&lt;/b&gt;이야말로 가장 수익률 높은 투자입니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;복잡한 대기업용 솔루션 대신, 우리 사업장에 딱 맞는 효율적인 관리 도구를 선택해 보세요. 시스템이 안착하는 순간, 경영자의 시야는 단순 업무에서 벗어나 더 큰 비즈니스의 확장으로 향하게 될 것입니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;a style=&quot;color: #007bff; text-decoration: underline;&quot; href=&quot;https://play.google.com/store/apps/details?id=com.kimji.comon&quot;&gt;  현장 맞춤형 관리 솔루션, Companion 자세히 보기&lt;/a&gt;&lt;/p&gt;
&lt;hr style=&quot;margin: 2em 0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;p style=&quot;text-align: center;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;a style=&quot;display: inline-block; padding: 12px 24px; background: #333; color: #fff; text-decoration: none; border-radius: 8px; font-weight: bold;&quot; href=&quot;https://play.google.com/store/apps/details?id=com.kimji.comon&quot; target=&quot;_blank&quot; rel=&quot;noopener&quot;&gt; Companion 바로가기 &amp;rarr; &lt;/a&gt;&lt;/p&gt;
&lt;/div&gt;</description>
      <author>latebloomerdev.</author>
      <guid isPermaLink="true">https://latebloomerdev.tistory.com/466</guid>
      <comments>https://latebloomerdev.tistory.com/466#entry466comment</comments>
      <pubDate>Thu, 11 Jun 2026 15:01:58 +0900</pubDate>
    </item>
    <item>
      <title>내 계좌만 제자리라면? 포트폴리오 'AI 농도'부터 체크해야 하는 이유</title>
      <link>https://latebloomerdev.tistory.com/465</link>
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alt=&quot;대표 이미지&quot; /&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;반도체에서 전력주까지, 쉴 틈 없는 AI 순환매 장세&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;엔비디아가 오를 땐 비중이 적어 아쉽고, 따라가려니 이미 시장의 관심은 변압기와 구리 같은 전력 인프라로 옮겨가 있습니다. &lt;b&gt;&quot;남들은 AI로 큰 수익을 냈다는데, 왜 내 계좌만 소외될까?&quot;&lt;/b&gt;라는 의문은 이제 개인의 고민을 넘어 시장의 구조적인 문제입니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;현재 시장은 단순히 종목 하나를 잘 고르는 단계를 넘어섰습니다. 하드웨어에서 소프트웨어로, 다시 인프라로 이어지는 &lt;b&gt;순환매 속도가 그 어느 때보다 빠르기 때문&lt;/b&gt;입니다. 지금 필요한 것은 추격 매수가 아니라, 내 포트폴리오가 현재 주도 테마를 얼마나 '제대로' 담고 있는지 객관적으로 파악하는 일입니다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;1. 내 포트폴리오의 진짜 'AI 농도'를 아시나요?&lt;/h2&gt;
&lt;figure style=&quot;text-align: center; margin: 1.5em 0;&quot;&gt;&lt;img style=&quot;width: 100%; max-width: 720px; border-radius: 8px;&quot; src=&quot;https://plus.unsplash.com/premium_photo-1682756540097-6a887bbcf9b0?crop=entropy&amp;amp;cs=tinysrgb&amp;amp;fit=max&amp;amp;fm=jpg&amp;amp;ixid=M3wxMjA3fDB8MXxzZWFyY2h8MXx8ZnV0dXJpc3RpYyUyMGFydGlmaWNpYWwlMjBpbnRlbGxpZ2VuY2UlMjBkaWdpdGFsJTIwYnJhaW4lMjBjb25jZXB0fGVufDB8MHx8fDE3ODExMjg5MzF8MA&amp;amp;ixlib=rb-4.1.0&amp;amp;q=80&amp;amp;w=1080&quot; alt=&quot;a computer circuit board with a brain in the middle of it&quot; /&gt;&lt;/figure&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;많은 투자자가 '기술주 ETF를 갖고 있으니 AI에 투자 중'이라고 생각합니다. 하지만 같은 테마라도 구성 종목과 비중은 천차만별입니다. 수익률의 격차는 바로 이 지점에서 발생합니다.&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;b&gt;명목상 비중 vs 실질 비중:&lt;/b&gt; 전체 자산 중 AI 관련 기술주가 차지하는 실제 비중을 정확히 계산해 보셨나요?&lt;/li&gt;
&lt;li&gt;&lt;b&gt;테마의 중복성:&lt;/b&gt; 여러 ETF를 보유하고 있다면, 특정 종목에 지나치게 쏠려 리스크가 커지지는 않았는지 확인해야 합니다.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;현금 비중의 함정:&lt;/b&gt; 대응 가능한 현금 흐름이 없는 상태에서의 몰빵은 투자가 아닌 투기에 가깝습니다.&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;결국 &lt;b&gt;'AI 농도'&lt;/b&gt;란 단순히 관련주 보유 여부가 아니라, 전체 자산 안에서 산업의 성장을 온전히 누릴 수 있도록 균형 있게 배분되었는지를 의미합니다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;2. 소외되지 않는 자산 관리의 핵심, '시각화'&lt;/h2&gt;
&lt;figure style=&quot;text-align: center; margin: 1.5em 0;&quot;&gt;&lt;img style=&quot;width: 100%; max-width: 720px; border-radius: 8px;&quot; src=&quot;https://plus.unsplash.com/premium_photo-1682309553075-c84ea8d9d49a?crop=entropy&amp;amp;cs=tinysrgb&amp;amp;fit=max&amp;amp;fm=jpg&amp;amp;ixid=M3wxMjA3fDB8MXxzZWFyY2h8MXx8dmlicmFudCUyMGdyZWVuJTIwc3RvY2slMjBtYXJrZXQlMjBncm93dGglMjBjaGFydCUyMHVwd2FyZCUyMHRyZW5kfGVufDB8MHx8fDE3ODExMjg5MzN8MA&amp;amp;ixlib=rb-4.1.0&amp;amp;q=80&amp;amp;w=1080&quot; alt=&quot;Yellow stair-growing bar chart and a growing arrow bar illuminating on orange background. showing growth business success. 3d render illustration.&quot; /&gt;&lt;/figure&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;시장의 색깔이 바뀔 때마다 종목을 갈아타는 매매는 정보가 늦은 개인 투자자에게 불리할 수밖에 없습니다. 소외되지 않는 가장 확실한 방법은 &lt;b&gt;자산의 시각화&lt;/b&gt;를 통해 포트폴리오의 체력을 기르는 것입니다.&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;테마별 비중을 한눈에 파악할 것&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;반도체, 전력망, 클라우드 등 AI라는 큰 줄기 아래 세부 테마들이 어떻게 나뉘어 있는지 확인해야 합니다. 특정 분야가 급등해 비중이 과도하게 높아졌다면, 일부 수익을 실현해 저평가된 다른 섹터로 옮기는 전략적 대응이 가능해집니다.&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;데이터에 기반한 리밸런싱&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;무작정 버티는 것이 능사는 아닙니다. 주기적인 점검을 통해 처음 계획했던 자산 배분 원칙에서 얼마나 벗어났는지 확인하고, 이를 조정하는 과정이 반드시 필요합니다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;3. 복잡한 계산 없이 전략에만 집중하는 법&lt;/h2&gt;
&lt;figure style=&quot;text-align: center; margin: 1.5em 0;&quot;&gt;&lt;img style=&quot;width: 100%; max-width: 720px; border-radius: 8px;&quot; src=&quot;https://plus.unsplash.com/premium_photo-1673797037701-76fbcec440b8?crop=entropy&amp;amp;cs=tinysrgb&amp;amp;fit=max&amp;amp;fm=jpg&amp;amp;ixid=M3wxMjA3fDB8MXxzZWFyY2h8MXx8cHJvZmVzc2lvbmFsJTIwcGVyc29uJTIwYW5hbHl6aW5nJTIwZmluYW5jaWFsJTIwZGF0YSUyMG9uJTIwdGFibGV0JTIwaW4lMjBicmlnaHQlMjBvZmZpY2V8ZW58MHwwfHx8MTc4MTEyODkzNHww&amp;amp;ixlib=rb-4.1.0&amp;amp;q=80&amp;amp;w=1080&quot; alt=&quot;a woman sitting at a desk writing on a tablet&quot; /&gt;&lt;/figure&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;문제는 개인이 매일 변하는 주가와 환율을 반영해 테마별 비중을 계산하기란 불가능에 가깝다는 점입니다. 해외 주식과 국내 주식, 여러 계좌에 흩어진 ETF까지 합쳐지면 관리는 더 어려워집니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이러한 번거로움을 해결하기 위해 &lt;b&gt;BeRich(비리치)&lt;/b&gt; 같은 포트폴리오 대시보드가 활용됩니다. 일일이 계산할 필요 없이 자산 데이터를 연결하는 것만으로 현재 포트폴리오의 '진짜 모습'을 마주할 수 있습니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;투자자가 금융 데이터에 매몰되지 않고 오직 '전략'에만 집중할 수 있도록 돕는 도구를 활용해 보세요. 내 자산이 어떤 테마에 얼마나 노출되어 있는지 시각적으로 확인하는 것만으로도 시장의 변화에 흔들리지 않는 단단한 포트폴리오를 구축할 수 있습니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;a style=&quot;color: #007bff; font-weight: bold; text-decoration: underline;&quot; href=&quot;https://berich.latebloomerdev.kr&quot;&gt;  내 자산의 AI 비중, BeRich 대시보드로 확인하기&lt;/a&gt;&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;마치며: 다음 상승장을 기다리는 올바른 자세&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;투자의 대가들은 &lt;b&gt;&quot;수익은 시장을 예측하는 것이 아니라, 시장에 머무르는 인내에서 나온다&quot;&lt;/b&gt;고 말합니다. 하지만 무작정 견디는 인내는 고통일 뿐입니다. 내 자산이 어디에, 어떻게 투자되어 있는지 정확히 알고 있다면 시장의 변동성은 두려움이 아닌 기회가 됩니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;지금 여러분의 포트폴리오는 다음 상승 테마를 맞이할 준비가 되어 있나요? 오늘 바로 내 자산의 'AI 지수'를 점검해 보시길 바랍니다. 균형 잡힌 포트폴리오가 내일의 수익률을 결정합니다.&lt;/p&gt;
&lt;hr style=&quot;margin: 2em 0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;p style=&quot;text-align: center;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;a style=&quot;display: inline-block; padding: 12px 24px; background: #333; color: #fff; text-decoration: none; border-radius: 8px; font-weight: bold;&quot; href=&quot;https://berich.latebloomerdev.kr&quot; target=&quot;_blank&quot; rel=&quot;noopener&quot;&gt; BeRich 바로가기 &amp;rarr; &lt;/a&gt;&lt;/p&gt;
&lt;/div&gt;</description>
      <author>latebloomerdev.</author>
      <guid isPermaLink="true">https://latebloomerdev.tistory.com/465</guid>
      <comments>https://latebloomerdev.tistory.com/465#entry465comment</comments>
      <pubDate>Thu, 11 Jun 2026 11:01:51 +0900</pubDate>
    </item>
    <item>
      <title>젠슨 황이 다녀간 그 노포, '운'이었을까 '실력'이었을까?</title>
      <link>https://latebloomerdev.tistory.com/464</link>
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alt=&quot;대표 이미지&quot; /&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;내일 아침, 우리 매장 앞에 500명의 대기 줄이 생긴다면 당신은 웃을 수 있습니까?&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;최근 엔비디아(NVIDIA)의 젠슨 황 CEO가 한국의 한 평범한 노포를 방문해 화제가 되었습니다. 해당 매장은 순식간에 '성지'가 되었고, 평소보다 몇 배는 많은 손님이 몰려들었죠. 모든 사장님이 꿈꾸는 &lt;b&gt;'우연한 대박'&lt;/b&gt;의 순간입니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;하지만 냉정하게 자문해 보아야 합니다. 갑작스러운 행운을 온전히 매출로 전환할 체력이 우리에게 있는가? 준비되지 않은 상태에서 맞이하는 과도한 관심은 때로 비즈니스를 회복 불가능한 상태로 몰아넣는 '독배'가 되기도 합니다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;준비되지 않은 '대박'이 초래하는 3가지 경영 리스크&lt;/h2&gt;
&lt;figure style=&quot;text-align: center; margin: 1.5em 0;&quot;&gt;&lt;img style=&quot;width: 100%; max-width: 720px; border-radius: 8px;&quot; src=&quot;https://plus.unsplash.com/premium_photo-1739413060969-c830c2d1955b?crop=entropy&amp;amp;cs=tinysrgb&amp;amp;fit=max&amp;amp;fm=jpg&amp;amp;ixid=M3wxMjA3fDB8MXxzZWFyY2h8MXx8YXV0aGVudGljJTIwdHJhZGl0aW9uYWwlMjBsb2NhbCUyMHJlc3RhdXJhbnQlMjBhbGxleXdheXxlbnwwfDB8fHwxNzgxMTI4ODUwfDA&amp;amp;ixlib=rb-4.1.0&amp;amp;q=80&amp;amp;w=1080&quot; alt=&quot;A narrow alley way with a person walking down it&quot; /&gt;&lt;/figure&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;갑작스러운 수요 폭발은 매장 운영 시스템의 가장 약한 고리부터 무너뜨립니다. 현장에서 반복되는 치명적인 리스크는 다음과 같습니다.&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;1. 재고 소진으로 인한 고객 경험의 단절&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;어렵게 방문한 고객이 &quot;재료가 떨어졌습니다&quot;라는 말을 듣고 발길을 돌릴 때, 매장은 단순한 매출 손실 이상의 타격을 입습니다. &lt;b&gt;부정적인 경험은 긍정적인 경험보다 7배 빠르게 확산됩니다.&lt;/b&gt; 실시간 재고 파악이 안 되는 매장은 기회가 왔을 때 오히려 브랜드 이미지를 실추시키게 됩니다.&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;2. 인력 관리 혼란과 서비스 퀄리티 저하&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;손님이 몰리면 직원들의 업무 강도는 한계치에 도달합니다. 이때 근태 관리가 허술하거나 업무 분담이 명확하지 않으면 현장은 아수라장이 됩니다. 지친 직원의 불친절함은 곧바로 고객 불만으로 이어지며, 이는 대박 이후의 '재방문율'을 처참하게 떨어뜨리는 원인이 됩니다.&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;3. 정보 공유 미숙지로 인한 운영 사고&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;긴급한 상황일수록 사장님의 지시 사항이 현장에 정확히 전달되어야 합니다. 카톡이나 구두 전달에 의존하는 매장은 중요한 공지가 누락되기 십상입니다. 이벤트 품목 착오나 가격 오기재 등의 실수는 곧바로 금전적 손실과 신뢰도 하락으로 연결됩니다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;직관의 영역을 데이터와 시스템의 영역으로 전환하십시오&lt;/h2&gt;
&lt;figure style=&quot;text-align: center; margin: 1.5em 0;&quot;&gt;&lt;img style=&quot;width: 100%; max-width: 720px; border-radius: 8px;&quot; src=&quot;https://plus.unsplash.com/premium_photo-1670183859029-99a0a2c1912b?crop=entropy&amp;amp;cs=tinysrgb&amp;amp;fit=max&amp;amp;fm=jpg&amp;amp;ixid=M3wxMjA3fDB8MXxzZWFyY2h8MXx8YWJzdHJhY3QlMjBzdHJhdGVneSUyMGNoZXNzJTIwYm9hcmR8ZW58MHwwfHx8MTc4MTEyODg1MXww&amp;amp;ixlib=rb-4.1.0&amp;amp;q=80&amp;amp;w=1080&quot; alt=&quot;a chess board with pieces&quot; /&gt;&lt;/figure&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;많은 사장님이 매장 운영을 본인의 '직관'에 의존합니다. 하지만 &lt;b&gt;지속 가능한 성장(Sustainable Growth)&lt;/b&gt;은 사장님이 자리를 비워도 돌아가는 시스템 위에서만 가능합니다. 시스템이 갖춰진 매장은 갑작스러운 수요 폭발을 '위기'가 아닌 '도약의 발판'으로 삼습니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;데이터를 기반으로 재고를 관리하고, 표준화된 프로세스로 인력을 효율적으로 배치하며, 모든 팀원이 실시간으로 정보를 공유하는 환경. 이것이 바로 젠슨 황의 방문을 '실력'으로 증명해낼 수 있는 매장의 조건입니다. 단순 반복 업무를 자동화하고, 사장님은 오직 &lt;b&gt;'고객 가치'&lt;/b&gt;에만 집중할 수 있는 환경을 구축해야 합니다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;성장의 병목 현상을 해결하는 관리 도구, Companion&lt;/h2&gt;
&lt;figure style=&quot;text-align: center; margin: 1.5em 0;&quot;&gt;&lt;img style=&quot;width: 100%; max-width: 720px; border-radius: 8px;&quot; src=&quot;https://plus.unsplash.com/premium_photo-1665203683220-194c43a906cc?crop=entropy&amp;amp;cs=tinysrgb&amp;amp;fit=max&amp;amp;fm=jpg&amp;amp;ixid=M3wxMjA3fDB8MXxzZWFyY2h8MXx8bWluaW1hbGlzdCUyMGRpZ2l0YWwlMjBpbnZlbnRvcnklMjBtYW5hZ2VtZW50fGVufDB8MHx8fDE3ODExMjg4NTJ8MA&amp;amp;ixlib=rb-4.1.0&amp;amp;q=80&amp;amp;w=1080&quot; alt=&quot;Asian woman working at online store warehouse checking inventory stock parcel boxes on shelves, online e-commerce retail small business concept&quot; /&gt;&lt;/figure&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;복잡한 ERP 시스템이나 고가의 솔루션이 정답은 아닙니다. 중요한 것은 현장에서 즉시 작동하는 효율성입니다. &lt;b&gt;Companion&lt;/b&gt;은 현장 경영의 핵심인 &lt;b&gt;재고 관리, 근태 관리, 공지사항 공유&lt;/b&gt;를 하나의 인터페이스로 통합하여 운영의 난이도를 낮춥니다.&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;b&gt;디지털 재고 추적:&lt;/b&gt; 수기 관리의 허점을 없애고 누수되는 비용을 실시간으로 차단합니다.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;투명한 근태 프로세스:&lt;/b&gt; 명확한 출퇴근 기록 관리를 통해 노무 리스크를 방지하고 조직의 신뢰를 높입니다.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;중앙 집중형 정보 전달:&lt;/b&gt; 모든 팀원의 공지 확인 여부를 체크하여 업무 누락과 소통 오류를 원천 차단합니다.&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;운영 리소스를 줄이는 이 작은 변화가, 기회가 왔을 때 그것을 거대한 매출로 바꾸는 결정적 차이를 만듭니다. 준비된 자에게만 기회는 실력이 됩니다. 지금 우리 매장에 필요한 시스템이 무엇인지 점검해 볼 때입니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;a style=&quot;color: #007bff; text-decoration: underline;&quot; href=&quot;https://play.google.com/store/apps/details?id=com.kimji.comon&quot;&gt;매장 운영 효율화를 위한 시스템 확인하기&lt;/a&gt;&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;마치며: 시스템은 성장을 가로막는 장애물을 제거하는 과정입니다&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;비즈니스에서 운은 통제할 수 없지만, 준비는 통제할 수 있습니다. 시스템을 구축하는 것은 단순히 일을 편하게 하려는 것이 아닙니다. 매장의 성장을 가로막는 보이지 않는 장애물들을 하나씩 제거해 나가는 과정입니다. 오늘 구축한 작은 시스템이, 내일 찾아올 '젠슨 황'을 맞이할 가장 강력한 무기가 될 것입니다.&lt;/p&gt;
&lt;hr style=&quot;margin: 2em 0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;p style=&quot;text-align: center;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;a style=&quot;display: inline-block; padding: 12px 24px; background: #333; color: #fff; text-decoration: none; border-radius: 8px; font-weight: bold;&quot; href=&quot;https://play.google.com/store/apps/details?id=com.kimji.comon&quot; target=&quot;_blank&quot; rel=&quot;noopener&quot;&gt; Companion 바로가기 &amp;rarr; &lt;/a&gt;&lt;/p&gt;
&lt;/div&gt;</description>
      <author>latebloomerdev.</author>
      <guid isPermaLink="true">https://latebloomerdev.tistory.com/464</guid>
      <comments>https://latebloomerdev.tistory.com/464#entry464comment</comments>
      <pubDate>Thu, 11 Jun 2026 09:01:51 +0900</pubDate>
    </item>
    <item>
      <title>70% 세일의 배신, 쇼핑 고수들이 '당근'에 물건 안 내놓는 진짜 이유</title>
      <link>https://latebloomerdev.tistory.com/463</link>
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alt=&quot;대표 이미지&quot; /&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;분명 '득템'인 줄 알았는데, 일주일 뒤 당근마켓에 올리고 있는 내 모습이 지겹다면&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;인스타그램 광고나 쇼핑몰 메인에 뜬 &lt;b&gt;'마지막 수량', '70% 파격 세일'&lt;/b&gt;이라는 문구에 홀려 결제 버튼을 눌렀던 경험, 누구나 한 번쯤은 있습니다. 택배 상자를 뜯을 때까지만 해도 성공한 쇼핑이라 확신하지만, 막상 꺼내 본 물건은 소재가 엉망이거나 사이즈가 애매해 결국 며칠 뒤 당근마켓에 &lt;b&gt;'단순 변심으로 내놓습니다'&lt;/b&gt;라는 글을 올리게 되죠.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;고물가 시대에 조금이라도 아껴보려 선택한 할인 제품이 오히려 돈 낭비가 되는 아이러니는 여러분의 잘못이 아닙니다. 쏟아지는 할인 경쟁과 교묘해진 마케팅 속에서 소비자가 진짜 '알짜'를 찾아내는 것은 점점 더 불가능에 가까워지고 있으니까요.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;별점 5점의 배신, 우리가 매번 쇼핑에 실패하는 이유&lt;/h2&gt;
&lt;figure style=&quot;text-align: center; margin: 1.5em 0;&quot;&gt;&lt;img style=&quot;width: 100%; max-width: 720px; border-radius: 8px;&quot; src=&quot;https://plus.unsplash.com/premium_photo-1713586579594-f3b6b1ef03ca?crop=entropy&amp;amp;cs=tinysrgb&amp;amp;fit=max&amp;amp;fm=jpg&amp;amp;ixid=M3wxMjA3fDB8MXxzZWFyY2h8MXx8Y2x1dHRlcmVkJTIwd2FyZHJvYmUlMjBvdmVyZmxvd2luZyUyMHdpdGglMjBjbG90aGVzfGVufDB8MHx8fDE3ODExMjU1Mjd8MA&amp;amp;ixlib=rb-4.1.0&amp;amp;q=80&amp;amp;w=1080&quot; alt=&quot;a pile of clothes sitting on top of a white floor&quot; /&gt;&lt;/figure&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;보통 물건을 살 때 '리뷰'를 참고하지만, 요즘 리뷰를 100% 믿는 사람은 드뭅니다. 쇼핑몰마다 가득한 &lt;b&gt;광고성 리뷰와 조작된 평점의 함정&lt;/b&gt;을 파악하지 못하면 실패할 확률은 여전히 높습니다.&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;쇼핑 실패를 부르는 3가지 신호&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;b&gt;알맹이 없는 칭찬:&lt;/b&gt; &quot;너무 좋아요&quot;, &quot;배송 빨라요&quot;처럼 제품 자체에 대한 구체적인 정보가 없는 리뷰들.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;극단적인 평점 분포:&lt;/b&gt; 5점 아니면 1점만 가득하다면, 중간 단계의 솔직한 피드백이 실종되었을 가능성이 큽니다.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;가격에 가려진 품질:&lt;/b&gt; '싸니까 이 정도는 참아야지'라며 품질 불만을 스스로 합리화하게 만드는 심리적 장치.&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;진정한 가성비는 숫자로 된 할인율이 아니라, &lt;b&gt;제품을 실제로 사용해본 사람들이 남긴 구체적인 경험&lt;/b&gt; 속에 있습니다. 하지만 수천 개의 리뷰를 일일이 분석하기엔 우리의 시간은 너무나 소중합니다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;텍스트 속에 숨겨진 '진짜 단점'을 찾아내는 기술&lt;/h2&gt;
&lt;figure style=&quot;text-align: center; margin: 1.5em 0;&quot;&gt;&lt;img style=&quot;width: 100%; max-width: 720px; border-radius: 8px;&quot; src=&quot;https://plus.unsplash.com/premium_photo-1752091700182-496f6080e264?crop=entropy&amp;amp;cs=tinysrgb&amp;amp;fit=max&amp;amp;fm=jpg&amp;amp;ixid=M3wxMjA3fDB8MXxzZWFyY2h8MXx8bWluaW1hbGlzdCUyMGx1eHVyeSUyMGZhc2hpb24lMjBkZXRhaWx8ZW58MHwwfHx8MTc4MTEyNTUyOHww&amp;amp;ixlib=rb-4.1.0&amp;amp;q=80&amp;amp;w=1080&quot; alt=&quot;Stylish clothes and accessories are packed.&quot; /&gt;&lt;/figure&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;쇼핑 승률을 높이는 핵심은 화려한 상세페이지가 아니라, &lt;b&gt;리뷰 텍스트 속에 반복되는 키워드&lt;/b&gt;를 파악하는 것입니다. 쇼핑 고수들은 단순히 '좋다'는 말보다 구체적인 피드백에 집중합니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;예를 들어, 여름 의류를 살 때 &lt;b&gt;&quot;세탁 후 변형&quot;, &quot;비침 정도&quot;, &quot;땀 흡수력&quot;&lt;/b&gt; 같은 키워드가 반복적으로 등장하는지 살펴보는 식입니다. 수많은 구매자가 공통으로 언급하는 불편함이 있다면, 아무리 할인을 많이 해도 사지 말아야 할 제품이라는 강력한 신호입니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;문제는 이 방대한 데이터를 개인이 분석하기엔 한계가 있다는 점입니다. 퇴근 후 잠깐 짬을 내어 쇼핑하는데, 리뷰를 수백 페이지씩 넘겨보고 있을 수는 없으니까요.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;수만 개의 리뷰를 3초 만에 분석하는 법, 'SHO-Q'&lt;/h2&gt;
&lt;figure style=&quot;text-align: center; margin: 1.5em 0;&quot;&gt;&lt;img style=&quot;width: 100%; max-width: 720px; border-radius: 8px;&quot; src=&quot;https://plus.unsplash.com/premium_photo-1661774910035-05257f7d73a6?crop=entropy&amp;amp;cs=tinysrgb&amp;amp;fit=max&amp;amp;fm=jpg&amp;amp;ixid=M3wxMjA3fDB8MXxzZWFyY2h8MXx8cGVyc29uJTIwdXNpbmclMjBzbWFydHBob25lJTIwZm9yJTIwc21hcnQlMjBzaG9wcGluZ3xlbnwwfDB8fHwxNzgxMTI1NTMwfDA&amp;amp;ixlib=rb-4.1.0&amp;amp;q=80&amp;amp;w=1080&quot; alt=&quot;Young lady use cellphone order online shopping product and paying bills with banking app with transaction successful. Stay at house, Quarantine activity, Fun activity for coronavirus prevention.&quot; /&gt;&lt;/figure&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;최근 스마트한 쇼퍼들 사이에서 &lt;b&gt;AI를 활용해 리뷰의 핵심만 짚어내는 방식&lt;/b&gt;이 주목받는 이유입니다. 일일이 리뷰를 읽는 수고를 덜면서 광고성 글을 걸러내고, 실제 사용 만족도만 추출해내는 도구가 쇼핑의 기준을 바꾸고 있습니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;SHO-Q(쇼큐)&lt;/b&gt;는 복잡한 과정 없이 제품 링크만으로 수만 개의 리뷰를 순식간에 분석합니다. AI가 &lt;b&gt;'진짜 장점'과 '치명적인 단점'&lt;/b&gt;을 한눈에 보기 쉽게 요약해주어 의사결정을 돕습니다.&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;데이터가 제안하는 스마트한 쇼핑 방식&lt;/h3&gt;
&lt;ol style=&quot;list-style-type: decimal;&quot; data-ke-list-type=&quot;decimal&quot;&gt;
&lt;li&gt;&lt;b&gt;감성 분석:&lt;/b&gt; 단순 평점이 아닌, 리뷰어들의 실제 만족도를 데이터로 환산해 객관화합니다.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;핵심 키워드 추출:&lt;/b&gt; 구매자들이 가장 많이 언급한 품질 이슈와 불만 사항을 즉시 파악합니다.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;객관적 의사결정:&lt;/b&gt; 광고 문구에 휘둘리지 않고 데이터에 기반해 구매 여부를 결정합니다.&lt;/li&gt;
&lt;/ol&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;무분별한 할인에 현혹되어 장바구니를 채우기보다, 나보다 먼저 써본 사람들의 집단지성을 AI의 눈으로 빌려보는 것이 고물가 시대를 살아가는 가장 똑똑한 기술입니다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;이번 여름, 더 이상 실패 없는 쇼핑을 위하여&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;여름 휴가 준비로 쇼핑 리스트가 길어지는 요즘, '역대급 할인'에 속아 반품비만 날리거나 당근마켓에 물건을 올리는 수고는 이제 그만해도 좋습니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;진정한 가성비는 꼼꼼한 데이터 확인에서 나옵니다. 지금 장바구니에 담아둔 그 제품, 정말 사도 괜찮을지 궁금하다면 3초만 투자해 분석 결과를 확인해보세요. 현명한 소비가 통장 잔고와 삶의 질을 모두 지켜줄 것입니다.&lt;/p&gt;
&lt;p style=&quot;text-align: center; margin-top: 30px;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;a style=&quot;background-color: #007bff; color: white; padding: 15px 25px; text-decoration: none; border-radius: 5px; font-weight: bold;&quot; href=&quot;https://shoq.latebloomerdev.kr&quot;&gt;  AI가 분석한 진짜 리뷰 요약 확인하기&lt;/a&gt;&lt;/p&gt;
&lt;hr style=&quot;margin: 2em 0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;p style=&quot;text-align: center;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;a style=&quot;display: inline-block; padding: 12px 24px; background: #333; color: #fff; text-decoration: none; border-radius: 8px; font-weight: bold;&quot; href=&quot;https://shoq.latebloomerdev.kr&quot; target=&quot;_blank&quot; rel=&quot;noopener&quot;&gt; SHO-Q 바로가기 &amp;rarr; &lt;/a&gt;&lt;/p&gt;
&lt;/div&gt;</description>
      <author>latebloomerdev.</author>
      <guid isPermaLink="true">https://latebloomerdev.tistory.com/463</guid>
      <comments>https://latebloomerdev.tistory.com/463#entry463comment</comments>
      <pubDate>Thu, 11 Jun 2026 06:31:51 +0900</pubDate>
    </item>
    <item>
      <title>50% 할인인데 왜 장바구니에서 멈칫할까? 후회 없는 쇼핑을 위한 3가지 필터</title>
      <link>https://latebloomerdev.tistory.com/462</link>
      <description>&lt;div style=&quot;max-width: 720px; margin: 0 auto; font-family: 'Noto Sans KR', sans-serif; line-height: 1.8;&quot;&gt;&lt;img style=&quot;width: 100%; max-width: 720px; border-radius: 12px;&quot; 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3EPwQf4pzazbR2STCI2hibfkziLO7p1Oa9otdW/4Xt+z34guPEFlZ/wDCV+GonmhuoItgkKoXUgZJUSBWRl5GRuA6AcrrsqT/APBPGeaM5R7yNl+hv1qZVGl5hc5Lw18ONK1H4BeI/iVd6leRXOkTyRrbRopjcKIjk55/5aH8q8wRg6K46MMivoLwd/yYz8Qv+vqb/wBBtq+erX/j1i/3B/KrjJuTQEtdf4c+GPj3xFo8OsaJ4Yvb6wn3eVPHt2ttYqcZPYgj8K5Cuk034hfELRtHttI8P+M9U0iwtt/lwW5XaNzbj1HqSfxqpXtoM3B8F/il/wBCXqX/AI5/8VS/8KX+KX/Ql6l/45/8VXv37Kep+P8AxN8NPFl/rXibUNUu5Xa20ye52gwyCIklcAfxOn5V8yWfxV+MUlurXHxI1+GYZWSM7AUYHBB46gis1ObdkhXZa8AeEG1z4n2HgvWGnsJJbx7S52gF4XXduHPGQVxTPjB4bsPBXxR1nwdYXdxdppq25MsygM3mwpJ24/iIrT/Zx+1yfHjQry/vpr68vNVkubieX7zyOrFifqcn8a6L9o3wR401T9onxfqmmeEfEF9YXCWPk3Nvps0kUm21jVtrqpBwQQcHgiqcmpJMDzDQ9G1fXbw2WiaVfanchDIYbS3aVwowC21QTjkc+9Vbq3ntLqW1uoZILiFzHLFIpV0YHBUg8ggjBFe4fsXxSwfGW8hmjeOWPSp1dHUhlYSRAgg9DXjfjGSSX4j+NTJI77fEl+q7jnAE7YH0quf3uUd9RuiaNq+uXhstF0u+1O6CFzDaQNK4UYy21QTjkc+9Vru3uLO7mtLuCW3uIHaOWKVCrxupwVYHkEEEEGva/wBir/ksM3/YJn/9DjryLxzLJL8UfHfmSO+3xRqKruOcATtgD2o5/e5Qvqd38e/hzpHw40/whNZ6ne3k3iCKZ2WZFAjMaRNxj/roevpXmNe/ftv/APHj8I/+va9/9E21eA0qUnJahF3Oq8O/Dnxx4i0qPVdE8M39/ZSFlSaJAVJU4I69iK0h8Hfif/0JWq/9+x/jWNpXxB+IOiaPBpHh3xjqOj2ULMywwBCuWOT1Hrk1OPip8X/+ina3/wB8x/8AxNDc76Iepp/8Ke+J3/Qlar/37H+NVdV+FvxC0rTbjUtR8J6lbWltGZJpXQBUUcknmq//AAtP4v8A/RTtb/75j/8Aia9t8O+IvEus/sX/ABB1PxNr13q98DdRR3M+A6x+VCAo2gcZLH8alznHVoTbR801KIJ/I8/yZPK/v7Tt/Oqdhn7Db5JJ8pck/SvorxDcTWv/AAT9mmgcpILtACB66iBVynyq427Hz7RRRWozqfhN4YtvGXxC0nwzd3MttBfO6vLEAWXbGzcZ4/hqH4o6HY+FPiXrvhKxuZ7mPSpI0MsygM2+JX7cfxV0v7Mn/JdPDP8A12l/9ESVlftB/wDJx/j3/r5tf/SaOsnJqokLqcdWtL4Y8Sxab/acnh7Vksdu77S1lIIseu/GMfjXr/7LPhbQxb698S/FUKSaV4bhaSJZF3KJEQyO+DwSigYHqwPUCs7wt+1R8QtQ8aLrGoWOlR+E5Z9v9mLCTMsGcbhJnJcDuflJzwARhSqPm5UriueN13vjX4cHwv8ACfw94/udbilj1u5itorQW5VkaRJGHzZOf9WR0HWul/ax8H6X4Z8Z6ZregwxRaR4jt3niSEYjSZNpfaOysrqwH+924rV/aF/5NE+F3/Ycsv8A0Rc0SqaJoLnJ+N/h5pHhz4E+H/iH/aV5Jd6tdxW7WxRfLQv5nQ9f4B+deaV7z8cP+TLvAP8A2GLX/wBuK8GqqUm73GmWNNsrzUb2Oy0+0uLy6lO2OGCMyO59Ao5NP1XTdR0m+ex1WwurC7jALwXMLRyLkZGVYAjIINdt+ziM/G3wxj/n7P8A6Lan/tSSyt+0p4sieRzGsFiUUngZtkzgU3O0+UL6nnlemWPw70mT9nnWPifdaleJc6fKUFsiKY2HmRpz3/j/AErzOvfIv+TCPF3/AF8H/wBKIKVWTjG6Bux4IhDKGHQjNLTIP9Sn+6KfWiKNrwr4U8R+Kpp4fDukXOpSW6hpVgXJQE4BNdB/wqD4m/8AQl6r/wB+x/jXqn7DH/Ix+Jv+vSH/ANDavDdL+Lnxfv7QXR+JWtR7ncbQsZAwxH932rKVSXNyxRLbvZG//wAKg+Jn/Qmar/37H+NcNX1F+xr4r8aeI9d8QxeKfFd/rkUNrC0KXIUCNizZIwB1r5++GXwp+IviTwPp+t6V4duL2yuvMaKfz4hvAkZf4mB6gjn0ojVfNaWgJ66nU/EH4e6R4W+CPhrx+NSvJbvWbuC2a3ZF8tDIkjcEc/8ALMfnXmtfQn7Tul3+ifsqeANJ1S3a2vbXXLKOaIsCUYRXHGQSK8N8LQaTdeI9Ot9eu5bPSpLhFvJ4hl4oifmYcHkD2P0p0puV7ji7nUfCf4bXvxCGpm01rS9LGn+VvN65Xf5m/G3APTYc/UV1+r/s96npuk3moy+NPDDx2sDzMqTtuYKpYgcdeKrXOh/sp3jnTJvihr0rPIIzF9mk5bdwOLb1rY+I/wAC/wBm/wCHc9lB4y8Wa9pUl8rvbBgZPMCkBuY4GxjcOvrWUqzvoyXI8EhkjmiWWJw6MMqwPBFepfDP4b6X4n+F/i/xffald20ugW80yRRKpWTy4DJznntjiuc+JP8AwpHSNL0u2+Gni/U9cvJbnyZYJ4WVYo9pw2WiTvgdT16V6x8CP+Taviv/ANg68/8ASN60nVvC8Rt6XR88WsyXFtHcR52SIHXI5wRmuy+FvhLTPGGs3Vjqviqw8NQW9qZxdXm3Y5DKNnzOozhievY1zHw1uNGtLrQrnxDZS3ukxiJru3iOHkjwMqDkc/iK9i0/xd8BNbvW0vS/gV471WZ8r5NtE8pcdCcC46U5VOWI27Im/wCFL+BP+i6+Ef8AvuH/AOP14zqsdjba5qmn6fqUOp29hezWi3cI+SbYxXevJGCMEYJHPU17zdeG/hNa2v2mX9lf4heXjPyWbOwHuq3JI/KuL1fxz+z/AGui6jY6N8GPF2n6iYZVgLqyrHOVIVmH2g9Gxng9OhrKFaV9dSYyF+G3w40vxN8LvF/jC+1K7tpdAt5pkiiVSsnlwGTnPPbHFeXWsyXNtFcR52SIHXI5wRmvon9mu1v9b/Zw+JFlaWUj6hfWNzDDbL99pXtGVUGcckkCvF7z4deN/C3ha1vfEPhu+062jjjieSZQAHI4HXrxW0Z3m0yk9TCpa9Q8OftBfELwn4Z03w74f0fwtPaWURjD30U5kPzE8lJAO57V6N+0n4+17TPh78IvEM0NjHrd3qdrqk9uiN5BZYN7IATu25kA6596Uqri7NCcrHzTXV/CTwvbeM/iFpXhm7uZbWC9MgaWIAsu2J3GM8dVxX0j+zZ8XPG3xG8T6zZ+JNN8P2mnWVqJYXsElWQsXAAfe7DG3PTvXgH7JWoTar8a9A1Cd97T3V44O0DjypsdKPat3TVmHMYHxJ0ex8M/EfXvCljcz3KaTMkRllUBm3IrduO9UtE0PWtcnMGi6Rf6lKOqWtu8pH1Cg4rY+Of/ACcR4/8A+v2D/wBEJU3hr4peP/BvhKfQPBepWWm/aLz7TJcy2qzSKSgUhQ4K/wAK9V/GqjOTpp7spN2EvPhl8QrSzN5ceDdbSFRlmFoxKj1IAyBXJEEEgggjqDXo/gf47fFrRdft7zXPFy6/p/mA3VlcafDGHTPzbHQBkbGcHJGeoPSuq/bS0PTNG8beHtb0+GOH/hIoLgTrGMBpYdjeZj1ZZOf9wdyaUakk7TVrhzO+p4cKWkFKMZ56Vsygr1jwd8LfB2s+FdP1nVvi54f0G5u0Zmsbryg8WGK4O6dT0APQdat3viX9l60unt5NE8YOyYyY45WU5GeDvpYJv2aNeCvb+AvHuphSQpj06eXHqOGNc86+lloQ5E1x8Ifh5DbySr8ePCjlELBQ0GWwOn/HxXiNncwXlslzbvviflWwRnnHevZ7/T/2aNPjaS/+GHj60RRlmn0i4QAe+TVWDxR+ytBEsUPh7xjHGv3VWCUAf+P1MK7XxaiUu55RUtnbyXd5DawgGSaRY0ycDJOB/OpNe1Tw9qnirVX8J2V9a6GkqizF2CJCpUZyDz1z3NeoeGvhv8PrvQNN1TVfjZ4b0K+uYFmezuZIFkgb+6d06nI+grodSKjzMvmVrlj/AIZy+Jf/AD7aZ/4Gj/CuI+I/gPX/AABfWdl4iW1jmvI2khWGcPlVIB/nXe3fwz+H9zcvO/7VenqznJCaxGB+A+1VU/4VD8K5L6K9u/2ltAvp4lKxtd6hBLtB6gbrniudV3fVq3zI5zgvh9ocPiXxto+gXE8kEV/dJA8kYBZQT1GatfF7w7p/gz4m6p4PsLu4uxYRQSGWZQCfMjD9uO9dF4DsvD+j/tH6Fofh7xTY+Jra2vrZ/t1ntMT7wDgFWZTg5HDHp2qh+05/ycz4s/69LD/0Qta+0vNW2ZV9UcJRRV3QdPfVtcsNLjYI95cx26sR0LsFB/Wug0NnwR4D8W+NJXTw5os94kZxJNkJEh9C7ELn2zn2rq9X+AvxN02za6/sOO8VRlktblJHH0XOW+gzXT/tU+O9c8A3Gg/B/wCGty/h+AaaLu9vrfiYRF2RVVhyrEozMwwxLDkc58m8DeOPHvhPWYdTs/HXiO9ZX3TW9/fNcQT+oaN8jn1GGHYiuaNWpPWK0M1KT2MWeKWCZ4J43iljYq6OpDKR1BB6Gu0+CXguz8e+OE8P315PaQtbSTeZCAWyuOOeO9en/tF+Fk8X614A8R+G7WG3u/GEfkSJI20FzAJomYgddgdSe+F9K3v2f/g74x8E/EJNc1tdPFoLWWI+Tcb23NjHGB6U3XTg3swc9D5q8U2tppnjLxBoVlNLNFpGqXFh5kigMxjcrnirvgXwvqPjLxRa+HdJe3S8ug5jM7lU+RC5yQCeintVLxr/AMlZ+IX/AGNV/wD+jTXoH7LP/JcdC/3Ln/0nkq1N+z5vId/ducH4p0e48OeJtQ8PX01tLeafL5U/kPuUNgHrgHv3FZtdB8Xv+S9/EH/sKj/0Wtc/VU5c0U2OLurhTqbTqsoKKKKACiiiqAKKKKAFFLSCloAKKKKAClpKWhDCiiimByNFFFeYcQUDrRQOtAxaKKKBhSikpRTYC0UUUIAooopgfR37DKLFrni7UXnitxBpsaedK21E3OSCT2HyVheFP2dNCntYtJtfjT4PvNVBK/ZrWRJSXJJ28S7v/Ha8MnXz7OW0d38iUgyIGIDY6Z/M/marJptggAW0iGOh25P59ahxd7oD0j4t/CfxZ8NbmH+3IYZ7G4YrBfWrFonbrtOQCrY5wRzzjODXqv7BlpG/jbxFfFQZIdOSJW7gPICf/QBWvYajdeMv2G/EEmuytcXGjRSi2uJjuc/ZykkZ3HknB2Z6kZB6msT9gfUIv+Ez160LYe60tJ0X1CSAH/0YKlttNMD541md77xj4m1OYlprzWruWRj1JMrH+pq34YupLHxJpd9CxWS3vIpUI7FXBB/SovEVlLpvjHxJp06lZbXWryFwfVZmFS+GLWS+8SaXZQqWkuLyKJAO5ZwB/OrjsB7n+31bJD8TvCl6qgPdaRNA57kRy7h+XmN+Zq1q+jXXxq/Zw8KWnhTybnxF4PuUiudPaVVkeEIY9y5I6rsYZwDtYDkYrP8A2/L6OX4r+EtNVgZLbSJp3X0EkhUf+izXg9pdXdnOLixvbqynX7s1tM0Ui/RlIIqIq8QPoz4baZqXwG+GnjHx544hj0y+vLMWWkWEkqmaeU5I4BP8RX3AViRgc8r8CbWy+EHwZufjR4mtkfUZY2tPDNlLwZZn3fvMdcdeeyq57iuP+EXw/wBR+LXxItYNf1fVdSsrNftGoXd/ePL5NupyQGY8FjwPqT0Brtjq2m/Hz9p7w/4ct0VPAHh12g061QYjnjhQszY9HMar7Jt6HNJ3uB5boPgv4ieKEvPF0nhvX9YudTle5ub2OxkkEjMSTghcHk9B06dqyJ4ZbeZ4J4niljYq6OpVlI6gg9DXrXxl+M/xFPxo1yw8N+JrnQdE8O3zafZ2VoqCNjCdjF1Iw4LA8HIAIAHFb/7W9vZanoHw/wDiTFbx2954jsVjv1jGFaTylkQ+5GXXJ6gL6VUZWA8FooorUD6q/aF13xn8NPhp4P0r4RQJpvh67ty15rNvbLKynYpUkkEKXBZt5GSRwRg58e+HnxV+N0fia0i0rxbq3iG5llA/s+5gW4SfnlcY3KPdSuPWu1/Z11H46XugXMfgHUtJvdJsJPJax1r54lLDdhcYdR7Bse1emXn/AA1QbeSHS9A+GGkvIuGntvNL59QGYr+YNYOy3A8p/bfstG0v4naHJZW8FtqWrac8+oQxY++r4WQ46lvnGe+we9dN4e8Qaz4W/YT1nXvD+oS6fqdrd5guIsbk3XkStjII5ViPxrkNS/Zs+NWueIbrxJ4m1DT9X1i6/wBbcTXw4HYAbcADoAAABwAK1PiV4T+Lng39mbWfB+oaX4ZXw6JElu7v7Y5uF3XMbLtA+U/OFHI6E0bxsM8U8VeKvG3i77EvirxfqGsQ2chlhinVQFYjBPygdq+ivGXhub42/s6eD9S8Lsl1rvhTbDPYhgHk2xiORRk8MQqSL6jIHJr5iHQV0fw+8SeMfDmvxS+Cr++t9SuGESw2sfm/aDnhDEQQ/sCD7c1o4aaAUG8Pa+upf2Y2h6mL7ds+zfZX83d6bcZzX0Jp+nSfA/8AZg8X6r4rZbTXPE0DWlnYMw8wM0bxxggH7wDvIw7KMHniuZ139pH47aI7aRqeh+GrG+VBlr3S7mC4AI4Yo0mOev3ce1eL+Mtd8V+O9fTXPHOvTavdRZEEWAkMAznCIAFA6dAM45zSfNLSwHXfsuI8Xxe8GRuCGW4UEen7tqu/tUf8nN+M/wDrnYf+kkdR/s4/8lw8K/8AX7/7I1SftUf8nN+M/wDrnYf+kkdN6TQHpP7O0en+P/gl40+EE99HZ6je77m0d+4ZUwcdwrxqWA5w1eH+I/BXirwrf/2Vrug3tlcx4UAxFkf3Rh8rD3BNZml6hfaVqEOoabeT2d5A2+KeCQo6H1BHIr2t/j58fvC+j2kuqaPptxbXKA2t5rWjzwmYYBBV42RH4IOQO9Npxd0Btfsr+AdS8O6vc/E7xhG+haJpVnK8Ul4vlmTcpDPg8hFXdyRySMZ5r541nXv+Eq8ZeJfFKRtFDq2r3F3AjdVjZyVB9wMD8K2/ib8SfiT8TYxZ+LvEMUelBw/9m6dH5UDEHI3d2x23FsdsVzkMUcMSxRKERBhQO1KKblzMD6F/bh/5Bfwj/wCva8/9E21UP2JP+Sw3H/YIn/8ARkVX/wBuH/kF/CP/AK9rz/0TbVQ/Yk/5LDcf9gif/wBGRVMfgYI8b8Yf8lJ8bf8AYy6h/wCj2r1Dwp4A+El74X03UPEPxfsNF1G6h8yayl8vdC2fu8sDXnHi2wv5PiT40EdlcuW8SX5XbExyPPbpxU1l8PvF+rjzLbwbrF2iqT5n9nSFFH+8VwPzq18KswPpjS9C8H6D+y78TLbwb4xtvFNnJp9481xDtxFJ9mxsO0nsAfxrjv2Wv+TcPib/ANgiT/0jko+CsUUX7InxXWKNIwbe9JCqB/y6LR+y1/ybh8Tf+wRJ/wCkclZO+twPm/RP+QPaf9cV/lVyqeif8ge0/wCuK/yq5XQtgPef2X/FXhyTQfEvwv8AFt2tlp3iOJ44Z2YKu+SPynTceFYrtKk8ZX1IrL1P9mP4l6XeLYadbWOq2keEju47pIgVA4LI5DA+oGfqeteNV9LfADWNZi/Zr+KF0ms6n5+n6ddvYubuQm0K2bspiJP7vBAI24wRmomnH3kMd4mk0n9nX4B67ompata3njXxPA8cNpbtuK70MYYDrsQFm3EAFuBU/wAOPBsHi/8AYdtfCt/r9l4fSafL315jyoil4Hwcso5I2jnqa+W9H0TVdanj1ieDVtZ1K5RZHnmEk8jMQOcnJP4819DeKEZP+CfV5HIhVlv0VlYYIP8AaC5BrOUXa7EzrPEHhOx8G/sdePdK0/xNp/iKJzJObqyKmNSfJGw4ZuRtB69xXyfa/wDHrF/uD+VfQHgW3gtv2FfiFHbxLGhu5jhRgZ221fP9r/x6xf7g/lWlO/M7jRLXc/CX4YeJPiNrCW2mW72+nI3+lajKh8mEdwD/ABP6KOfXA5rhq7jVPjD8Sm+HNj4E0bWYNL0+CNoZbqCMrdPCeiB88AcjK7Wx3q5NpaDZ6p8SPjTp3wu8TeFfhp8MQl7ZeHrkSa/KGBWcYIkgLDgud7MxH3XCAdCA/wCJ/wAKdM+I1lL8SvhNPFe/b3M2oaUGVZEmPLlRn5XJ5ZD1JJUnIFeL/DP4P+M/EdiJfDPhy6uLZz817MVijcjrh3IDY9FzivXfCHwP+OXhO8Op+GtYsdIu2ADCK+BDj0dChRxz0YH2rJLl1vqLY4P4B2d3p/x78OWV9bTWt1BflJYZkKOjBGyCDyDXZ/tDfGb4q+Hfjl4k8MeGfFcWm6Vp62hhhbTbeYjzLeN2+Z0LfeJPJ71keDPhv8QvhT4+0/xn4z0fVdUsbW9e8vr20dbpjkNuYgNkcnJLY6k1558W/Fmn+OvjR4n8WaRbX0Gn3wtFhF5CI5D5cCxtkAkdVPfpim1zyVw3PT/2IzeyfGTULjUbxry6uNOuZpZSu3LNLGTx0HJPAqfxV8TvgbY+MvENlP8ABnU768g1a6jvLmKQbZp1kYSP/rO5BP40z9ij/kr9x/2CJv8A0ZFXkHiy3uD8RvGxEEuD4l1Ag7Dz+/ahxvOwdT6f/Zs8dfDPxH8Q5dP8I/DTUPDeoiwlkN5O4KmMMgKcOeSSD07V8v8AjT/kqPj3/sadR/8AR7V7F+xbDKnxfmZ4nUf2TNyVI/jjrx3xp/yVHx7/ANjTqP8A6PaiKtUsC3PrH4+/D3QPHGi+ALnXfiBpPhEaXaymIXwT/SvMihB2lpUxt2jOM/eHTv8AMXxP8P6F4T8WR6Fovi/T/FCNZLdNdWQXYpLspQlXcZG0Hrn5hxXq37csUU+mfCWKaNZEa2vMqwyD+5tq8e+GOoeHvCXi+21rU/C1lrdnEkiyWMioFl3IQM7lYcEg9O1FLmtdBG5i0or2b/hfHgL/AKNx0b/v/bf/ABmtjwR8XfAPiXxjo3h4/s+aLZDU76G0NwZLdxF5jhd5UQjOM5xmr9q+w7ngVe+6tL/YX7AOrytlJNXutkQ/vbrtEP8A47G35Vt/Gv4hfDr4cfEKbwhF8D9C1qSK1iuWnQQQjD542mI9Metc7f8A7SvhzUPD8Hh+++A1pc6RA4eGxlvoGgjYZwQhh2g8nt3NZzm5rRCbueDQp5cKJ/dUD9K+gfFf/KPa4/6+0/8ATiteT/FDx3pvjTV9MfQfhxZeDrS2ikW5EEkbecxwVJ2KvTBHIPWvW/E0ckv/AAT6njijaRzdphVGSf8AiYiqqO8BvY+f6K0bXQtbuji20fUZz/0ztnb+Qrd034ZfEPUSPsvgrXiG6NJZPGp/4EwAroukUbX7Mn/JdPDP/XaX/wBESVlftB/8nH+Pf+vm1/8ASaOuo+Bmgav4Y/aP0DRNds2s9Qt5XMsLOrFd1s7rypI+6wPWuX/aD/5OP8e/9fNr/wCk0dYv+Iiep6fprGy/YN8ZT23yyTTSCQjvulhjP/jtfPNjGIbKCJRgJGqj8BX0j+z5BF47+Avjz4YCVF1CaKWa0DnAzJGAh+iyRqT/ALwrwLQ9A1vUdbtfDkWmXI1mSUWzWjIRIko4ZWHbBByT0wTRDScrgtz6k8ceEdC8c/s//DhvE3jjTPB4sY7aSO91DZtm/wBHZDEC8iDJHzdT908enL/tYadY6R+zP8PdN0zWLbWrO38Q2aQ39uVMdwvkXPzrtZhj6E1ifts3djp1h8OPhXayx3DaZALq7XGcJHGIoyR/tYl6+3rUv7QEaRfsgfC2ONFRF1uyAVRgD9xc1hrv0uSS/HD/AJMu8A/9hi1/9uK8Gr3n44f8mXeAf+wxa/8AtxXiehaTqOuatbaTpFnLeXty4SGGIZZj/QdyTwBya6KP2ikesfsgaDJqnxai1dlxaaNbSXErnhQzKY1BPr8xP/ATTv2xtDWD4pab4zsXWfSvEmkR+XcRncjyw+hHGDG8ZHrhvStr4s6nY/AT4IHwBpNzDdeO/FcZW7aI8wxOCrv6hQMomcZJZuxFN+BWo6H8RfhXD8GPGV2ItQsUDaFfMcsGUHCrnqVyw2/xISvGM1m5OU+ZbIV9bmBZaz+zTY6XYQ63ZeKX1L7LGbowRysnm7Rvxg4xuzXe+ObzwRffsT+L5/h9FqEWi7wAt6rCTzPtEO773OOleBeOvCGv+Ctel0bxBYvbToSY3HMcy9nRv4lP5joQDxXrsX/JhHi7/r4P/pRBTqx9299AZ4FB/qU/3RT6ZB/qU/3RT66UaH0d+wx/yMfib/r0h/8AQ2rynQPgJ8W7bTEin8G3COHckfaoOhckfx+lcxo2v+INDS5/4R/XtS0aW5QJJLZTtE5AORyK9N8D+Df2hPGXhyDX9E+JHiV7KdnVGl11kbKsVPB9wawmpRlzIl3Tuesfsm+APF/g3Wtdn8TaLJp8dzbxJCzSxvvIZiR8rH1r5P8ABPjTx5ZeDdN07R/HGv6TZ23mrHBaXZRADIx6fUn8690/4VL+0z/0UXxB/wCFAa57S/2Y/iVp9jHaRWunuqZwWvVyckn096mNnJudhLV6nS/tGXd9ffsj/Dq71O+uL+8l1qxaa5uH3SSt5Vx8zHua8Dr2P9oTR/ijpfwc8L+GfEekaBaaBpWqW/l3UN2WuHlVJdqkdMFS34gV538PdW0TRPF1jqPiLRI9a0yJz59o/wDECOoGQCQecNweh9RdFWTsOJ3/AOzr8NJ9e1yHxjr0aWPhbSHN3NdXGESZo/m2gn+EEZZugAI613viTUPDP7T/AIXvD4XkS08R+F9Sn/s5Lltv2y2OFLDPRZBsP+yyqDgGvE/jJ8YfGXxQt/8AhG7Swj8I+DoiEOn27gyXAU/KHYADaMAhQAo/2sA1zXhGXUNE1Oxbw3cz2F7FIq20kD7GDE46++ec8HJzU8sqj5noKzeo/X9E1Pw/qs2l6zp01hewnDxTJtI9x6j0I4Ne7/Aj/k2r4r/9g68/9I3rlP2kfEvxfk0/w/4V8c6bolkwka6e7gCNNcxj5QCFJC85ztIBJHAA56v4Ef8AJtXxX/7B15/6RvVVJOVN3G3dHzfoP/IEsf8Ar3T/ANBFfUWv6l4o8Afst+HNT+EmnxNfao8R1bUktxM9tuVt8hBBHDgJlgQo4xkgj5d0H/kCWP8A17p/6CK9o/Z7vvi3Pc3mm/DnV7RIrVRcT2Wo4e2bccZ2nkHPXaVPrmnUjeCBrQ5Hw98TPjNDqsMtt8RNbv7x3G23eBJo5D/dEZU9fbB9MV6j+2CYo/C3gDxDrWn22n+K9WxBfwRLtZv3QZsjJPyOVHJOA+MnArvJm/ajVWNl4b+FdrcOCHuY/P3n3wXP65ryrxF+z/8AHPxh4o/4Sfxvq+navqSrshX7WEigX+6ihQAOewHPJyeaxUlzLlViU9dDqP2dr+80r9nz4mapp1w1ve2dpdXFvMvWORLRmVh7ggGvnzWPGXxC8Z+Hba08S+OtU1CxkMdy1tIqBdw5HIAPevfI/A3xg8AfB/xno9rpXhmbT9RsLl76a4vH3xReQyuU24GQuSM96+cdJiMGl2sLMrFIVUlTkHAHQ1rGKnUbKSuzoPB2iXPiXxVpmg2gPm39ykAIGdoJ5b6AZJ9hXof7ams29/8AGLw34PscfZfDOlmSRFPEck2ML+CJEf8AgVdT+z5ouneAPBurfGnxkPs9lZ2rjTUfh5M/KWUH+JyRGvrubtg189abda1418Waj4nvoWn1jxHfGRIYwSfmbCRqPTkKB6BaJPnqJLoD1Z9C/AKQeEfgN8R/Hsx8si0khtmPBLxxMVA+ryqPqK81/Y4hMHxT8HoRgkTv/wB9W8p/rXcftWXUPgX4LeEvgpp06tqWqslxqZjP/LJH3uT7NNyPaIiuY/ZdRY/jh4ZRBhVM4A9B9mlqY+85SFvdno/xI/Z18XeI/ip4n8VWet+H4bTVriOWGKaaUSIFjVTuAjIzkdia+bopIpV3wypKmSAyHIODjrW9+0LpVhqP7RPjxr2380pewhfnYYzAnoa52ytYLK2W2to/LiTO1ck4yc960oc3LrsVC9j1H4H/AAuv/HGqDVL8Cy8MWL7768lO1XVeWjUnvjqeijk9gcv9pX4mWPxS+LFjH4dbzvDvhmGWGC6AwtxNJgSOv+z8qAeuwnoRXd/tj3l/ongr4ffDPQLltO0XULSSW/WH5TOsSx4UnuCWdiD1YgnpXg9jaW9lbLb20YjjXoB39z6mpgnVlzPZCXvO5OKWkFaXhvQ9W8R6vFpGiWUl7fTBjHChALBQWPUgcAE10s0PYP2SvBugeJNb1rVdcs49SbSIomtrKQBlkZ9/zFTw2NgAB4y3Paud139pP4xX19Pb6PpGieELKCVoo7WazaS4jCnG19/GRjH3V+lWvB/gD43eENYXVvDugajY3YUoWVomV1PVWUsQw4HB/nXpE/iX41XkaDxT+z94f8TyKMeb50cJI/3ZBJj8DXJVs5XeqM5bnlekftD/ABpsp1kudW8P6qneK50zYD+MbKRXbftG2Gi3/wAFND+KF54dh8N67d3EMV1bRjb5okLLyMDceA4YgHbnPtsL4k+K1g5l8N/ss6HpFwPuTfbrZtp9f3aIf1FeZfEbwR+0Z8UNYtb7xzokos7N/MtdLsdiW8TeuC5JPuxY44yBUJq65FYXXQ8zr0j4FfCvRPiDqOo6r4oaKHQdFhEl3IVXc+Qx2hiDtUBWLH6euRyni/wh4l8Iy28XiPSZtOe5VmhEjKd4GMngn1Fdv+z/APEXRfB76zofiq1ln8P63AIroxoXMfDKcqOSpVyDjJ4GBXXUu4PlNHtoQzfE/wDZ9tbyWx8K/AWPXdPjby/ttxFGnmAfxL5gZvzKn1ArpR8PfhH8V/h/q3iP4feFX8Oa7pEfmXOmzwLh/lLBcZZfmCsFZSOR8wFS6B8BPA3iG0nuPh/8UNPutIs/9cjRrLJaKckeaQ6kHAP3lXoar6r8Rvhh8F/AOtaF4D8Rr4y8YazCYRPZgPDG21lViykqFXczBQWYnrgcjj92KunqZaI86/Z9gsI/i14Vmsbe3jSXUITuijC7hnjpWj+05/ycz4s/69LD/wBELWT+zZay2XxF8GW03+sS+i3D0JOcfhnFa37Tn/JzPiz/AK9LD/0QtdD/AIkS/tI4SrGnXc+n6hbX9swWe2lWaMkdGUgj9RVeiuo1Ppb4g+EtI+PlrpnjrwXqVnD4ls7D7Hf6dcSbW8vdvCnuCrl9rY2sG6jFch4Y/Z08c3WpqPEKWei6bG264uGuUkbYOu0KTzj+9gVyHw8+HmoeK/DniHxNY62ulf8ACOwG4aRXkSXAR3Ox0IKnCHvXMaDpniD4la5pfhu/8e+J7+21KZIo1vtVlngGehKsTxXLaULxgzLVaI7X9pz4jaP4o8a+GPBfgK883RPCCEyX1tJlGl2BFVHHUKq43A8lm6gZOv8AsfRTj4zpLJqWpXGbC4JSe7eRP4f4ScV5x4z8HW3w98Zal4MjuLae404RGZ4VIB8yNZFznno3f0rvvD+hav4J+D8vxn0Xxd/Zd1GxtRD/AGcs2A8whzuYkdSD9z296SpxVPV7hypRPPPGv/JWfiF/2NV//wCjTWt8MPFj+B/G1j4mjsVv2tBIBA0vlht8bJ97Bxjdnp2rk4RqEt/qWpatqH9oahqV5Je3U/krHvkkOWO1eBk5PGBz0r161+M/hDSdNsNO/wCFDaNrElvaxxy3jTW6NK6rhmIaEnJIz1PWtNYU0mrlbRtYkuv2hxdXs97dfAPwxPdXDb5ppL2Fnkb1ZjDkn60z/hoGD/o37wr/AOBkP/xinf8AC+PCX/Rt2i/+BVr/APGKP+F8eEv+jbtF/wDAq1/+MVz8q7Mzt5Mb/wANAwf9G/eFf/AyH/4xXnXi/wAVXnjDxfc6u3hTT/DFk0EaRWdnIrqGXgtlQo5+lej/APC+PCX/AEbdov8A4FWv/wAYrK8YfGfQ9X8L6lpmlfALR9Kvrm3aOC9W5tyYHI4cBYlPHsR9aqD5XezGtGee0VHbmRreNplCylAXUdAccipK7TYKKKKoAooooAUUtIKWgAooooAKWkpaEMKKKKYHI0UUV5hxBQOtFA60DFooooGFKKSlFNgLRRRQgCiiimB658JfhBpvxG8IyT6d4002x8TJdOg0u5I+eEKu1uPnHO7kBhjHSuk0r9lLx5LqKx6pq+hWVkG/ezxzSSsF7lV2DJ+pX618+TRRzKFlQMAcjPY+opbs3l3bG1uNW1WS2IwYHvZGTH+6Tioal0A+gP2kPHvhHwl8KLf4E/DnUE1W5mITVbyFw6xKH3uGdeDI7jkD7qgg9hXlnwe8YXHw98daV4itkaaK1Pl3EIOPNhYbXX645HuBXGWdlbWikW8KpnqepP41aojG24H1F8SPg/pPxd1Sf4hfCvxDpUzakEfUbGeQoUmCgFuASjkAZVgOQWyc1D8PvhBpvwjv4/iJ8WvEmkWNrpZM1naxSlzJMB8p5ALMOqogJJwc8YPzEu+OYTwTTW8yjCywytG4HpuUg1Vu7GO9uhdahPdX0w4D3M7SH8yaXLLZAdF8R/Gl38S/idrPjm4hkt7a5It9Pgc8xW6cKD7nGTjjczVl20M1zcR29vE8s0rhI40GWZicAAdyTUagKoVQAAMADtV/w/q+oaDrNrrGlTi3vrR/MglMavsbsQGBGR244PNWlZWA9h+MF+vwb+D9p8KNFlT/AITPxVELjxBcRtk21uQR5WR6jK/QSHjcK8/+AfiS0+HvxH0HW5kZrK1kaO5wOfLkRkdsdyN27HfGK5PVrvVNb8S3/iTX9Sl1PVr5g01xIoB4AAAA4AAAGB0AFNpRjvcD6C+IPwB8UeJ/iNq3ijwTc6Vq3h7xDenUIr1b1AsJkwZAw6kBtx+UNwR3yK5r9rHxVo1xfeCvhd4bv4dStvCNmBf3cLBkacRrGEyOMgKScd5MdQa8dmgWWOSPzJo1kGJBHKyB/wDeAOD+NMsrK2s0K20QQHqepP41PK7gWqKKK1A9Y+CPwlsfiP4a8Qajqfiu60Gz0hkeYxRFgV2MxYkMuMBfej/hXXwH/wCjhP8AyBL/APF1c+AfxU8HeAPCHijR/Fun61ewaztiKadCrkxlHRwSXUg4btUEPiT9lSGJYk8AePtqjAymT/6PrGfxARf8K6+A/wD0cJ/5Al/+LrpfiL4m+Fnh/wDZL1/4deGfiNaeI9QlkjlgBV1kkJu4pGABz0VSevasH/hKf2Vv+hA8e/8Afsf/AB+or3xR+y6bOYWvgHx2twY28otHwGxxn990zU2A8mHQV2vwK/5LJ4R/7C0H/oYrhbOZp7ZJmiaIsMlG6it/wLr3/CL+MtI8RfZftf8AZ13Hc+R5mzzNpzt3YOM+uDW71Qzuf2vZJD+0frcZdii2FmVUngfu/SvLK921r9pPRNW1WXUdT/Z78P6leOAjXd1qEEkrqvC5ZrYnAHQE8VU/4aD8Lf8ARtfhX/wLtv8A5GqIycVawHkvhvWtT8Oa7aa3o9z9mv7R/Mgl2K+1sYzhgQevcVX1/Vtd8SeKtR8T+JdUGpapf+WJphbpDkRoEX5UAXhQBwB0r2L/AIaD8Lf9G1+Ff/Au2/8AkavN/iZ42g8b+KLbUNN8A6Z4NsYbIQvbWcsbiWQOzbzsRBkhgPun7o57VSd3qgOer6G/bAkkT4V/CJUkZVeEBgDgN/osXWvnmvdLn9o/T5NC0bRNW+C2k+JYtJtY4YJr7UYm2sqBCyq8DbSQo6Giono0B4XTq9n/AOGg/C//AEbX4W/8DLb/AORqX/hoLwv/ANG1+Fv/AAMtv/kajnfYDy/x34v8YeN7nRv+El10XtpoyOljB9kij8sOqq3zIoJyEXrnp7mtD4aeO9c+Hmvy694fhsJr17V7cLeRs8eGKnOFZT1Ud/WtP4p/FbT/ABn4fttJ0X4OaF4SmW9jmkvrW4hdzGAwZMJEhwdwPU/d6GuEpxs1sNHsE37UfxnkUhbfwbD7pZTk/rIaw9V/aB+OWoo0Y8X2GnIwwRaaXCePq6k/rXndFL2URWPoH4FwNbfsdfFOB5mmZba9y7Dk/wCig1J+y1/ybh8Tf+wRJ/6RyV5TofxK8Q+Hvhf4i8CaTp+mT2uvrKlxNc7/ADI1ki8tthUgZAAIyDXS/Bz4j+HfA3wY8a+G9aW+e/1iwa2tRbQeYpdrd4xuORgbmH4VEotXA8g0T/kD2n/XFf5Vcqpoysuk2qsCpESggjkcVbrZbAepeAfjp4i8CeD7fw9pXhfQtUWGWRxNe7gwDHdjj3J/Othv2rPimqlbPwt4KtgezR3DD9JBXitFJ04t3HY9Zvv2nPjZdKRG/hOwz3t7GRiP+/jtXTeJZr25/wCCfuoXWozrPd3GqedNIq7QWbUgxwOw56V4BXV678RfEN18FD8K7bTtM/syScSyXTlxOMTCYY529Rjp0qJ00loDR6v4O/5MZ+IX/X1N/wCg21fPVr/x6xf7g/lXqemfEjw7o37L/ivwDdJfvrOrXMjWwit90eGWLG5s8f6tu3pXltsCLaIEYOwfyqoL3mC3JK6f4UaTYa98SvDuj6oR9iu9QijmUnG9Sw+TP+10/GuYp9vNLb3EdxbyvFNE4eN0bDKwOQQR0INaMZ7z+2B4/wDH+l/EOL4f+GtSuvC3h2006GZX0/MMlyGyPldcEIuCgVSB8pzngDwMTauZhPL4m8QyzD/lo+pS7vzzXulr+0Bpmt6Nb6V8VfAEHimKBcJfWhRblfU7G24JwMlHXPpVV/Gn7LO4Sv4C8bQn/ngVl/n9oP8AOsIpR+JEkP7M/wAQfHtj8SdG8Pf8JBq+uaVqFwIJ7O/mNyI0PWRGbLJtGW4OMA5Hpg/tN6bpOhfHfXNI0iOKGB4YLwwxjCxPIuXUDtk/Nj/b9MV0jftC+EfClnPB8HfhLLY3syFBqOr4VkHuNzM4748wCvEZJtX1TW9Q8ReIr99Q1nUpfNup27n0HYAdABgAAAcCnDWV4qyGjr/hr461v4ea/Nr3h+CwnvXtXtwt6jvHhipzhWU9VHf1ruv+Gp/jN/0C/An/AIC3X/x6vHaK1lTjJ3Y7HsX/AA1P8Zv+gX4E/wDAW6/+PV43LcahqGsavrOqi2F7quoz38y2wYRq8rbmChuQMk4yTxjk06iiNOMXdAke/ftv/wDHj8I/+va9/wDRNtXgNel/tMfEnw74+m8AafoEeoGXQ4Llbxp7fYgLxQhdpyc8xt+leaVNFWTCIV1vwZ/5K34R/wCw1af+jlrkq3vh1qtroXj3QNavt/2Ww1GC5m2LltiSBjgdzgVo9hnaftgf8nI6h/2B7X/2avL66z47+NNI8f8Axq1DxHoMd4tgdPhtg1zD5bF0JDYGTxzXJ1FL4RR2CvTvBfx6+IHgbwhZeGvDOmeGZ7W2aRvM1CGdnO9y/VJFHVj29K8xpR0qpRUlZjauer3X7TXxruPuf8Ihaf8AXGylbH/fbmsLUfjn8c9QDK/j2GxjbqtppcA/Jiu4fnXC0UvYwFyo9H/ZuuNX1L9o3RNa17WrzWNSu5XE1xctlmC28gUfgOKy/wBoP/k4/wAe/wDXza/+k0dM+C/iLTvCfxO0XxDq3nfYrOSRpfKTc2DG6jA78sKyPiR4l0/xl8YPFvinSI7pNP1CeBoPtMXluQsKocj6qanltUVg6i+DfE2teEdfg1zQbxrW9hyA2Mq6nqrA8FT6f1Ar1S//AGpfHCQyS2PgTwudXePYdR8x8H6x8Nj23mvE6KudNS3G1ciurjWtb8R3/ijxRqTalrd+26aZuijsqjgAAAAAAAAACvfP2hf+TRPhd/2HLL/0Rc14RXUfEH4ha94p+HXhjwC2mafFpuh3sN0LlXbznMayJgg8YxIT+AqZwskoiaPUfjh/yZd4B/7DFr/7cV5/8Kfifqvw0j1m50fRdN1G9vLXy7d7lcNDIOh3Dkr6pkZIXkYq98V/iR4e1f8AZ68IfD2yj1B9ZsNRgnnJt/3IVDKD8+f9te3rXnFKnG/MmCRBPLrGueIbzxT4q1CTUtcvm3zTSY+TjAVQOAAMAAYAAwOKuW801vcR3FvK8M0TB45EYqysDkEEdCDUYorVRUVZDsdH8RviF468eHQ7XXtYjksNKiYbEi2vO5/jkPRmxgZ4wAe5JPrMX/JhHi7/AK+D/wClEFeB16Ve/Ejw9Yfsq678O5Y9Qk1vUZy0Ait90WPNjf5mzxwh7VnVhaGgmtDzSD/Up/uin0yHiFAf7op9bIsK+gNavLyw/YCvrqwu57S4S7QLLBIUdc6ggOCORwSK+f69m8KfF/wBpPwZt/h54z8Ga54itZJne4jtAvlt++81OfMVhg7fyrKum46Ey2PGPM1b/oZ/EX/gzl/xo8zVv+hn8Rf+DOX/ABr2L/haP7Pv/RFvFP5//b6P+Fo/s+/9EW8U/n/9vqOaH8orrsbHx7Mh/Y4+HZmnmuJP7Yst0k0hd2+S45LHkmvCK9I+Ovxh8L+Ofhrofgfwn4N8Q6NDp2rW9yn2uNPKSJFkUrkOzZy4PPoa83qqC3HEK9e/Zz+Gt54h8Q2/izWY/sPhjSJPtU11cfIkzR/NtUngqCMs3QAEdao+DfGHwT8IeE7LUvEfhDWfEHiYu6G1UebAWByrYJVApHYhjkHiuX+K/wAXvH/xTtDo00UPhTwmCAulWR+eVB90SNxuA9MKvT5TgGnOcn7sUDb2R7v8UbPQP2i/B0Pi74d3QutY8NXdzam2k+R7iEnBAB/vBUkQnqCynBzj5h1fT5gJ9K1KG5t2R9s0Dlo2VhwQw4IPsa0PA2u6v4I1CC/8LX8umzwjaDHyHXurqeGB7gg+vWvaR8Zfhz40s0h+LvgYrfou3+1tJiZgQO5CsJU/3f3g+nSkk6as1dAtDwO3ijt4I4IhiONQqjOcAdK9H+Bnw2j+Jur6no02tXOlRwWgmZ4U3F/nC4+8uOtedPqVhq19e3mk6ddWGmtcOLSK5cPIIwfl3HucdffNeofs8/EfQ/hpruravrtrqVzDPZeUiWMKyOWDhujMvYVpJ3heI3toRT/Dj4DQTyQTfHopJGxR1McuQQcEffpn/CvfgF/0X3/yHL/8XVhfFP7LoeR/+Fe/EBmkkaRi0Ocsxyf+W/qad/wlf7L3/RO/H3/gOP8A49XIv60IOt0LX/g38P8A4J+PfDOi/FO01271nTLvyFkEgcytbNGqLknqSO46187+HmK6NYMMZEEZGQCPujsetet/8JX+y9/0Tvx9/wCA4/8Aj1eWi8tL65u59PsbixsvtMgtYbgYdYt3yZ98Y9frW1C3MyonS/GL4geMPidBoejazJZ2mg6XGGa2s0Ma3Ew4DsvQYXgAcD5sAZ46r4AeJ/AHgjWb7xJ4wjvWubC1Z9MSG38yPeFORgchyMKpOFGSSRwR5nS1t7KNml1HYbrfiLV/H/jjVPiB4gXZc6g+LWAHK28A4RF9gABnvyf4q9M/Zh/5Lp4b/wB+4/8ASeWvNRwMCuy+CviPTvCXxO0fxDq3nfYrRpTL5Sbm+aF0GB35YUuTlg4oLWVit8c/+TiPH/8A1+wf+iErlq0fHniOx8X/ABa8XeKNKiuk0/UbqKS3+0xeW5AiVTkfUGs6ij8CHHY9F/aH8BeLPCms+HL/AMaeNm12W4WeHToDM7LCEVN4UOOM7lPHpXnVSeIb3W/EWrW2o6/4m17VmtSxt4r2/eeOEsoVtgfO3OBnHXAqOqp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2DnDgYxjJxEORwWHWvA/HsnjbXPHt3rfxLN0PEI2j7JPGYxZoRuRFQ/dGGBA985JOaxcnU0Qtz2v9pD4cR388nxb8D41Hw/rardXwgGTby4AaTA5Ctgbu6uGz148Fr1j4F+NviN4Otb6/8PaLea74ZhJfU7Uwu9ugC5Zt4B8pto5PIx1BwMdT4tt/2efG+g6h4n07xC3gjVbe3e4udOkjUbyBkiOEkLIx6ARNjnkA1SlyaMex8/ivon4Cst3+zR8VLGJE+1W9ldTxvtBYFrQ7R9MxV4P4ETQtW8RaVFrV7NZ6Nc3CJc3KDa0UZOC/IPTr0NfS3gPxD+zr4A0jxHo1r8UZLqDXLcW12sys5QBZF+XZFwcSN1z0FFWSsDPFf2Xom1L4xeDi3zM0wnPHdYmf/wBlpv7SGqyan+0T40QMv2a0mt7eJQoGCsCB/wDx4E/jXpHw61/9lj4beILDXdH+Iuu6hfWCOkKz2k0incjIc7bZR0Y96ydf8afstXXibVvEdxYeM9evdUunu7hYYnRWdjnCgtHgegzUc65kxXOm/YR/5GbxN/15Q/8AoZr5d8Of8gpP+ukn/obV9PfsF3Md54n8VTw201tC1unlRzDDhPNbbn3xivmTwqyLYQtIu5BM5ZfUeYcitIu9Rj6npHwX+JGpfDTxQ2rWlsl7a3Efk3loz7PNTOQQ2DtYHocHqR3ru9Qu/wBl/wAV3D3s2pa34Dvp3MklsbZhCXY5YjCSRgZPRWUe1V7r4sfAuG4aJPgjqUyr0dGTB/8AH6iPxc+Bp6/AvVP++k/+LqZSu7pNMCRvCn7OEJ82b40u8PXbHGC+PwQ/yqzafGP4JfC23uW+FGj6r4u8RyxGKO/u43SNQf7zMqkDPOEQbsYLDg1nH4qfAYnJ+AmoE+v7v/4unr8W/gYowvwK1QD0DJ/8XUNye9xHikdxquoahqOt65P52qapdyXd0w6b3OT7D6Dp0qavQfiZ8R/hrrXhObT/AAf8Jr/RdWeWMx3crLtRQwLDhieRkdK8+roptWsikFfRfjHw/ffE79jvw1ZeE42vLjQtQjk1Cxh5kkWMSo6hRyWxIsgHcdMnAr590uwvdU1CDT9OtZbu7nbZFDEu53b0A7mvTPAmhfHPwPqL33hfw74ispJMCWNrBnhmA6B0Iwep54IycEUqiuhs8saCSCU2zQtFIh2GMrgqRxjHb6V9I/DXT7v4dfsyfEHxB4wiewtdWspI7O0uQVeRmieJPlPI3s6gd8DPTmtFfiP+0owDj4OaLPegYW5a2nj/APHS+R9N1ebfEDwB+0l8V9SguPG2kTSWdu++3023ligtoz64Zxk8kZYk4OM4rKU3JWJbuVP2L2kb4veHGlzvNnPnPX/j3auW+M3/ACXjx/8A9hhv/QRXq/wF8D+JPAn7QXhyw8TWCWVxc2dzNFGs6SfIInXqhI6ivKPjN/yXjx//ANhhv/QRVf8ALxD6neeCfij+0B4l1C08OeCNRtJhb26RpF/ZkLCONAF3O7AADoMk/rXrQ079o2Hy7fUvi/4DstQkAK2j2CbjntyoP5A1yf7M/wDaL/BH4hw+DGjXxoUb7LggSY8n91tzxnd5mM8ZxmvmGTw3JDdynxFb3k2sO267N9v87zDydwbnP15qXDmk0kK2p9F/Evxn+1B8PpUOv67pJtJH2RXttpcUkEjemcAqevDAE4NZv7IN7q+q/H691jXb5by/1CC6uZpFjCLubaThRwBnPArpbZdX0b9inxT/AMJy1xDCoP8AYaXzEzLynkgbvmx5udoP8Of4cVyn7Fshl+L1tKRtL6ZMxHpkLQkkn3Ak8efAT4jv4y8beJhp9l/Zt3rF7qUTm8TcYGcuCRnIOO1eMqQwBUgg9CK3vifq3iG9+Kvj22fxV4hjtovEV/bpbxalKsQjErAIFzjGDjHTFc5Z28drax28WdkYwuTk1rR5rajRNVfUrSHUmtTfb7hbRWWBHclUBOSAPTOTj1JqxXR/DfU/DWkeLrW/8W6RLq+kRpJ51pGAWclCFxkjoxB69q0ewyv8MNOu3+IXh9PD9mP7SW/ha38lMMpDAk5HQAAk+2c8V6h+3Hq9hP8AGbQdKs3je8ttHb7dtOSgaQtGrehA3HHo/vXZ+APjF8Frky6N4c0fVvhxqd8nkRatPpEJ8ticAeZmQAZ/vgL7jrXivxl+FeufDfxnNda7rE3iCXWS88WrTZ3z4I3KwJOGGVyMkYK/QYX5proTuzh54YZ4/LnijlTOdrqCPyNQf2Zpv/QPtP8Avyv+FW69I+AXw0u/iH4sj8+J49BsXWTULjoCOoiU/wB5v0GT6Z6HZK7KOy8RLD8Nf2F7q3WKOz1DxbcBYYVQLu89lB4HrbxE59xXAfs1xeR8YPCMHXy7gJ+UbCj9p34h2vxK+KFto+gSRv4U8KAw2zRf6u4n4DOuOCo2hV7YQkfeqX9nf/ktfhf/AK/P/ZGrnpq6lLuJdxn7TX/Jzfjf/c0//wBJI64NlDKVYAqRggjg19K/HD4z+HfC3xf17w5L8EtC8TX1mtsbjU57mCOWffAjru3wMflDbR8x4Xt0r5tvdSuNY1nVNVm0qDSUu76aeCyhYMkETsWVARgHbnbwB06CroS0tYIs6z4E6XDcfGLwmsFpF5iapDLlYxkBG3k/kprqv209O2/tCRz3ECvFdeH4HjLqCMrLIpH1GB+Yro/2VdAtNGTWPiz4lYWmi6HayiCaQY3Pt/eMvrhcr7l8DkVe+I7x/Hr4HaL8T9CswmvaEZk1Gxj5fySf3qgdTjYkq9fl3AcmonJe0QN6nzilpao4dLaFWHQhACK+gYv+TCfF3/Xwf/SiCvBK97i/5MJ8Xf8AXwf/AEogq6/wDlseBwf6lP8AdH8qfTIP9Sn+6P5U+t0UFe8ftfXct/4K+EOsLI3l3NrL5gB4YyW0LDP4rXBfDLx54b8GaZqS678O7DxfLPJG1uJ/LDRAZDAF0bg5B7dDXf3n7QP9t6VYWw/Zug1WwsuLFLi6ikit8Db+7BtyFwOOMelc9VvmVlsTLcPhLdtov7KnxS1lGMcjwT26OOCGNuFUj3BlFfPmlGRtMtWlYvIYVLsepJAzXvx+PnjWHTJdL0n4B6Vp9hM26S2clonbjlkSNQTwO3YVx3xF+JHxc8ceG28OTeB9C0XTWmjlb7Fp84lyhyACSV9vu0oykpN23Em7nZ/tA/8AJn3w2/7DNj/6KuK439mr/kt/hn/rvJ/6Jer3xv8AGenX/wCz94H8ER6frEWq6fqlpLcNNYOkICJMpAkIwTlxx9fSqP7NX/Jb/DP/AF3k/wDRL04LSQ11ND48eAPGuq/tBeNdVsPB2u3thcyWZt7mHTpZIpdtrGrbWC4OCCDjuK5P/hWXj3/oQ/EP/grl/wDia7z49fFv4raR8c/Ffh3w742l0rS9Oe1Fvbrp9vKF328bt8zoW+8SeSetcb/wuX44f9FNn/8ABTaf/EUqTmo6ISvY5q10TVZzKLXSbyUxOY5PKt2baw6qcDg+1fQHwRsL6w/Z2+KaX1lc2rNpt2VE0TISPsj9MivIfh58VPiH4B0C803w/qen3Et7fPe3E99alyzsADjDcdBxXu/w78feL/H37P3xNvPF8+nSz2ulXcUBs4DEAptHJyCTk5p1pS5bNDk3Y+TdA/5Adj/17p/6CKvVR0D/AJAdj/17p/6CKvV0R+FFIKWkpaoAooooAKKKKGNBRRRTQxRS0gpaTAKKKKYCjpS0g6UtABRRRQAtFFFABRRRTQBRRRTKClFJSigBaKKKACiiigBaKKKACnU2nUAFFFFABRRRVAFFFFACilpBS0AFFFFABS0lLQhhRRRTA5GiiivMOIKB1ooHWgYtFFFAwpRSUopsBaKKKEAUUUUwCiiigAp1Np1ABRRRQAUUUUMApaSloQBRRRQwHUUUUwCiiigYUUUUDFooooAKKKKaAKKKKYDqKKKACnU2nUAFFFFAIKKKKAClpKWgAoorvfhZ8QNB8DWOpjV/hxpfjOa6aIwi8eJTAF3BgpeJ+u4Ht92k3ZASfszQwxfHPwwYokQtduW2qBk+W/Wk/aekkb9pnxwjOxRDYbVJ4XNnFnFdnpv7SHh/TL6K+039nbQrK7hOYp7e/t45EOMZDLbAjg9qTU/2j/DuqanPqmp/s66De39xt8+6uL+2kll2qFXc7WxJwAAMngDFZOT5k7CNv9n1mX9mj4sMpKsNOvCCDgg/Y3r5m09FuNItRcKJQ0KFt43ZOB1zX0Pp/wC0/pun6Zd6ZYfAPS7SwvVKXVtBqkCRTqV2kOgt8MCDg5B44rNT9oDweiBE/Zo8MKqjAAurUAD/AMBqFJqTdhni0aqihVAVQMADoBXd/BP4XXnxM8UyafbvHZ2VsglvrsxhvLUnAAHdmOcfQntXKeJ9e/4SXxbqutQ+G7Xw5ZXMqtbafburJCu0AgFQo6jPCjrXsn7I/jrQPC+ua1oPiO6SxtNchjRLt22JG6bwFZv4QRIfmPAIHrWkm+W6GJrHiX9mHwHqMuiWXh7W/HWp2zGOa4gYvFvHBG7eiHnuqsPeq8fxZ+BF0fKv/gdq9vAeC9uyFwPwkU/rVbWv2X/HHh/cnhZLPxFpjsXguIbiOOV0JypdXIGcY+6SKy7X4C/Fm4mEa+EZo+eWkuoFUfiXrNJNXchHpGleD/Dnirwjq/iP9nvxhr+g6pDEBeaSZXimxyypz8wJwdpy6kjGRyR8x6ZbR2lkkEcjSKMkM3U5Of619Y+AdJ0r9m3wrrHjD4ga7Zf2re2wjtNKtpdzy7SWCLnBZi2ASBtUZJPNfJWiy3FxY/arpQsk8jylQMAbmJ49uaqm/ea3BHqvwT8T+MfDY1lvB3gWLxZcXCQ+akljLcCAKWwf3Y+XO49eu2vQ/wDhaPx3/wCiAab/AOCO8/wq3+wt5n27xh5X+s+zW2365lxWTZ6L+2fJbI9xrF7DKc7k8zTGxz6hqmprKwnuW/8AhaPx3/6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alt=&quot;대표 이미지&quot; /&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;'반값 세일' 앞에서도 결제 버튼을 누르지 못하는 진짜 이유&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&quot;반값 세일&quot;이라는 글자를 보고도 결제 버튼을 누르지 못했다면, 당신은 이미 본능적으로 알고 있는 것입니다. 가격표의 숫자가 낮아진 만큼, 우리가 감당해야 할 '선택의 리스크'는 오히려 커졌다는 사실을 말이죠.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;요즘 쇼핑몰 앱은 연중 최대 할인과 타임 세일 문구로 가득합니다. 하지만 장바구니에 물건을 담아두고도 망설여지는 이유는 단순히 돈이 아까워서가 아닙니다. 수많은 옵션 사이에서 최선의 선택을 해야 한다는 &lt;b&gt;결정 피로&lt;/b&gt;가 우리를 지치게 만들기 때문입니다. 정보는 넘쳐나지만, 정작 믿을 만한 정보는 찾기 힘든 역설적인 상황에 놓인 것입니다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;할인율이라는 숫자가 파놓은 '심리적 함정'&lt;/h2&gt;
&lt;figure style=&quot;text-align: center; margin: 1.5em 0;&quot;&gt;&lt;img style=&quot;width: 100%; max-width: 720px; border-radius: 8px;&quot; src=&quot;https://plus.unsplash.com/premium_photo-1661580608404-c6e7b4481c31?crop=entropy&amp;amp;cs=tinysrgb&amp;amp;fit=max&amp;amp;fm=jpg&amp;amp;ixid=M3wxMjA3fDB8MXxzZWFyY2h8MXx8cGVyc29uJTIwbG9va2luZyUyMHRob3VnaHRmdWxseSUyMGF0JTIwc21hcnRwaG9uZSUyMHNjcmVlbnxlbnwwfDB8fHwxNzgxMTI1NDI3fDA&amp;amp;ixlib=rb-4.1.0&amp;amp;q=80&amp;amp;w=1080&quot; alt=&quot;Side view of businesswoman hands using smartphone while relaxed sitting on arm chair&quot; /&gt;&lt;/figure&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;현명한 소비자는 가격표보다 '나의 만족도'에 집중합니다. 90% 할인이라 해도 나에게 불필요하거나 품질이 기대 이하라면 그것은 소비가 아닌 낭비일 뿐입니다. 실패 없는 쇼핑을 위해 반드시 거쳐야 할 세 가지 검증 필터는 다음과 같습니다.&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;b&gt;가격 추이 확인:&lt;/b&gt; 평소 가격을 모르면 '가짜 할인'의 희생양이 되기 쉽습니다.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;라이프스타일 대조:&lt;/b&gt; 아무리 유명한 '대란템'이라도 내 생활 패턴에 맞지 않으면 결국 서랍 속에 방치됩니다.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;부정 리뷰의 핵심 파악:&lt;/b&gt; 별점 5점짜리 찬사보다 2~3점짜리 리뷰에 제품의 진짜 치명적인 단점이 숨어 있습니다.&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;문제는 수천 개의 리뷰를 일일이 읽고 광고성 글을 걸러내는 데 너무 많은 에너지가 소모된다는 점입니다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;데이터로 쇼핑의 피로도를 낮추는 기술&lt;/h2&gt;
&lt;figure style=&quot;text-align: center; margin: 1.5em 0;&quot;&gt;&lt;img style=&quot;width: 100%; max-width: 720px; border-radius: 8px;&quot; src=&quot;https://plus.unsplash.com/premium_photo-1681399975135-252eab5fd2db?crop=entropy&amp;amp;cs=tinysrgb&amp;amp;fit=max&amp;amp;fm=jpg&amp;amp;ixid=M3wxMjA3fDB8MXxzZWFyY2h8MXx8YWJzdHJhY3QlMjBkYXRhJTIwdmlzdWFsaXphdGlvbiUyMHRlY2hub2xvZ3l8ZW58MHwwfHx8MTc4MTEyNTQyOHww&amp;amp;ixlib=rb-4.1.0&amp;amp;q=80&amp;amp;w=1080&quot; alt=&quot;3D render of a modern network communications background with connecting lines and dots structure&quot; /&gt;&lt;/figure&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이제 쇼핑도 전략입니다. 과거에는 발품을 팔아 최저가를 찾았다면, 이제는 &lt;b&gt;데이터를 얼마나 효율적으로 가공하느냐&lt;/b&gt;가 쇼핑의 질을 결정합니다. 특히 리뷰 분석은 가장 중요하지만 가장 고통스러운 과정이기도 합니다.&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;리뷰 속 '진짜 정보'를 가려내는 법&lt;/h3&gt;
&lt;ol style=&quot;list-style-type: decimal;&quot; data-ke-list-type=&quot;decimal&quot;&gt;
&lt;li&gt;&lt;b&gt;반복되는 키워드 추출:&lt;/b&gt; 여러 구매자가 공통으로 지적하는 문제는 사실일 확률이 매우 높습니다.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;정형화된 말투 경계:&lt;/b&gt; 지나치게 매끄러운 문장이나 연출된 사진 위주의 리뷰는 걸러내는 것이 안전합니다.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;시간 가치 고려:&lt;/b&gt; 소액의 물건을 사기 위해 몇 시간씩 리뷰를 읽는 것은 기회비용 측면에서 오히려 손해입니다.&lt;/li&gt;
&lt;/ol&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;최근에는 이러한 번거로움을 해결하기 위해 AI가 수만 개의 리뷰를 분석해 핵심만 짚어주는 방식이 주목받고 있습니다. &lt;b&gt;AI 쇼핑 디렉터 SHO-Q(쇼큐)&lt;/b&gt; 같은 도구가 대표적입니다. 마치 똑똑한 친구가 &quot;이 제품은 디자인은 합격인데, 내구성이 약하다는 평이 많아&quot;라고 요약해주는 것과 같습니다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;스마트한 선택을 돕는 AI 분석의 힘&lt;/h2&gt;
&lt;figure style=&quot;text-align: center; margin: 1.5em 0;&quot;&gt;&lt;img style=&quot;width: 100%; max-width: 720px; border-radius: 8px;&quot; src=&quot;https://plus.unsplash.com/premium_photo-1683134596260-1a37b23fd4f1?crop=entropy&amp;amp;cs=tinysrgb&amp;amp;fit=max&amp;amp;fm=jpg&amp;amp;ixid=M3wxMjA3fDB8MXxzZWFyY2h8MXx8bWluaW1hbGlzdCUyMGFlc3RoZXRpYyUyMGNhcmRib2FyZCUyMHBhY2thZ2V8ZW58MHwwfHx8MTc4MTEyNTQzMHww&amp;amp;ixlib=rb-4.1.0&amp;amp;q=80&amp;amp;w=1080&quot; alt=&quot;Opened black textured Gift Box Mockup with kraft wrapping paper and sticker on the white wooden table outdoor. 3d rendering&quot; /&gt;&lt;/figure&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;리뷰의 홍수 속에서 길을 잃었다면 기술의 도움을 받는 것이 현명합니다. SHO-Q는 흩어져 있는 수많은 후기를 AI가 대신 읽고, 사용자가 꼭 알아야 할 핵심 정보를 명확하게 정리합니다.&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;b&gt;방대한 리뷰 요약:&lt;/b&gt; 수천 개의 후기를 하나하나 읽을 필요 없이 장단점을 한눈에 파악합니다.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;노이즈 필터링:&lt;/b&gt; 인위적인 광고성 리뷰를 제외하고 실제 구매자들의 진솔한 경험담에 집중할 수 있도록 돕습니다.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;객관적 판단 근거:&lt;/b&gt; 감정적인 호불호가 아닌 데이터에 기반한 분석 결과를 제공하여 이성적인 결정을 지원합니다.&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;더 이상 세일 문구에 현혹되어 충동구매를 하거나, 리뷰를 읽다 지쳐 쇼핑을 포기할 필요가 없습니다. 기술을 적절히 활용하면 훨씬 가벼운 마음으로 만족스러운 선택을 내릴 수 있습니다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;쇼핑은 물건이 아니라 '만족'을 사는 과정입니다&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;결국 쇼핑의 본질은 물건을 손에 넣었을 때 느끼는 즐거움과 편리함에 있습니다. 가격표의 숫자가 주는 일시적인 쾌감보다, 오랫동안 곁에 두고 쓰면서 느끼는 '진짜 가성비'를 찾아야 합니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;오늘도 장바구니 앞에서 고민하고 있다면, 혼자 에너지를 낭비하기보다 똑똑한 분석 도구의 도움을 받아보시기 바랍니다. 당신의 시간과 에너지는 무엇보다 소중하기 때문입니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;a style=&quot;color: #007bff; font-weight: bold; text-decoration: underline;&quot; href=&quot;https://shoq.latebloomerdev.kr&quot;&gt;  데이터로 분석하는 스마트 쇼핑 디렉터, SHO-Q 확인하기&lt;/a&gt;&lt;/p&gt;
&lt;hr style=&quot;margin: 2em 0;&quot; data-ke-style=&quot;style1&quot; /&gt;
&lt;p style=&quot;text-align: center;&quot; data-ke-size=&quot;size16&quot;&gt;&lt;a style=&quot;display: inline-block; padding: 12px 24px; background: #333; color: #fff; text-decoration: none; border-radius: 8px; font-weight: bold;&quot; href=&quot;https://shoq.latebloomerdev.kr&quot; target=&quot;_blank&quot; rel=&quot;noopener&quot;&gt; SHO-Q 바로가기 &amp;rarr; &lt;/a&gt;&lt;/p&gt;
&lt;/div&gt;</description>
      <author>latebloomerdev.</author>
      <guid isPermaLink="true">https://latebloomerdev.tistory.com/462</guid>
      <comments>https://latebloomerdev.tistory.com/462#entry462comment</comments>
      <pubDate>Thu, 11 Jun 2026 06:16:57 +0900</pubDate>
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