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‘벤처기업의 자금조달 여건 점검 및 대응방안’

2022.12.15

담당부서 SGI

<p class="0" style="text-align: center; font-weight: bold; font-size: 16pt; font-family: 나눔고딕; line-height: 25.6px; margin-top: 0px; margin-bottom: 0px;"><span style="font-size: 16pt; font-family: 나눔고딕; line-height: 25.6px; margin-top: 0px; margin-bottom: 0px;"> </span></p><p class="0" style="margin-left: 16.6pt; text-indent: -16.6pt; margin-top: 15pt; margin-bottom: 10pt; text-align: center; word-break: keep-all; line-height: 200%; font-family: 나눔고딕; font-size: 16px;"><span style="letter-spacing: -1.5pt; font-weight: bold; font-size: 20pt; font-family: 나눔고딕; line-height: 32px; margin-top: 0px; margin-bottom: 0px;"> </span><span style="font-family: 나눔고딕; letter-spacing: -1.5pt; font-weight: bold; font-size: 14pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;"><span style="font-size: 14pt; font-family: 나눔고딕; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">“</span></span><span style="font-family: 나눔고딕; letter-spacing: -1.5pt; font-weight: bold; font-size: 14pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;"><span style="font-size: 14pt; font-family: 나눔고딕; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">얼어붙는 내년도 벤처투자자금</span></span><span style="font-family: 나눔고딕; letter-spacing: -1.5pt; font-weight: bold; font-size: 14pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;"><span style="font-size: 14pt; font-family: 나눔고딕; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">, </span></span><span style="font-family: 나눔고딕; letter-spacing: -1.5pt; font-weight: bold; font-size: 14pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;"><span style="font-size: 14pt; font-family: 나눔고딕; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">정책금융 경기역행적 운영필요</span></span><span style="font-family: 나눔고딕; letter-spacing: -1.5pt; font-weight: bold; font-size: 14pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;"><span style="font-size: 14pt; font-family: 나눔고딕; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">”</span></span></p><p class="0" style="margin-left: 16.6pt; text-indent: -16.6pt; margin-top: 15pt; margin-bottom: 10pt; text-align: center; word-break: keep-all; line-height: 200%; font-family: 나눔고딕; font-size: 16px;"><span style="font-family: 나눔고딕; letter-spacing: -1.5pt; font-weight: bold; font-size: 14pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;"><span style="font-size: 14pt; font-family: 나눔고딕; line-height: 32px; margin-top: 0px; margin-bottom: 0px;"><br></span></span></p><p class="0" style="line-height: 200%; font-family: 나눔고딕; font-size: 16px; margin-top: 0px; margin-bottom: 0px;"><span style="font-family: 나눔고딕; letter-spacing: -1.5pt; font-weight: bold; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">- </span><span style="font-family: 나눔고딕; letter-spacing: -1.5pt; font-weight: bold; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">정부지원금의 축소</span><span style="font-family: 나눔고딕; letter-spacing: -1.5pt; font-weight: bold; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">, </span><span style="font-family: 나눔고딕; letter-spacing: -1.5pt; font-weight: bold; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">긴축적 통화정책 등으로 벤처기업의 자금난 악화</span></p><p class="0" style="line-height: 200%; font-family: 나눔고딕; font-size: 16px; margin-top: 0px; margin-bottom: 0px;"><span style="font-family: 나눔고딕; letter-spacing: -1.5pt; font-weight: bold; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">2022</span><span style="font-family: 나눔고딕; letter-spacing: -1.5pt; font-weight: bold; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">년 </span><span style="font-family: 나눔고딕; letter-spacing: -1.5pt; font-weight: bold; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">3</span><span style="font-family: 나눔고딕; letter-spacing: -1.5pt; font-weight: bold; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">분기 벤처캐피탈투자가 전년동기대비 </span><span style="font-family: 나눔고딕; letter-spacing: -1.5pt; font-weight: bold; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">40.1% </span><span style="font-family: 나눔고딕; letter-spacing: -1.5pt; font-weight: bold; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">감소하며 투자 큰 폭으로 위축 </span></p><p class="0" style="line-height: 200%; font-family: 나눔고딕; font-size: 16px; margin-top: 0px; margin-bottom: 0px;"><span style="font-family: 나눔고딕; letter-spacing: -1.5pt; font-weight: bold; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">정책금융 강화</span><span style="font-family: 나눔고딕; letter-spacing: -1.5pt; font-weight: bold; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">, </span><span style="font-family: 나눔고딕; letter-spacing: -1.5pt; font-weight: bold; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">무담보 대출 확대</span><span style="font-family: 나눔고딕; letter-spacing: -1.5pt; font-weight: bold; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">, CVC(</span><span style="font-family: 나눔고딕; letter-spacing: -1.5pt; font-weight: bold; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">기업형 벤처캐피탈</span><span style="font-family: 나눔고딕; letter-spacing: -1.5pt; font-weight: bold; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">) </span><span style="font-family: 나눔고딕; letter-spacing: -1.5pt; font-weight: bold; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">활성화 등 자금조달 개선이 시급 </span></p><p class="0" style="line-height: 200%; font-family: 나눔고딕; font-size: 16px; margin-top: 0px; margin-bottom: 0px;"><span style="font-family: 나눔고딕; letter-spacing: -1.5pt; font-weight: bold; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;"><br></span></p><p class="0" style="line-height: 200%; letter-spacing: -1.5pt; font-weight: bold; font-size: 15pt; font-family: 나눔고딕; margin-top: 0px; margin-bottom: 0px;"><span style="letter-spacing: -1.5pt; font-size: 12pt; font-family: 나눔고딕; line-height: 40px; margin-top: 0px; margin-bottom: 0px;"> </span></p><p class="0" style="line-height: 200%; font-family: 나눔고딕; font-size: 16px; margin-top: 0px; margin-bottom: 0px;"><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">대한상의 </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">SGI</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">는 </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">14</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">일 </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">‘</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">벤처기업의 자금조달 여건 점검 및 대응방안</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">’ </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">보고서를 발표하고 벤처기업의 자금조달 여건을 평가하고</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">, </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">향후 원활한 자금조달를 위한 방안들을 제시하였다</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">. </span></p><p class="0" style="line-height: 200%; letter-spacing: -1pt; font-size: 13pt; font-family: 나눔고딕; margin-top: 0px; margin-bottom: 0px;"><span style="letter-spacing: -1pt; font-size: 12pt; font-family: 나눔고딕; line-height: 34.6667px; margin-top: 0px; margin-bottom: 0px;"> </span></p><p class="0" style="line-height: 200%; font-family: 나눔고딕; font-size: 16px; margin-top: 0px; margin-bottom: 0px;"><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;"><br></span></p><p class="0" style="line-height: 200%; font-family: 나눔고딕; font-size: 16px; margin-top: 0px; margin-bottom: 0px;"><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">현재 벤처기업은 정부지원금과 은행대출에 대한 자금 의존도가 높은 상황이다</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">. </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">벤처기업협회의 조사에 따르면 </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">2020</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">년 기준 벤처기업의 신규자금 중 </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">64.1%</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">는 정책지원금으로</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">, 28.2%</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">는 은행대출을 통해 조달되었다</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">. </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">벤처투자 시장의 주요 자금원으로 자리잡고 있는 벤처캐피탈의 투자재원을 살펴보면</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">, 2021</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">년 기준 벤처투자조합의 출자자 중 정책금융의 비중이 </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">29.5%</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">를 차지하고 있다</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">.</span></p><p class="0" style="line-height: 200%; font-family: 나눔고딕; font-size: 16px; margin-top: 0px; margin-bottom: 0px;"><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;"><br></span></p><p class="0" style="line-height: 200%; font-family: 나눔고딕; font-size: 16px; margin-top: 0px; margin-bottom: 0px;"><img src="http://www.korcham.net/dext5editordata/2022/12/20221215_171308452_27294.png" title="" alt="" border="0" style="width: 669px; height: 285px; border: 0px solid;"><br></p><p class="0" style="line-height: 200%; font-family: 나눔고딕; font-size: 16px; margin-top: 0px; margin-bottom: 0px;"><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;"><br></span></p><p class="0" style="line-height: 200%; font-family: 나눔고딕; font-size: 16px; margin-top: 0px; margin-bottom: 0px;"><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">보고서는 이러한 상황에서 정부지원금 축소</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">, </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">긴축적 통화정책 등으로 벤처기업의 자금난이 심화되고 있다고 보았다</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">. 2023</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">년 정부의 정책자금과 모태펀드 예산이 각각 </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">19.6%</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">와 </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">39.7% </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">감소하며 자금 지원 규모가 </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">2</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">년 연속 줄어들고 있다</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">. </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">긴축적 통화정책으로 시중 유동성도 축소되고 있다</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">. </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">은행의 보수적인 대출 성향이 강화되고</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">, </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">높아진 시중금리에 따라 벤처자금 시장의 주요 투자자인 금융기관이 예금</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">, </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">회사채 등으로 자금투자를 전환할 것이기 때문이다</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">. </span></p><p class="0" style="line-height: 200%; letter-spacing: -1pt; font-size: 13pt; font-family: 나눔고딕; margin-top: 0px; margin-bottom: 0px;"><span style="letter-spacing: -1pt; font-size: 12pt; font-family: 나눔고딕; line-height: 34.6667px; margin-top: 0px; margin-bottom: 0px;"> </span></p><p class="0" style="line-height: 200%; font-family: 나눔고딕; font-size: 16px; margin-top: 0px; margin-bottom: 0px;"><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;"><br></span></p><p class="0" style="line-height: 200%; font-family: 나눔고딕; font-size: 16px; margin-top: 0px; margin-bottom: 0px;"><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">벤처기업은 외부자금에 대한 만성적인 초과수요 상태인 경우가 많아 자금공급이 줄어들면 벤처기업의 자금난은 빠른 속도로 어려워지게 된다</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">. </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">실제로 </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">2022</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">년 </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">3</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">분기 벤처캐피탈투자는 경기불확실성과 고금리 등으로 투자심리가 위축되면서 전년동기대비 </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">40.1%</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">나 감소하였다</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">. </span></p><p class="0" style="line-height: 200%; letter-spacing: -1pt; font-size: 13pt; font-family: 나눔고딕; margin-top: 0px; margin-bottom: 0px;"><span style="letter-spacing: -1pt; font-size: 12pt; font-family: 나눔고딕; line-height: 34.6667px; margin-top: 0px; margin-bottom: 0px;"> </span></p><p class="0" style="line-height: 200%; font-family: 나눔고딕; font-size: 16px; margin-top: 0px; margin-bottom: 0px;"><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;"><br></span></p><p class="0" style="line-height: 200%; font-family: 나눔고딕; font-size: 16px; margin-top: 0px; margin-bottom: 0px;"><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">이에 </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">SGI</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">는 벤처기업의 자금난을 완화하기 위해 </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">① </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">정책금융의 경기역행적 운영 </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">② </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">벤처기업에 대한 무담보 대출 공급 확대</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">, </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">③ </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">CVC </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">활성화를 위한 규제 완화 등을 제시하였다</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">. </span></p><p class="0" style="line-height: 200%; font-family: 나눔고딕; font-size: 16px; margin-top: 0px; margin-bottom: 0px;"><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;"><br></span></p><p class="0" style="line-height: 200%; font-family: 나눔고딕; font-size: 16px; margin-top: 0px; margin-bottom: 0px;"><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;"><img src="http://www.korcham.net/dext5editordata/2022/12/20221215_171331717_49788.png" title="" alt="" border="0" style="width: 669px; height: 263px; border: 0px solid;"><br></span></p><p class="0" style="line-height: 200%; font-family: 나눔고딕; font-size: 16px; margin-top: 0px; margin-bottom: 0px;"><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;"><br></span></p><table style="border-collapse:collapse;table-layout:fixed;border-top:none;border-left:none;border-bottom:none;border-right:none;"><tbody><tr><td style="width: 638px; height: 38px; padding: 1.41pt 5.1pt; border-top: 4px solid rgb(0, 0, 0); border-left: none; border-bottom: none; border-right: none;" valign="middle"><p class="0" style="line-height: 200%; font-family: 나눔고딕; font-size: 16px; margin-top: 0px; margin-bottom: 0px;"><span style="font-family: 나눔고딕; letter-spacing: -1.5pt; font-weight: bold; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">제안 </span><span style="font-family: 나눔고딕; letter-spacing: -1.5pt; font-weight: bold; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">① </span><span style="font-family: 나눔고딕; letter-spacing: -1.5pt; font-weight: bold; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">정책금융의 경기역행적 운영 필요</span></p></td></tr></tbody></table><p style="line-height: 200%; font-family: 나눔고딕; font-size: 16px; margin-top: 0px; margin-bottom: 0px;"> </p><p class="0" style="line-height: 200%; font-family: 나눔고딕; font-size: 16px; margin-top: 0px; margin-bottom: 0px;"><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">SGI</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">는 정책금융을 경기역행적으로 운영하여 민간 투자자금의 경기순응적 성향을 보완해야 한다고 주장하였다</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">. </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">경기순응성은 경기둔화 국면에서 유동성이 줄어들고 경기상승 국면에서는 유동성이 늘어나면서 경기변동성을 증폭시키는 것을 의미한다</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">. SGI </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">김경훈 연구위원은 </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">“</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">은행대출</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">, </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">벤처캐피탈 등 벤처기업에 대한 민간 투자자금은 경기순응성이 강하여 경기둔화 국면에서 벤처기업의 자금난은 더욱 악화되는 것으로 평가되어 왔다</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">.”</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">고 하였다</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">. </span></p><p class="0" style="line-height: 200%; font-family: 나눔고딕; font-size: 16px; margin-top: 0px; margin-bottom: 0px;"><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;"><br></span></p><p class="0" style="line-height: 200%; font-family: 나눔고딕; font-size: 16px; margin-top: 0px; margin-bottom: 0px;"><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">향후 경기둔화 국면에서 정책금융 규모를 일정수준으로 안정적으로 유지해야 한다</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">. </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">정책금융에 대한 의존도가 높은 벤처기업에게 정책금융의 감소는 자금난을 심화시키기 때문이다</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">. </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">또한 정책금융 규모의 변동성 확대에 시장의 불확실성을 키울 수 있다</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">. </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">그러나</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">, 2023</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">년 정부의 모태펀드 출자예산이 금년에 비해 </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">39.7%</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">나 줄어들어 벤처기업의 자금난이 커지지 않을까 우려스러운 상황이다</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">. </span></p><p class="0" style="line-height: 200%; letter-spacing: -1pt; font-size: 13pt; font-family: 나눔고딕; margin-top: 0px; margin-bottom: 0px;"><span style="letter-spacing: -1pt; font-size: 12pt; font-family: 나눔고딕; line-height: 34.6667px; margin-top: 0px; margin-bottom: 0px;"> </span></p><p class="0" style="line-height: 200%; font-family: 나눔고딕; font-size: 16px; margin-top: 0px; margin-bottom: 0px;"><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;"><br></span></p><p class="0" style="line-height: 200%; font-family: 나눔고딕; font-size: 16px; margin-top: 0px; margin-bottom: 0px;"><span style="letter-spacing: -1pt; font-size: 12pt; font-family: 나눔고딕; line-height: 32px; margin-top: 0px; margin-bottom: 0px;"> </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">보고서는 경기 여건을 반영하여 모태펀드 예산을 늘리거나 한국은행 금융중개지원 대출을 확대하는 등 벤처기업에 대한 정책금융 지원이 강화되어야 한다고 주장하였다</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">. </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">특히</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">, </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">모태펀드는 민간자금에 대한 유인효과를 극대화하는 방안으로 설계된 것으로 경기둔화 국면에서는 지원 규모를 늘려 민간 투자자금의 경기순응성을 완화하여 벤처투자 시장의 위축을 해소해야 한다</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">. </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">이에 따라 향후 추경을 통해 자금 지원 규모를 금년 수준 이상으로 늘리는 것을 고려해야 한다</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">. </span></p><p class="0" style="line-height: 200%; letter-spacing: -1.7pt; font-size: 14pt; font-family: 나눔고딕; margin-top: 0px; margin-bottom: 0px;"><span style="letter-spacing: -1.7pt; font-size: 12pt; font-family: 나눔고딕; line-height: 37.3333px; margin-top: 0px; margin-bottom: 0px;"> </span></p><p class="0" style="line-height: 200%; letter-spacing: -1.7pt; font-size: 14pt; font-family: 나눔고딕; margin-top: 0px; margin-bottom: 0px;"> </p><table style="border-collapse:collapse;table-layout:fixed;border-top:none;border-left:none;border-bottom:none;border-right:none;"><tbody><tr><td style="width: 638px; height: 38px; padding: 1.41pt 5.1pt; border-top: 4px solid rgb(0, 0, 0); border-left: none; border-bottom: none; border-right: none;" valign="middle"><p class="0" style="line-height: 200%; font-family: 나눔고딕; font-size: 16px; margin-top: 0px; margin-bottom: 0px;"><span style="font-family: 나눔고딕; letter-spacing: -1.5pt; font-weight: bold; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">제안 </span><span style="font-family: 나눔고딕; letter-spacing: -1.5pt; font-weight: bold; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">② </span><span style="font-family: 나눔고딕; letter-spacing: -1.5pt; font-weight: bold; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">벤처기업에 대한 무담보 대출 공급 확대 </span></p></td></tr></tbody></table><p style="line-height: 200%; font-family: 나눔고딕; font-size: 16px; margin-top: 0px; margin-bottom: 0px;"> </p><p class="0" style="line-height: 200%; font-family: 나눔고딕; font-size: 16px; margin-top: 0px; margin-bottom: 0px;"><span style="letter-spacing: -1.7pt; font-size: 12pt; font-family: 나눔고딕; line-height: 32px; margin-top: 0px; margin-bottom: 0px;"> </span></p><p class="0" style="line-height: 200%; font-family: 나눔고딕; font-size: 16px; margin-top: 0px; margin-bottom: 0px;"><span style="font-family: 나눔고딕; letter-spacing: -1.1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">SGI</span><span style="font-family: 나눔고딕; letter-spacing: -1.1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">는 담보물이 부족한 벤처기업에게 무담보 대출 공급을 확대해야 한다고 주장하였다</span><span style="font-family: 나눔고딕; letter-spacing: -1.1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">. </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">현재 국내 시중은행들은 벤처기업에게 담보 대출을 주로 시행하고 있는데</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">, </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">창업 초기의 담보물이 부족한 벤처기업은 은행 대출을 통한 자금조달에 어려움을 겪고 있다</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">. </span></p><p class="0" style="line-height: 200%; letter-spacing: -1pt; font-size: 13pt; font-family: 나눔고딕; margin-top: 0px; margin-bottom: 0px;"><span style="letter-spacing: -1pt; font-size: 12pt; font-family: 나눔고딕; line-height: 34.6667px; margin-top: 0px; margin-bottom: 0px;"> </span></p><p class="0" style="line-height: 200%; font-family: 나눔고딕; font-size: 16px; margin-top: 0px; margin-bottom: 0px;"><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;"><br></span></p><p class="0" style="line-height: 200%; font-family: 나눔고딕; font-size: 16px; margin-top: 0px; margin-bottom: 0px;"><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">김경훈 연구위원은 </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">“</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">국내 시중은행들은 담보물 중심으로 기업대출을 시행하고 있고 무담보 대출에는 익숙하지 않은 상황</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">”</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">이라고 평가하며</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">, “</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">지적재산권을 바탕으로 역량있는 벤처기업에게 무담보 대출을 제공할 필요가 있다</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">”</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">고 하였다</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">. </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">담보가 없더라도 성장가능성이 높은 벤처기업을 선별하고 이들에게 대출자금을 공급하는 것은 추후 은행의 수익성 제고에도 기여하기 때문이다</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">.</span></p><p class="0" style="line-height: 200%; letter-spacing: -1pt; font-size: 13pt; font-family: 나눔고딕; margin-top: 0px; margin-bottom: 0px;"><span style="letter-spacing: -1pt; font-size: 12pt; font-family: 나눔고딕; line-height: 34.6667px; margin-top: 0px; margin-bottom: 0px;"> </span></p><p class="0" style="line-height: 200%; font-family: 나눔고딕; font-size: 16px; margin-top: 0px; margin-bottom: 0px;"><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;"><br></span></p><p class="0" style="line-height: 200%; font-family: 나눔고딕; font-size: 16px; margin-top: 0px; margin-bottom: 0px;"><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">다만</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">, </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">경기둔화 국면에서 시중은행의 대출태도가 더욱 보수적으로 강화될 것으로 보여 시중은행을 중심으로 벤처기업에 대한 무담보 대출을 확대하기는 어려울 것으로 보이며</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">, </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">이러한 상황에서는 기업은행과 산업은행 등 정책금융기관의 역할이 중요한 것으로 평가된다</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">.</span></p><p class="0" style="line-height: 200%; font-family: 나눔고딕; font-size: 16px; margin-top: 0px; margin-bottom: 0px;"> </p><p class="0" style="line-height: 200%; font-family: 나눔고딕; font-size: 16px; margin-top: 0px; margin-bottom: 0px;"><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">특히 보고서는 정책금융기관과 벤처캐피탈이 전략적 제휴를 통해 성장성 있는 벤처기업을 발굴하고 이들에게 창업초기 단계에서부터 무담보 대출을 제공하면서 장기 자본을 공급하는 전략이 필요하다고 강조하였다</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">. </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">단순히 여러 기업에게 대출을 제공하여 전체 대출 규모를 늘리는 전략보다는 성장성 있는 기업을 선별하여 이들에게 집중하는 전략이 필요한 것이다</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">.</span></p><p class="0" style="line-height: 200%; font-family: 나눔고딕; font-size: 16px; margin-top: 0px; margin-bottom: 0px;"><span style="letter-spacing: -1pt; font-size: 12pt; font-family: 나눔고딕; line-height: 32px; margin-top: 0px; margin-bottom: 0px;"> </span></p><p class="0" style="line-height: 200%; font-family: 나눔고딕; font-size: 16px; margin-top: 0px; margin-bottom: 0px;"><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;"><br></span></p><p class="0" style="line-height: 200%; font-family: 나눔고딕; font-size: 16px; margin-top: 0px; margin-bottom: 0px;"><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">벤처캐피탈은 역량있는 벤처기업을 선별하고 육성하는 능력이 상대적으로 뛰어나고 정책금융기관은 대규모 자금 대출과 대출 관리 능력이 우수하기 때문에 양 기관이 협업을 통해 벤처기업에게 무담보 대출 공급을 효율적으로 수행해 나가야 한다</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">. </span></p><p class="0" style="line-height: 200%; letter-spacing: -1.7pt; font-size: 14pt; font-family: 나눔고딕; margin-top: 0px; margin-bottom: 0px;"><span style="letter-spacing: -1.7pt; font-size: 12pt; font-family: 나눔고딕; line-height: 37.3333px; margin-top: 0px; margin-bottom: 0px;"> </span></p><p class="0" style="line-height: 200%; letter-spacing: -1.7pt; font-size: 14pt; font-family: 나눔고딕; margin-top: 0px; margin-bottom: 0px;"> </p><table style="border-collapse:collapse;table-layout:fixed;border-top:none;border-left:none;border-bottom:none;border-right:none;"><tbody><tr><td style="width: 638px; height: 38px; padding: 1.41pt 5.1pt; border-top: 4px solid rgb(0, 0, 0); border-left: none; border-bottom: none; border-right: none;" valign="middle"><p class="0" style="line-height: 200%; font-family: 나눔고딕; font-size: 16px; margin-top: 0px; margin-bottom: 0px;"><span style="font-family: 나눔고딕; letter-spacing: -1.5pt; font-weight: bold; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">제안 </span><span style="font-family: 나눔고딕; letter-spacing: -1.5pt; font-weight: bold; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">③ </span><span style="font-family: 나눔고딕; letter-spacing: -1.5pt; font-weight: bold; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">CVC(</span><span style="font-family: 나눔고딕; letter-spacing: -1.5pt; font-weight: bold; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">기업형 벤처캐피탈</span><span style="font-family: 나눔고딕; letter-spacing: -1.5pt; font-weight: bold; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">) </span><span style="font-family: 나눔고딕; letter-spacing: -1.5pt; font-weight: bold; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">규제 완화를 통한 활성화 </span></p></td></tr></tbody></table><p style="line-height: 200%; font-family: 나눔고딕; font-size: 16px; margin-top: 0px; margin-bottom: 0px;"> </p><p class="0" style="line-height: 200%; letter-spacing: -1.7pt; font-size: 14pt; font-family: 나눔고딕; margin-top: 0px; margin-bottom: 0px;"><span style="letter-spacing: -1.7pt; font-size: 12pt; font-family: 나눔고딕; line-height: 37.3333px; margin-top: 0px; margin-bottom: 0px;"> </span></p><p class="0" style="line-height: 200%; font-family: 나눔고딕; font-size: 16px; margin-top: 0px; margin-bottom: 0px;"><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">SGI</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">는 벤처기업의 안정적인 중장기 투자 자금을 조달하는 방안으로 </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">CVC</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">의 투자를 활성화해야 한다고 하였다</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">. CVC</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">는 비금융 법인이 설립한 벤처캐피탈로서 주로 모기업이 사업진출을 계획하는 부문의 벤처기업에게 전략적 투자자 관점에서 장기 투자를 수행한다</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">. </span></p><p class="0" style="line-height: 200%; letter-spacing: -1pt; font-size: 13pt; font-family: 나눔고딕; margin-top: 0px; margin-bottom: 0px;"><span style="letter-spacing: -1pt; font-size: 12pt; font-family: 나눔고딕; line-height: 34.6667px; margin-top: 0px; margin-bottom: 0px;"> </span></p><p class="0" style="line-height: 200%; font-family: 나눔고딕; font-size: 16px; margin-top: 0px; margin-bottom: 0px;"><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;"><br></span></p><p class="0" style="line-height: 200%; font-family: 나눔고딕; font-size: 16px; margin-top: 0px; margin-bottom: 0px;"><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">CVC</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">는 단기적인 경기 영향을 덜 받고 장기적인 투자가 가능하여 경기둔화 국면에서 벤처투자 시장의 주요 투자 자금원이 될 것으로 기대된다</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">. </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">국내의 경우 </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">2021</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">년 </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">12</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">월 공정거래법 개정을 통해 일반지주회사도 </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">CVC</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">를 설립할 수 있게 되었으며</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">, </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">최근 대기업과 중견기업을 중심으로 본업의 경쟁력 강화</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">, </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">신성장 동력 확보 등을 위한 목적으로 </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">CVC </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">설립에 대한 관심이 증대되고 있다</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">. </span></p><p class="0" style="line-height: 200%; font-family: 나눔고딕; font-size: 16px; margin-top: 0px; margin-bottom: 0px;"> </p><p class="0" style="line-height: 200%; font-family: 나눔고딕; font-size: 16px; margin-top: 0px; margin-bottom: 0px;"><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">보고서는 </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">CVC </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">투자를 활성화하기 위해 규제 개선이 필요하다고 하였다</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">. </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">현재 펀드 조성 시 외부자금 출자 비중이 </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">40%</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">로 제한됨에 따라 펀드 규모를 확대하는데에 제약이 있어</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">, </span><span style="font-family: 나눔고딕; 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"}]}]},"01D9105C45E1776000000023": {"np": "01D9105C45E1776000000024","id": -2147483648,"pp": "01D9105C45E1C58000000075","si": "01D9105C45E1C5800000007B","bf": 0,"ru": [{"cp": "01D9105C45E19E7000000066","ch": [{"t": ""}]}]},"01D9105C45E1776000000024": {"np": "01D9105C45E1776000000025","id": -2147483648,"pp": "01D9105C45E1C58000000075","si": "01D9105C45E1C5800000007B","bf": 0,"ru": [{"cp": "01D9105C45E19E7000000066","ch": [{"cc": 11,"ci": 1952607264,"co": "01D9105C45E1776000000008"},{"t": ""}]}]},"01D9105C45E1776000000025": {"np": "01D9105C45E1776000000026","id": -2147483648,"pp": "01D9105C45E1C58000000075","si": "01D9105C45E1C5800000007B","bf": 0,"ru": [{"cp": "01D9105C45E19E7000000066","ch": [{"t": ""}]}]},"01D9105C45E1776000000026": {"np": "01D9105C45E1776000000027","id": -2147483648,"pp": "01D9105C45E1C58000000075","si": "01D9105C45E1C5800000007B","bf": 0,"ru": [{"cp": "01D9105C45E19E7000000066","ch": [{"cc": 11,"ci": 1952607264,"co": "01D9105C45E177600000000E"},{"t": ""}]}]},"01D9105C45E1776000000027": {"np": "01D9105C45E1776000000028","id": -2147483648,"pp": "01D9105C45E1C58000000075","si": "01D9105C45E1C5800000007B","bf": 0,"ru": [{"cp": "01D9105C45E19E7000000064","ch": [{"t": " SGI는 정책금융을 경기역행적으로 운영하여 민간 투자자금의 경기순응적 성향을 보완해야 한다고 주장하였다. 경기순응성은 경기둔화 국면에서 유동성이 줄어들고 경기상승 국면에서는 유동성이 늘어나면서 경기변동성을 증폭시키는 것을 의미한다. SGI 김경훈 연구위원은 “은행대출, 벤처캐피탈 등 벤처기업에 대한 민간 투자자금은 경기순응성이 강하여 경기둔화 국면에서 벤처기업의 자금난은 더욱 악화되는 것으로 평가되어 왔다.”고 하였다. "}]}]},"01D9105C45E1776000000028": {"np": "01D9105C45E1776000000029","id": -2147483648,"pp": "01D9105C45E1C58000000075","si": "01D9105C45E1C5800000007B","bf": 0,"ru": [{"cp": "01D9105C45E19E7000000064","ch": [{"t": " 향후 경기둔화 국면에서 정책금융 규모를 일정수준으로 안정적으로 유지해야 한다. 정책금융에 대한 의존도가 높은 벤처기업에게 정책금융의 감소는 자금난을 심화시키기 때문이다. 또한 정책금융 규모의 변동성 확대에 시장의 불확실성을 키울 수 있다. 그러나, 2023년 정부의 모태펀드 출자예산이 금년에 비해 39.7%나 줄어들어 벤처기업의 자금난이 커지지 않을까 우려스러운 상황이다. "}]}]},"01D9105C45E1776000000029": {"np": "01D9105C45E177600000002A","id": -2147483648,"pp": "01D9105C45E1C58000000075","si": "01D9105C45E1C5800000007B","bf": 0,"ru": [{"cp": "01D9105C45E19E7000000064","ch": [{"t": ""}]}]},"01D9105C45E177600000002A": {"np": "01D9105C45E177600000002B","id": -2147483648,"pp": "01D9105C45E1C58000000075","si": "01D9105C45E1C5800000007B","bf": 0,"ru": [{"cp": "01D9105C45E19E7000000064","ch": [{"t": " 보고서는 경기 여건을 반영하여 모태펀드 예산을 늘리거나 한국은행 금융중개지원 대출을 확대하는 등 벤처기업에 대한 정책금융 지원이 강화되어야 한다고 주장하였다. 특히, 모태펀드는 민간자금에 대한 유인효과를 극대화하는 방안으로 설계된 것으로 경기둔화 국면에서는 지원 규모를 늘려 민간 투자자금의 경기순응성을 완화하여 벤처투자 시장의 위축을 해소해야 한다. 이에 따라 향후 추경을 통해 자금 지원 규모를 금년 수준 이상으로 늘리는 것을 고려해야 한다. "}]}]},"01D9105C45E177600000002B": {"np": "01D9105C45E177600000002C","id": -2147483648,"pp": "01D9105C45E1C58000000075","si": "01D9105C45E1C5800000007B","bf": 0,"ru": [{"cp": "01D9105C45E19E7000000066","ch": [{"t": ""}]}]},"01D9105C45E177600000002C": {"np": "01D9105C45E177600000002D","id": -2147483648,"pp": "01D9105C45E1C58000000075","si": "01D9105C45E1C5800000007B","bf": 0,"ru": [{"cp": "01D9105C45E19E7000000066","ch": [{"cc": 11,"ci": 1952607264,"co": "01D9105C45E177600000000F"},{"t": ""}]}]},"01D9105C45E177600000002D": {"np": "01D9105C45E177600000002E","id": -2147483648,"pp": "01D9105C45E1C58000000075","si": "01D9105C45E1C5800000007B","bf": 0,"ru": [{"cp": "01D9105C45E19E7000000066","ch": [{"t": " "}]}]},"01D9105C45E177600000002E": {"np": "01D9105C45E177600000002F","id": -2147483648,"pp": "01D9105C45E1C58000000075","si": "01D9105C45E1C5800000007B","bf": 0,"ru": [{"cp": "01D9105C45E19E700000006F","ch": [{"t": " SGI는 담보물이 부족한 벤처기업에게 무담보 대출 공급을 확대해야 한다고 주장하였다. "}]},{"cp": "01D9105C45E19E7000000064","ch": [{"t": "현재 국내 시중은행들은 벤처기업에게 담보 대출을 주로 시행하고 있는데, 창업 초기의 담보물이 부족한 벤처기업은 은행 대출을 통한 자금조달에 어려움을 겪고 있다. "}]}]},"01D9105C45E177600000002F": {"np": "01D9105C45E1776000000030","id": -2147483648,"pp": "01D9105C45E1C58000000075","si": "01D9105C45E1C5800000007B","bf": 0,"ru": [{"cp": "01D9105C45E19E7000000064","ch": [{"t": ""}]}]},"01D9105C45E1776000000030": {"np": "01D9105C45E1776000000031","id": -2147483648,"pp": "01D9105C45E1C58000000075","si": "01D9105C45E1C5800000007B","bf": 0,"ru": [{"cp": "01D9105C45E19E7000000064","ch": [{"t": " 김경훈 연구위원은 “국내 시중은행들은 담보물 중심으로 기업대출을 시행하고 있고 무담보 대출에는 익숙하지 않은 상황”이라고 평가하며, “지적재산권을 바탕으로 역량있는 벤처기업에게 무담보 대출을 제공할 필요가 있다”고 하였다. 담보가 없더라도 성장가능성이 높은 벤처기업을 선별하고 이들에게 대출자금을 공급하는 것은 추후 은행의 수익성 제고에도 기여하기 때문이다."}]}]},"01D9105C45E1776000000031": {"np": "01D9105C45E1776000000032","id": -2147483648,"pp": "01D9105C45E1C58000000075","si": "01D9105C45E1C5800000007B","bf": 0,"ru": [{"cp": "01D9105C45E19E7000000064","ch": [{"t": ""}]}]},"01D9105C45E1776000000032": {"np": "01D9105C45E1776000000033","id": -2147483648,"pp": "01D9105C45E1C58000000075","si": "01D9105C45E1C5800000007B","bf": 0,"ru": [{"cp": "01D9105C45E19E7000000064","ch": [{"t": " 다만, 경기둔화 국면에서 시중은행의 대출태도가 더욱 보수적으로 강화될 것으로 보여 시중은행을 중심으로 벤처기업에 대한 무담보 대출을 확대하기는 어려울 것으로 보이며, 이러한 상황에서는 기업은행과 산업은행 등 정책금융기관의 역할이 중요한 것으로 평가된다."}]}]},"01D9105C45E1776000000033": {"np": "01D9105C45E1776000000034","id": -2147483648,"pp": "01D9105C45E1C58000000075","si": "01D9105C45E1C5800000007B","bf": 0,"ru": [{"cp": "01D9105C45E19E7000000064","ch": [{"t": " "}]}]},"01D9105C45E1776000000034": {"np": "01D9105C45E1776000000035","id": -2147483648,"pp": "01D9105C45E1C58000000075","si": "01D9105C45E1C5800000007B","bf": 0,"ru": [{"cp": "01D9105C45E19E7000000064","ch": [{"t": " 특히 보고서는 정책금융기관과 벤처캐피탈이 전략적 제휴를 통해 성장성 있는 벤처기업을 발굴하고 이들에게 창업초기 단계에서부터 무담보 대출을 제공하면서 장기 자본을 공급하는 전략이 필요하다고 강조하였다. 단순히 여러 기업에게 대출을 제공하여 전체 대출 규모를 늘리는 전략보다는 성장성 있는 기업을 선별하여 이들에게 집중하는 전략이 필요한 것이다."}]}]},"01D9105C45E1776000000035": {"np": "01D9105C45E1776000000036","id": -2147483648,"pp": "01D9105C45E1C58000000075","si": "01D9105C45E1C5800000007B","bf": 0,"ru": [{"cp": "01D9105C45E19E7000000064","ch": [{"t": " "}]}]},"01D9105C45E1776000000036": {"np": "01D9105C45E1776000000037","id": -2147483648,"pp": "01D9105C45E1C58000000075","si": "01D9105C45E1C5800000007B","bf": 0,"ru": [{"cp": "01D9105C45E19E7000000064","ch": [{"t": " 벤처캐피탈은 역량있는 벤처기업을 선별하고 육성하는 능력이 상대적으로 뛰어나고 정책금융기관은 대규모 자금 대출과 대출 관리 능력이 우수하기 때문에 양 기관이 협업을 통해 벤처기업에게 무담보 대출 공급을 효율적으로 수행해 나가야 한다. "}]}]},"01D9105C45E1776000000037": {"np": "01D9105C45E1776000000038","id": -2147483648,"pp": "01D9105C45E1C58000000075","si": "01D9105C45E1C5800000007B","bf": 0,"ru": [{"cp": "01D9105C45E19E7000000066","ch": [{"t": ""}]}]},"01D9105C45E1776000000038": {"np": "01D9105C45E1776000000039","id": -2147483648,"pp": "01D9105C45E1C58000000075","si": "01D9105C45E1C5800000007B","bf": 0,"ru": [{"cp": "01D9105C45E19E7000000066","ch": [{"cc": 11,"ci": 1952607264,"co": "01D9105C45E1776000000010"},{"t": ""}]}]},"01D9105C45E1776000000039": {"np": "01D9105C45E177600000003A","id": -2147483648,"pp": "01D9105C45E1C58000000075","si": "01D9105C45E1C5800000007B","bf": 0,"ru": [{"cp": "01D9105C45E19E7000000066","ch": [{"t": ""}]}]},"01D9105C45E177600000003A": {"np": "01D9105C45E177600000003B","id": -2147483648,"pp": "01D9105C45E1C58000000075","si": "01D9105C45E1C5800000007B","bf": 0,"ru": [{"cp": "01D9105C45E19E7000000064","ch": [{"t": " SGI는 벤처기업의 안정적인 중장기 투자 자금을 조달하는 방안으로 CVC의 투자를 활성화해야 한다고 하였다. CVC는 비금융 법인이 설립한 벤처캐피탈로서 주로 모기업이 사업진출을 계획하는 부문의 벤처기업에게 전략적 투자자 관점에서 장기 투자를 수행한다. "}]}]},"01D9105C45E177600000003B": {"np": "01D9105C45E177600000003C","id": -2147483648,"pp": "01D9105C45E1C58000000075","si": "01D9105C45E1C5800000007B","bf": 0,"ru": [{"cp": "01D9105C45E19E7000000064","ch": [{"t": ""}]}]},"01D9105C45E177600000003C": {"np": "01D9105C45E177600000003D","id": -2147483648,"pp": "01D9105C45E1C58000000075","si": "01D9105C45E1C5800000007B","bf": 0,"ru": [{"cp": "01D9105C45E19E7000000064","ch": [{"t": " CVC는 단기적인 경기 영향을 덜 받고 장기적인 투자가 가능하여 경기둔화 국면에서 벤처투자 시장의 주요 투자 자금원이 될 것으로 기대된다. 국내의 경우 2021년 12월 공정거래법 개정을 통해 일반지주회사도 CVC를 설립할 수 있게 되었으며, 최근 대기업과 중견기업을 중심으로 본업의 경쟁력 강화, 신성장 동력 확보 등을 위한 목적으로 CVC 설립에 대한 관심이 증대되고 있다. "}]}]},"01D9105C45E177600000003D": {"np": "01D9105C45E177600000003E","id": -2147483648,"pp": "01D9105C45E1C58000000075","si": "01D9105C45E1C5800000007B","bf": 0,"ru": [{"cp": "01D9105C45E19E7000000064","ch": [{"t": " "}]}]},"01D9105C45E177600000003E": {"np": "01D9105C45E177600000003F","id": -2147483648,"pp": "01D9105C45E1C58000000075","si": "01D9105C45E1C5800000007B","bf": 0,"ru": [{"cp": "01D9105C45E19E7000000064","ch": [{"t": " 보고서는 CVC 투자를 활성화하기 위해 규제 개선이 필요하다고 하였다. 현재 펀드 조성 시 외부자금 출자 비중이 40%로 제한됨에 따라 펀드 규모를 확대하는데에 제약이 있어, 이를 완화해야 한다는 것이다. 특히, 경제 불확실성이 높아진 상황에서는 리스크 분산 차원에서 펀드에 다양한 외부 투자자를 유치할 수 있어야 한다고 주장하였다. 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/MJer1bP3WKGmcDn/aSRIOdtQztGhnEBCoyzn81xuWAmnJOhCLrFn3+mjnPazL1f2oKSS3O8n5dTfKibODnuaZZOufPhPcxLb5hmSWjyu14FnQjmzRzmBhMZYTv05FDecspF2f3irs3VvrfTWnmfH0O+U3tjhrr21UpGF/MJPCWi1LvIIP9rm1E/hsvLWqfx4fB6ft/LbziIi1e6fRgLlnBLKCSQ0xnLqz2082OGjt3K133oIS22PZvd3lxzoVpsu64HKY5z+CC2ub52z1MrjVeO1e/IcJlS82+hxWs7+bSTUnlgEuacdwl+inEBCYyzn9/429EmS9OV8l42/azNkzlNwvNPJj3AiebyuQLVvCQbe56ygnHminEBCoyxnWPJy7s+Vmtv3Hz8kose3Ov2P8FAcbutTPxKoRh6PcqIPlBNIiHJ2O5xzQdOnrz0vH97/COZMBn4de1TlFl2BurMNrpGgU060o5xAQmMu56v/uJ7E5dzrcFbeVtVvdS7s24/+R+i1nC1qf1s7ypknygkkNOZySqF8nyVJW86d/rxLcYY761YumBfH8fofQZ7X0h61U6U/g0I58TcoJ5AQ5Qz7lDvVvwDUbFOarU7/I7Q8L/37KCf+BuUEEppgOVv9SzT0sbSX9fP4yFanOdse5ewm97RD+EuUE0iIcoZtl+rK3eLU1vZU6P5H6LWcHFuLf0E5gYQoZ4edey52l/8RTizn1r7/WSG3uLeDR+7JECgn/gXlBBKinD/hf4QTy/lvZ9T9hXImOkl+QW5nh/CXKCeQEOX8Cf8j9F3O0xLZgnLmiXICCVHOn/A/wonlfLMnMehSHIxUopz4F5QTSIhy/oT/EU4s57/5hXImFTdJ0RfKCSREOX/C/wiUsyJukqIvlBNIaOTlnNs9mg2Nb+cSv1jOM/uFl1X6qzCTlPPGHnRb53xhWRvKmSfKCSQ08nK28tXgF8vZJkk529gPmYZRzjxRTiAhyvkT/kegnBXy+HYIf4lyAgmNuZyfdi+lT/2EedpvlfPV7p718D2tOC3fMqZVvtClHeXME+UEEhpzOWM9rtfVSOykZD/cBvz5I/y69CMhjHIOA+UEEsqpnPgDTNJhoJxAQpQTvWKSDgPlBBKinOgVk3QYKCeQEOVEr5ikw0A5gYQoJ3rFJB0GygkkRDnRKybpMFBOICHKiV4xSYeBcgIJUU70ikk6DJQTSIhyoldM0mGgnEBClBO9YpIOA+UEEqKc6BWTdBgoJ5AQ5USvmKTDQDmBhCgnesUkHQbKCSREOdErJukwUE4gIcqJXjFJh4FyAglRTvSKSToMlBNIiHKiV0zSYaCcQEKUE71ikg4D5QQSopzoFZN0GCgnkBDlRK+YpMNAOYGEKCd6xSQdBsoJJEQ50Ssm6TBQTiAhyoleMUmHgXICCVFO9IpJOgyUE0iIcqJXTNJhoJxAQpQTvWKSDgPlBBKinOgVk3QYKCeQEOVEr5ikw0A5gYQoJ3rFJB0GygkkRDnRKybpMFBOICHKiV4xSYeBcgIJUU70ikk6DJQTSIhyoldM0mGgnEBClBO9YpIOA+UEEqKc6BWTdBgoJ5BQ7uW8W60e7ODExP1lz6vVtR1Mi3IOA+UEEsq9nCulbuzgiL2/vGzs4EHbX7Z/WV+vZqur9fPOXqKtlTqzg2lRzmGgnEBC0y/n69rrsbjW1xfZWmvzYW8yINvrcxltYn67tRcZ/nLuHxfFrcV8fWwn5Zw4ygkkNP1y3phKNNhO+Poil7VpbNn9uYeZfWpiVkmhv5ybYze1+Yu9nHJOHeUEEqKcoy7nl9neXKzu71amiWfHdPr+sq+5vvXTZve93zyfyfCs/IMo58RRTiCh6Zczfm/tx8brRZ7dqeX8aNut23rF0Qk3Ke10OC/eix/el/LDZTEsPH+ZufnD3v70/SwdnX8Vw5Rz4ignkND0yxnmK2eLL3l2J5bzTq3sUE3rFUeNmzza1ls2dcaVPKW1HRaSP3Vnh31/2b1c/2SHtc1MqatikHJOHOUEEsqjnF9SHDu4c+PTRzk/L5Q/kK1XHHluoveqVlSewof8eNzIFJdyQfnHef4yucj96MnDoZeUc+IoJ5BQHuXcHB/Y9u/NHiw7T17Ond6y8wWy9Yoj700qhwBpladwq9TcOZ52K39OuVHZLOdeHunZDhd0eovSUs6Jo5xAQnmU81Me2B47o/snsXiWf6yYcna+BVl+6qMRyNYrjlpuIpec285rlacgW6O3dtC6Oex+9ZRzK4/0ZocLO7mkeJeUck4c5QQSyqOcNpeVwX8sZ7krtMXHXfmpj1r9Wq84aruJ7t3hwyMO/YTsgU6lB6Vm9gggz95a2SKtvCsqXuURilcUlHPiKCeQUK7lLHn60qa7nJIf7VYS6Nav9Yqj1pvoX+vfSaz3tbrbkCaFR/W/7Eqpi8ORtZpcsCyGKOfEUU4goTzKqfdK2uhV3vLU0pfz/E3vRfWU03fFUetN9BP27yTW13zaYUtfdFT/y/SGdrkzV9O/026EUs6Jo5xAQnmUUz+w/dTjz8rpHI/TIPm50Ifg+Mrpv+Ko9SZv8mv9wdbv3r7aYUt/5vSo8Zddy4WrcgP2Q3+mZWW3QSnnxFFOIKF8ymmD8e/l1KGygy0eb4tNwEb9Wq84ar2J3lB0drEe6HdAa1+Hcq/UvP19zu/9hdxFLdePm6e1XC+1LM85RDknjnICCeVYTp2If/hUSq25Aa2BDJSz1LjJU/uvXbo7X8Xl8ROb3tcEO/dchFeHjVnKOXGUE0gok3JKj2w5X4tE/MOxtVLOuR3skLSc0rSFHayTq8qd0AUd9/I43Jat6a9jO68qb59SzomjnEBC+ZTTFkWS+Y/ltPc8QdJy3rX/2u1MqWVlT+5e7jwr97+274d+f1uv16/u8bqUc+IoJ5BQPuW0Z8+R/lXL5PTlQ58XttWVbHMWQ+6JeJqSllO2EVvvo/fkXh6OWtJn7jt+9LO9nD6Uc+IoJ5BQJuWUppxQzsqGaFB0/Ur/Uk79mcvN6/rV2S1b0gfLzp/Mu5Wf5ps6j2c6oJyooJxAQpmUUzLilvNz82Z2Vw6/nPIMrcV17dOb3997c6JbpS70N4yJSivD5XwvvjlNb0Ff6hP6Uc6Jo5xAQpMvZ8sXWwuzeeb0xd1bK1fZvbNr/SB2UPvVvbXmu6tL98dvrrY+zAdNChfV9y7dcupzQbR6oZyTRzmBhDIup+lKYMusEpPTP5BiJC2nXHC+WpX9XDTPxfB0u9L7aVfX7lkRan/ZvLi/l7wSoJwTRzmBhHIt53J1Z0Iz/HKWdi9mj6z/ym0zqLW/rLJpapyvbvXm86PeZyt3ppwTRzmBhCZfzg7jKad41RuOtW9HafW8Xlc3Qj90IssTH8gvqe1xppwTRzmBhCjniMppvgrl8IHNH6Cc2aGcQEK5lzNggOX8vpUnUvtisX9BObNDOYGEMivn9m19U5yw9nL97P/uLvOJDf224RDL+S5PxN1dG/okTdvW9LGc9oYG5ZwyygkklFM5dw/2U4+lxY03nrYrQyyn/nCJ20PKiVNQTiChjMr54PtgxlXzoNQhl7N5dVw5N+u13mS1fyHlzAflBBLKppy7lcnD8v5F74vVp8+51p+CVHP3zOea7cogyyn173oEy3vsk/2bDuU8qPyxacWNOfSFcgIJZVPOS3ns2cPh+yi1/av+kOO8scd2wOXUX2bdug/WRTlRQTmBhHIpp/48x1nzXc07ubgRqgGXU/8ZT3a4A+VEBeUEEsqlnFfy0M4Gp6VPMVQ/j7rtin1PUPtar49fQtKtt3Lu9Un4fH+GR6icTZRz4ignkFAu5VwotbSDDr0R557v1bdFFqm3curOX9nhLnHlrLxMSItyDgPlBBLKpZwzpa7toONTfmU9k79XzvXqqr4HuX6T27vD0b87Hc5Z26dQ6+LK2RvKOQyUE0gol3KeKzW3g45H+ZX1k/L8Wjn1Bm/9hvX7Si1vXqWW+82T+VTNi728E+VEBeUEEsqlnPpQIE8Od0vZitvbH0q/Vk7zPS61D5R6ylmxqO9Zbkc5UUE5gYRyKeeX/vDmnf3h4EM6pe7tDwdy4b3+ZhGfemW9Ti2nPotB/QTu9fvey20Oml9s3Y5yooJyAgnlUs7vF12e83XlXcLdszkXwqoRQ53TNicd2Pq4Xvs3WmtX7G9ny/qu4sZ9P++lgWJ1ta4fBBzUVs65/lpOr14OEZJnbofwlygnkFA25Sy+3FI2uVaXuhI3q6JH6qa5Gffjcg5CWznb9bI1Ko9rh/CXKCeQUD7l/N66bxkaS9/7htfFt6l4eU5zO1CUExWUE0goo3J+f389XZlz1VrL+3d7xRR5y7kxu2VbsLd2wignkFBW5dR2m82zRGKziXrTcITkrzz9QNz+UM5hoJxAQtmVE7+LSToMlBNIiHKiV0zSYaCcQEKUE71ikg4D5QQSopzoFZN0GCgnkBDlRK+YpMNAOYGEKCd6xSQdBsoJJEQ50Ssm6TBQTiAhyoleMUmHgXICCVFO9IpJOgyUE0iIcqJXTNJhoJxAQpQTvWKSDgPlBBKinOgVk3QYKCeQEOVEr5ikw0A5gYQoJ3rFJB0GygkkRDnRKybpMFBOICHKiV4xSYeBcgIJUU70ikk6DJQTSIhyoldM0mGgnEBClBO9YpIOA+UEEhpcOTE5duLiL1FOIKFhlXNm17WYEjtx8ZcoJ5DQsMr5YNe1mJBbO3HxlygnkNCwygmgF5QTSIhyAhmgnEBClBPIAOUEEqKcQAYoJ5AQ5QQyQDmBhCgnkAHKCSREOYEMUE4gIcoJZIByAglRTiADlBNIiHICGaCcQEKUE8gA5QQSopxABignkBDlBDJAOYGEKCeQAcoJJEQ5gQxQTiAhyglkgHICCVFOIAOUE0iIcgIZoJxAQpQTyADlBBKinEAGKCeQEOUEMkA5gYQoJ5ABygkkRDmBDFBOICHKCWSAcgIJUU4gA5QTSIhyAhmgnEBClBPIAOUEEqKcQAYoJ5AQ5QQyQDmBhCgnkAHKCSREOYEMUE4gIcoJZIByAglRTiADlBNIiHICGaCcQEKUE8gA5QQSopxABignkBDlBDJAOYGEKCeQAcoJJEQ5gQxQTiAhyglkgHICCVFOIAOUE0iIcgIZoJxAQpQTyADlBBKinEAGKCeQEOUEMkA5gYQoJ5ABygkkRDmBDFBOICHKCWSAcgIJUU4gA5QTSIhyAhmgnEBClBPIAOUEEqKcQAYoJ5AQ5QQyQDmBhCgnkAHKCSREOYEMUE4gIcoJZIByAglRTiADlBNIiHICGaCcQEKUE8gA5QQSopxABignkBDlBDJAOYGEKCeQAcoJJEQ5gQxQTiAhyglkgHICCVFOIAOUE0iIcgIZoJxAQpQTyADlBBKinEAGKCeQEOUEMkA5gYQoJ5ABygkkRDmBDFBOICHKCWSAcgIJUU4gA5QTSIhyAhmgnEBClBPIAOUEEqKcQAYoJ5AQ5QQyQDmBhCgnkAHKCSREOYEMUE4gIcoJZIByAglRTiADlBNIiHICGaCcQEKUE8gA5QQSopxABignkBDlBDJAOYGEKCeQAcoJJEQ5gQxQTiAhyglkgHICCVFOIAOUE0iIcgIZoJxAQpQTyADlBBKinEAGKCeQEOUEMkA5gYQoJ5ABygkkRDmBDFBOICHKCWSAcgIJUU4gA5QTSIhyAhmgnEBClBPIAOUEEqKcQAYoJ5AQ5QQyQDmBhCgnkAHKCSREOYEMUE4gIcoJZIByAglRTiADlBNIiHICGaCcQEKUE8gA5QQSopxABignkBDlBDJAOYGEKCeQAcoJJEQ5gQxQTiAhyglkgHICCVFOIAOUE0iIcgIZoJxAQpQTyADlBBKinEAGKCeQEOUEMkA5gYQoJ5ABygkkRDmBDFBOICHKCWSAcgIJUU4gA5QTSIhyAhmgnEBClBPIAOUEEqKcQAYoJ5AQ5QQyQDmBhCgnkAHKCSREOYEMUE4gIcoJZIByAglRTiADlBNIiHICGaCcQEKUE8gA5QQSopxABignkBDlBDJAOYGEKCeQAcoJJEQ5gQxQTiAhyglkgHICCVFOIAOUE0iIcgIZoJxAQpQTyADlBBKinEAGKCeQEOUEMkA5gYQoJ5ABygkkRDmBDFBOICHKCWSAcgIJUU4gA5QTSIhyAhmgnEBClBPIAOUEEqKcQAYoJ5AQ5QQyQDmBhCgnkAHKCSREOYEMUE4gIcoJZIByAglRTiADlBNIiHICGaCcQEKUE8gA5QQSopxABignkBDlBDJAOYGEKCeQAcoJJEQ5gQxQTiAhyglkgHICCVFOIAOUE0iIcgIZoJxAQpQTyADlBBKinEAGKCeQEOUEMkA5gYQoJ5ABygkkRDmBDFBOICHKCWSAcgIJUU4gA5QTSIhyAhmgnEBClBPIAOUEEqKcQAYoJ5AQ5QQyQDmBhCgnkAHKCSREOYEMUE4gIcoJZIByAglRTiADlBNIiHICGaCcQEKUE8gA5QQSopxABignkBDlBDJAOYGEKCeQAcoJJEQ5gQxQTiAhyglkgHICCVFOIAOUE0iIcgIZoJzpfO7sgGv/YQdatNwNo0Q5gQxQzjReri+UUvPVw95eYD1fycXq/OrT/lzTdjeMFeUEMkA5U9he6j4a52/2Mm2ru1i492xZtt0N40U5gQxQzgRe5tK+5c36aqkjeGzg7kx+PLtaXy7k30t74VHb3TBilBPIAOVM4Eap62J37Js0cnHYutR7au/1ftid3EI9Fhcetd0NI0Y5gQxQzgRuZocqfs6UurXDH5LLtR2WSs7qaWy5G8aMcgIZoJwJ3L/bAfGg1LkdvJXB8sif3by5P7blbhgzyglkgHIm9ikbmjaXl0pdF0PiQqkHO+hTuRvGjHICGaCcqc2Ush/gXB131prdtcHdsce7YcwoJ5ABypnaXCn74U0nlrIBGtrmrNwNY0Y5gQxQzsR2x92uT5X3Lvee9zmrKnfDmFFOIAOUM7F3pRZ2cL84bmfeKrW0g16Vu2HMKCeQAcqZ2JVSd3bw+1WpmUnn/l6pefBtzOrdMGKUE8gA5UxLth0rR/o8yU/n9+vbMwln8BxB7t0wXpQTyADlTOprUf0kihRRn2BPW27tJV71u2G0KCeQAcqZ0va8cvID8bmy4ZQwBtJZvxvGi3ICGaCcCb3LpuP8y/4g3mZKXTxutptHSWP7+5z1u2HEKCeQAcqZzpOE8rzyoUwdTnts7f5OqbOWONbvhjGjnEAGKGcq5vtQVpWzuusPpRzPIXSt1JUddDTuhlGjnEAGKGci7+dSwHv7g/Go1PL45uVWOurZX9u8G0aNcgIZoJxpvMyUWrgfPFm559uTjc7mJzY9d8OoUU4gA5QziQfPLlfZyHy1g5psgl7awQPf3TBqlBPIAOVM4U0K2PgmFLlsYwe1Z9X4Bk7v3TBqlBPIAOVMYCebl80Cnin1ZAe1+8YhQv67YdQoJ5ABypnAjVIXzRMZ1E5FKz/WjgTy3w2jRjmBDFDOn9sq73drPig1O36EU5+Z9sUOF1ruhlGjnEAGKOfPvSk1t4NVX3OlVnb4e3+u1Jk9FsjmsuVuGDXKCWSAcv6c/gbrjaO4/FU2Ki+KTJqPbRYXf52pc3MO27a7YcwoJ5AByvlzd1JFl73iVgZnq9v1zYW+0J5PaF0Ott4NI0Y5gQxQzp+7tOE7sld8vyzsBbJ5WZ7vQJfTnCGh/W4YL8oJZIBy/tzdqs5e8f29u1/NJImL1aO94Pt7e6EuzN7awN0wWpQTyADl7N12U/voCScNmjDKCWSAcgIJUU4gA5QTSIhyAhmgnEBClBPIAOUEEqKcQAYoJ5AQ5QQyQDmBhCgnkAHKCSREOYEMUE4gIcoJZIByAglRTiADlBNIiHICGaCcQEKUE8gA5QQSopxABignkBDlBDJAOYGEKCeQAcoJJEQ5gQxQTiAhyglkgHICCVFOIAOUE0iIcgIZoJxAQpQTyADlBBKinEAGKCeQEOUEMkA5gYQoJ5ABygkkRDmBDFBOICHKCWSAcgIJUU4gA5QTSIhyAhmgnEBClBPIAOUEEqKcQAYoJ5AQ5QQyQDmBhCgnkAHKCSREOYEMUE4gIcoJZIByAglRTiADlBNIiHICGaCcQEKUE8gA5QQSopxABignkBDlBDJAOcP+7/8cmP9unxiGiXICGaCcYf9pn9dg/D/2iWGYKCeQAcoZRjkRhXICGaCcYZQTUSgnkAHKGUY5EYVyAhmgnGGUE1EoJ5AByhlGORGFcgIZoJxhlBNRKCeQAcoZRjkRhXICGaCcYZQTUSgnkAHKGUY5EYVyAhmgnGGUE1EoJ5AByhlGORGFcgIZoJxhlBNRKCeQAcoZRjkRhXICGaCcYZQTUSgnkAHKGUY5EYVyAhmgnGGUE1EoJ5AByhlGORGFcgIZoJxhlBNRKCeQAcoZRjkRhXICGaCcYZQTUSgnkAHKGUY5EYVyAhmgnGGUE1EoJ5AByhlGORGFcgIZoJxhlBNRKCeQAcoZRjkRhXICGaCcYZQTUSgnkAHKGUY5EYVyAhmgnGGUE1EoJ5AByhlGORGFcgIZoJxhlBNRKCeQAcoZRjkRhXICGaCcYZQTUSgnkAHKGUY5EYVyAhmgnGGUE1EoJ5AByhlGORGFcgIZoJxhlBNRKCeQAcoZRjkRhXICGaCcYZQTUSgnkAHKGUY5EYVyAhmgnGGUE1EoJ5AByhlGORGFcgIZoJxhlBNRKCeQAcoZRjkRhXICGaCcYZQTUSgnkAHKGUY5EYVyAhmgnGGUE1EoJ5AByhlGORGFcgIZoJxhlBNRKCeQAcoZRjkRhXICGaCcYZQTUSgnkAHKGUY5EYVyAhmgnGGUE1EoJ5AByhlGORGFcgIZoJxhlBNRKCeQAcoZRjkRhXICGaCcYZQTUSgnkAHKGUY5EYVyAhmgnGGUE1EoJ5AByhlGORGFcgIZoJxhlBNRKCeQAcoZRjkRhXICGaCcYZQTUSgnkAHKGUY5EYVyAhmgnGGUE1EoJ5AByhlGORGFcgIZoJxhlBNRKCeQAcoZRjkRhXICGaCcYZQTUSgnkAHKGUY5EYVyAhmgnGGUE1EoJ5AByhlGORGFcgIZoJxhlBNRKCeQAcoZRjkRhXICGaCcYZQTUSgnkAHKGUY5EYVyAhmgnGGUE1EoJ5AByhlGORGFcgIZoJxhlBNRKCeQAcoZRjkRhXICGaCcYZQTUSgnkAHKGUY5EYVyAhmgnGGUE1EoJ5AByhlGORGFcgIZoJxhlBNRKCeQAcoZRjkRhXICGaCcYZQTUSgnkAHKGUY5EYVyAhmgnGGUE1EoJ5AByhlGORGFcgIZoJxhlBNRKCeQAcoZRjkRhXICGaCcYZQTUSgnkAHKGUY5EYVyAhmgnGGUE1EoJ5AByhlGORGFcgIZoJxhlBNRKCeQAcoZRjkRhXICGaCcYZQTUSgnkAHKGUY5EYVyAhmgnGGUE1EoJ5AByhlGORGFcgIZoJxhlBNRKCeQAcoZRjkRhXICGaCcYZQTUSgnkAHKGUY5EYVyAhmgnGGUE1EoJ5AByhlGORGFcgIZoJxhlBNRKCeQAcoZRjkRhXICGaCcYZQTUSgnkAHKGUY5EYVyAhmgnGGUE1EoJ5AByhlGORGFcgIZoJxhlBNRKCeQAcoZRjkRhXICGaCcYZQTUSgnkAHKGUY5EYVyAhmgnGGUE1EoJ5AByhlGORGFcgIZoJxhlBNRKCeQAcoZRjkRhXICGaCcYZQTUSgnkAHKGUY5EYVyAhmgnGGUE1EoJ5AByhlGORGFcgIZoJxhlBNRKCeQAcoZRjkRhXICGaCcYZQTUSgnkAHKGUY5EYVyAhmgnGGUE1EoJ5AByhlGORGFcgIZoJxhlBNRKCeQAcoZRjkRhXICGaCcYZQTUSgnkAHKGUY5EYVyAhmgnGGUE1EoJ5AByhlGORGFcgIZoJxhlBNRKCeQAcoZRjkRhXICGaCcYZQTUSgnkAHKGUY5EYVyAhmgnGGUE1EoJ5AByhlGORGFcgIZoJxhlBNRKCeQAcoZRjkRhXICGaCcYZQTUSgnkAHKGUY5EYVyAhmgnGGUE1EoJ5AByhlGORGFcgIZoJxhlBNRKCeQAcoZRjkRhXICGaCcYZQTUSgnkAHKGUY5EYVyAhmgnGGUE1EoJ5AByhlGORGFcgIZoJxhlBNRKCeQAcoZRjkRhXICGaCcYZQTUSgnkAHKGUY5EYVyAhmgnGGUE1EoJ5AByhlGORGFcgIZoJxhlBNRKCeQAcoZRjkRhXICGaCcYZQTUSgnkAHKGUY5EYVyAhmgnGGUE1EoJ5AByhlGORGFcgIZoJxhlBNRKCeQAcoZRjkRhXICGaCcYZQTUSgnkAHKGUY5EYVyAhmgnGGUE1EoJ5AByhlGORGFcgIZoJxhlBNRKCeQAcoZRjkRhXICGaCcYZQTUSgnkAHKGUY5EYVyAhmgnGGUE1EoJ5AByhlGORGFcgIZoJxhlBNRKCeQAcoZRjkRhXICGaCcYZQTUSgnkAHKGUY5EYVyAhmgnGGUE1EoJ5AByhlGORGFcgIZoJxhlBNRKCeQAcoZRjkRhXICGaCcYZQTUSgnkAHKGUY5EYVyAhmgnGGUE1EoJ5AByhlGORGFcgIZoJxhlBNRKCeQAcoZRjkRhXICGaCcYZQTUSgnkAHKGUY5EYVyAhmgnGGUE1EoJ5AByhlGORGFcgIZoJxhlBNRKCeQAcoZRjkRhXICGaCcYZQTUSgnkAHKGUY5EYVyAhmgnGGUE1EoJ5AByhlGORGFcgIZoJxhlBNRKCeQAcoZRjkRhXICGaCcYZQTUSgnkAHKGUY5EYVyAhmgnGGUE1EoJ5AByhlGORGFcgIZoJxhlBNRKCeQAcoZRjkRhXICGaCcYZQTUSgnkAHKGUY5EYVyAhmgnGGUE1EoJ5AByhlGORGFcgIZoJxhlBNRKCeQAcoZRjkRhXICGaCcYZQTUSgnkAHKGUY5EYVyAhmgnGGUE1EoJ5AByhlGORGFcgIZoJxhlBNRKCeQAcoZRjkRhXICGaCcYZQTUSgnkAHKGUY5e7PdbDZ20LXbPN6tbh82e/vzqFBOIAOUM4xy9uZKKWUHHQ8zuUI7f7OXjAnlBDJAOcMoZ182Oo52uOLzwlSzcG0vHBHKCWSAcoZRzr4sdRrtcMWZUmfrdynoy0Kuf7KXjgflBDJAOcMoZ09edTi95by272/urpSafRXD40E5gQxQzjDK2Y/9udJvZ9qfKs4e7cD391a2Ou/t8GhQTiADlDOMcvZjLVH0lvPD/qvJja7s4GhQTiADlDOMcvbiY6YuvrzlrHpV6twOjgblBDJAOcMoZy+WavbRXc5PpWZ2cDQoJ5AByhlGOfvwoN/A7C7nhm1OAENEOcMoZw8+Z+psf0I5n5W6tIOjQTmBDFDOMMqZ3u5MqbfvE8p5xbG1AIaIcoZRzvQulbqTfzrL+SE32Nrh0aCcQAYoZxjlTG6t1FKf7KCrnLvlCD+UQjmBHFDOMMqZ2qtSs0890FHOvWyano1uk5NyAjmgnGGUM7GvuVLPxVCwnLuVFPbd/jAilBPIAOUMo5xp7c+VuikGg+X8OFNqzreMARgkyhlGOdO6UurcntE9VM7nmVJn1RPxjQblBDJAOcMoZ1KPsiVZfv1Jezl313LVamd/GhfKCWSAcoZRzpT0t1m/2uH2cuo9teP7IKdFOYEMUM4wypnSXDY5V6ULvWG5Wl3b6w7e9K3G+BanQTmBDFDOMMqZkrSy4cxeV3qbKbUc3RdaH1BOIAOUM4xypmRj6aiVU39qZaRvcRqUE8gA5QyjnL3xv895JS0dcTgp56R1fcB4hB9Axr+hnGGUszfecr4rNRvlp1FKlHOi9o+X5zLHzlfFeTwauq7HtFDOMMrZG285H5Ra2sFxopzT9K6zWLjwvbTruh4TQznDKGdvquXcPlxvzMC1UrdmYKwo5yTd6ySu7tYr/YmpefN0yl3XY2ooZxjl7E21nHdKzczqZqnUWfGhFevBXD8elHOSJIgPRQ8fZr7vW++6HlNDOcMoZ2+q5dSv1M0pEmS147InuR0NyjlJZ4tin4h4lrnyxQ4fdF2PqaGcYZSzN/VtTnM6Wx1LB+XEAFxXdsBeet5R6LoeU0M5wyhnb/abzeF1+vfzXXHyA7nMZb7Kc0Qo5+Q9KXVhB726rscUUM4wyokolHPy3pWa20GvrusxBZQzjHIiCuWcvA+lFnbQq+t6TAHlDKOciEI5J++1Y29s1/WYAsoZRjkRhXJO3oNSjS/4qeq6HlNAOcMoJ6JQzqnbLypfMuvRdT0mgXKGUU5EoZxTJ5uUC/MJqhZd12MSKGcY5UQUyjlxb0qpJzvs03X9xH0tV3bIr+v60aCcYZQTUSjntL3Pwmfn6Lp+4t7mKljGruvHg3KGUU5EoZyT9iRhvAjsi+26ftq+LmWDO1DGruvHhHKGUU5EoZwTtr+VNf9V+xevd10/bW/X8tcHyth1/bhQzjDKiSiUc7o+L2TFf2d/8Oi6fsp2T+YLSmWT21/GrutHh3KGUU5EoZyT9TxXah74FpSu6ydto7uorh7byth1/ehQzjDKiSiUc6ruZM1/EfgCgq7rp02X8WKjv2KtvZyh60eHcoZRTkShnNO0v5JVf2BPbNf1U7eZ3+pXDe3l7Lh+dChnGOVEFMo5TTdKzZ7tsE/X9VO3Kw4obi1j1/WjQznDKCeiUM5JepItytBbmF3X56KrjJSzL5SzA+UcNso5RfpctKFdsV3XZ4Ny/hXK2YFyDtuIy7l9XF/erVuPcfl8W1/fPW6y/LTiS8dXbnZdnw3K+VcoZwfKOWyjLedWH+KiLT/sJY5383E8scjx3bx7pa7soGP/Vfzbdn12KOdfoZwdKOewjbWcHwtbRqVmzTfs9pKGg4v8NjuvlbreVBVb5q9zG8yW6/NDOf8K5exAOYdtpOX8knAu1pvvzd1M0tlY799IMK9fv74/XvVpcvI7o/nSvGSoKEbBSoY2gevzQzn/CuXsQDmHbaTllCCeF3seP+aePY83avFuB/UH/t/scDbk5YTrWE4zXlquzw/l/CuUswPlHLZxlvNVVvbl25uycjsMl25Wxz20EtkLO5iNVd2DuXhzZl9k2EuPiuvzQzn/CuXsQDmHbZzllBre2sHv7/PmJlO5waltlJrbQdgjhGBRzr9COTtQzmEbZTl3zmbmQziN+sZbOww4KOdfoZwdKOewjbKcL0qd20HxKWmsbmTWLcJXI2OU869Qzg6Uc9hGWc5bd//sXKknO+gzY5sTLSjnX6GcHSjnsI2ynCs3lfJj4FRyX0rN7CDgopx/hXJ2oJzDNspyLpR6tYPaTfCMOI8ZHluLE1HOv0I5O1DOYRtjOfUxP+YD/dZ9aPWmT26e89dpIYRy/hXK2YFyDtsYy/kl5ax+vGId2qqUrC6K71oE6ijnX6GcHSjnsE2hnE9KndnBBv1FlNmdQginopx/hXJ2oJzDNoVyyuqtrZyPctNcz4+DbrUyft7eu+eKoJx9oZwdKOewjbGc+gOctXIu7aBrfy23PJ5sCKiplXEpr8GcXfuUsy+UswPlHLYpbHM+tKzePvV3dIY+6YncuWXUh565n/2lnH2hnB0o57CNtZzVLxZb+1dvzzOl5tVjcIGa5jane6wZ5ewL5exAOYdtjOWsfyrl1rdLdq+/o/PCfdcKcG03m+r37GwfHtyvQa9dP2KUM4xyIsoYy6nPhFD9iOaV5yignf4uynv7A5A7yhlGOTv83/85LP/dPq+/MspyShXXdlBbuqcU0vbnSs3qFwLZopxhlLPD0EbQX4+fUZbzrnFcR/2U7rdKzSeymw1IgHKGUc4OlNM1ynLqL6s+fnjgpXkKIbmB804okDnKGUY5O1BO1yjLuXe+V+xSqUc7aO3PGhcBWaOcYZSzA+V0jbKcenft4RPrb80T037IJqd7jCSQN8oZRjk7UE7XOMu5nSl1XeTyc3Hcvny9KQ4KelHq3AwAMChnGOXsQDld4yynOR/txeb7e/c4V2plNzlf5UJzdvcHpeYrh7keyBblDKOcHSina6Tl/NZnpLXOywNr7+SHOz1QudIy1wPZopxhlLMD5XSNtZzfT7Kxqc3uD29yHrY59VkQXOZ6IFuUM4xydqCcrtGW83v/fL9a3T9VjwQq3+f82NSZi4FsUc4wytmBcrrGW04AJ6OcYZSzA+V0UU4gA5QzjHJ2oJwuyglkgHKGUc4OlNNFOYEMUM4wytmBcrooJ5AByhlGOTtQThflBDJAOcMoZwfK6aKcQAYoZxjl7EA5XZQTyADlDKOcHSini3ICGaCcYZSzA+V0UU4gA5QzjHJ2oJwuyglkgHKGUc4OlNNFOYEMUM4wytmBcrooJ5AByhlGOTtQThflHIX/9p8D8z/tE8NIUM4wytmBcroo5ygMbb03uBUfOlDOMMrZgXK6KOcoUE78DOUMo5wdKKeLco4C5cTPUM4wytmBcroo5yhQTvwM5QyjnB0op4tyjgLlxM9QzjDK2YFyuijnKFBO/AzlDKOcHSini3KOAuXEz1DOMMrZgXK6KOcoUE78DOUMo5wdKKeLco4C5cTPUM4wytmBcroo5yhQTvwM5QyjnB0op4tyjgLlxM9QzjDK2YFyuijnKFBO/AzlDKOcHSini3KOAuXEz1DOMMrZgXK6KOcoUM4OQ/symcF9lwzlDKOcHSini3KOAuXsQBg6MILCKGcHyuminKNAOTsQhg6MoDDK2YFyuijnKFDODoShAyMojHJ2oJwuyjkKlLMDYejACAqjnB0op4tyjgLl7EAYOjCCwihnB8rpopyjQDk7EIYOjKAwytmBcroo5yhQzg6EoQMjKIxydqCcLso5CpSzA2HowAgKo5wdKKeLco4C5exAGDowgsIoZwfK6aKco0A5OxCGDoygMMrZgXK6hlHOoZ07bXAnT6OcHQhDB0ZQGOXsQDldPyvn/5C7AgAwRv/DtiyW3JVyAgAyRDkBAIjxN+UEACA3lBMAgBiUEwCAGJQTAIAYlBMAgBiUEwCAGJQTAIAYlBMAgBiUEwCAGJQTAIAYlBMAgBiUEwCAGJQTAIAYlBMAgBiUEwCAGJQTAIAYlBMAgBiUEwCAGJQTAIAYlBMAgBiUEwCAGJQTAIAYlBMAgBiUEwCAGJQTAIAYlBMAgBiUEwCAGJQTAIAYlBMAgBiUEwCAGJQTAIAYlBMAgBiUEwCAGJQTAIAYlBMAgBiUEwCAGJQTAIAYlBMAgBiTLufXRvuyPwEAkMDoynmj1M1x0Jivbtcbe9nR1/3SXn9+TzwBAKlMoZzG6t1eWtje2ssLt1t7OQAAPzOZcip1Zy/WNnNz0epyfbUyg/MPe82AbdaeTefv1/W69tx36/WjHezQvG+LE2948i9uOP05hz2v1+4OhBMf2D9u/U4ea1Vf6/WzHaz63Gx2dvDon37BT8mYO/GXrtdrOxR0+iSNGfkjs9tsmmM11cw+ISfO8i1L0RCNvJxm8GPzaHbMHsf560x+XL7si5/eVjqdb8UPQ7RdrXT210p5VlnyV9Zmpi+lzuxgi7fV6kH/27xvixNv2PmLW3U/59PIpHRXwic+sH/cyoi/toNCxpoZCaGRIWvKTzuofW02dm/GRl6nFUMOeazj8y1/3cmTJSUZc81f6oyWZ/v3y9Jifu7QMuY/X9Y3q9v1S+UFjn/kD93X23p9KVNs/eB58VNyJ/vDaqVXM53zpLw28fn9meLXnDjLtyxFQzSFcmqvsmU5LxfWTx1Okw7rWS44XPu3ZAGxQ8K+NpUlTc8v6cr5bMfMyato94byRGrs7Nz5i2XOr7FT6MTAdUpbTvfOMtbMbUJjTf7Awzwn5GHtTU8pZ/nrTp4s0VZN5UuD7nKWP8hUMz938I75r+tisoubwwLXHPn6tazPcDZNXy/tU9JmN+57QUfuZLcTtnOetA9bN5Zo/IMTZ3nK2R+ZBL5yfr/InHdbDO7PZdidTm+Szgu7Cfq35KnZIWGXMFnS9PziX7s357nagvlhjiAumUXcW87iSOMGsxPF/SXyRGrs7Ny1RhhMOcuN7gP/uHXvPIFy2pFeVf6B/1hOd+4qFEn0jXk751wU/5SToDnyh17Ot7Pi+ZyvVotiaFnd1XBEOU9z4ixPOfsjk8Bbzm95jXhRDN3LTFhfTd7JZU92+E/J87BDwi5hsqTp+aW5gtGa81xtwXTXQkt9kbecdq1WZ+ZU95fILa+K/Ucle2XXGkHP+Wf2LtpxCnWuTE50YjnLEXDgH7funSln8YPcyfxs+BpX3MUz5p/kyuWL3re5fdbtsb+wOfLv7AaxYz6YcuqX4er61f60e9avBPxHSvxzOe2LEMeJ70MPl0zomnJhqc3yzRsWMwjl7I9MgsrUqKzFpJdzM7CXV4mL+vblVhZLE5W/JjOJHRJ2CZMlLVk5L/VFPy9n7VdaXWuE+px/7EznyiTouOGzVOrRDhbH3vgf+K/LubMvHdbyfG/s4PPh14V+QRqeKeiW87mIleTtrBiS68pxJDOFuY0RU04ZB5WxLC9WZ8VOTv/Ib5BfNYxyfs1kZeG8t/kuq4/z6jrl2U5UmZSHl4q7csJ2zuwynuzQtMiErrG7AeuzfPOGxQxSW38M2XTKqV8nmqM1HmWguXmpLx3CQULyNOyQsEuYLGmNctrdRa5irqotmOVCLMox4i3nxt6oxtzAnbHliVRn86OuNUJ9zj92pnNlEuRbfQu9nvU/cFc5bThkW2JWDK3k9X7CcsqzalgdnmvoF6Rx6x5qrrnlbKy65C8vx5H8ZG5jlHOXdHBuB+2Bss0xL39XuabUrssnURv5bQZTThl757WDgj4kndXjZX1z5Fc5YTtndrmxHZoWu1iVZB1WTvfaLC9zxMrOTFYx5Slnf2QSlKuuyqB4NfOukJnas3Wpt0TrK5O/4Cw0dgmTJe0H5ayQdf+9/deMmdr82s69oTwR/9261gijKaf8WCOPdWI5L+0Wr3a86bDKKS8JzM6Hin8sZ6k5npuXyDxbPQzvoxwltZHfZjDllE3OxktvmWbVOZtynkBeOpXjsTbLt80RlLM/Mgn85XyQ2VHvT9nLfO+bKpfD2F3rLDR2CZMlTc8vzuz0aF+LrWUZPbw8K2a+9gVTHsHcZGrl9B2mIv59b638WHN6OWvsTd2/fG+fYdXH4bmePFn+mWwhLexgyS2n5YyW8gf5o8zPjuZ4blyyK98vKZU/10Z+m6GUU/4O5xWAIS/Mq3+tb47clxO2c2b3juHpOT9O0Nos3zZHUM7+yCTwl1Ne4Jzrf/W67cVc4tInFbKDf0mehV3QhF3CZElrlPOgeWn7ginjwBxl0FrOj+KTo0b58T3NvaH8SsdhZpb1sXnerYcy1OZ8+TFJOQP8Dywj4MoOFvzj1r1zwnL6lb8u9AuS2OonVqz8D8fiSEybv/S+ugiV40jua352NMdz85JFY5uzeK3qH/kNUk7/Aay/TJez8URk5vDMZzV2wvrnyQrvGJ6cvfyZ5U7v2izfNkecshQNxGTKqVdpZmLILK58n77Sb3Q2Xkn+PnkWVWYJkyUtTTkXamb+bS1ndc6sPrB7Q7nGcbiL/bl97q7N+fJjynLuNq+y4f1QfPLG8j+wTGzzMurAP27dO59YzmWx/W8cN+T0/GdUfs3HtVyvZqs7e7aE8teFfkESel63Y14/g1Lzl15Vd8SU40huaX52vMsfYget5piXR6u+F3gX+T7nxSAWUCGvANzPNAmZZvX939/7R/OZleVleRSunbCdM7t3DE+OXlbsYH2Wb5sjauuPIZtKOT/1AbWHA4Rqb+8b+n3QAbyklWdRZQ5QkVWGnl/8s1Pz0tYF8/DGUms5Zf13mDPlgQ/rB/eGco3zqZTDVfZJt8/dtTlffkxXzt1aNpsKy3JV1fbA+rhOO1jwj1v3zieW8zDPCXlYe1O5onD4NV8SEmt2Z47LLH9d6BeksJ2Z32peYIS3Oc+q40n+GPO+gNzVXlKhD8Bzu9Yc8/pF63HK6J+KY/L8I79Bnoxvwf19+mio2m4VfVay459WeNLZLCyLvZJ2wnbO7HIPOzRl1cPUarN82xxBOfsjk6BZzq3M6+U+Wpko7rstlmRlCG+jyLMwNTL0sy7o+cU/OzUvbS6Yu81m87BeX5YtbC2n3PWwLSYPfLjSvWH1Gsdf7q19OnRTW5Zrcf8D6xPAOOt5/7h17/zTchYfTyjnsZ0+I6QpkT4xh7mT/DrzSknWuK2/IAVZGq7uKy/4jePm8ZHZq3tYKOSPKdlLKvRhBO7i4xnzejG0pw4yrxvM4WptI79BRosd+mM7afjc+WP1y/H6Kl1ftriX6XsjVS1KK3POuUxfeSUcntnlnl4DWD+ls5cF9rB3qLZMtc0RlLM/MgnKVZcMLvSKSGZUzU4ZmSi13UoFXc5hbHPaIWGet9FezsofbDmrrG15kpNCsdoKlfNwV/l1hyvdG1avcXStEXos55v8cYv1Rrbdvt70Gd7O7OaJ/4F1rJzVkH/cyia4Oaqs8NNyusu8PiLNvsJ4k3WIfkkjz7XU+gsSkE3O2ac+kZYNV8FXTvlLK4GVP6ZkL6nQN3Xv7xvz+hWLWq7uV3oCHN5q9o/8hpaXvH/gQy9TZw/FKYrfN7f6RZv7AU8zwdVjMfNsZYY80zu8zPg0wjO7vVHDpMr5Wn3tVlum2uaIxlI0XCMv59FFuR2kXxzb95Uczd1Nf0KehR0SdgmTdVB7OZ23ogx3lWVfNwh5pWzPojS9cuoPp98cIvd5/FO9D6yPr3bfqvKPWz1PHLefk5ZTntfxM4EfM7OpL5f9wjan3tiVZsrvdP5kTznlxeRCn1rC/liOIxkp5meHfr/UKbF/zL/qLe3CcZe6f+TX7X84i6RU2dNemN0eX2EV5BbHj65IOvUeL5lzTtrm1HsifAawfkqnMmc1limZI27M3quS/cspZ39kEnjKuTxOFln/eV+76aLawb/kPAu7hMk6qL2c8np3Viy1lb+3smA+yWv8u/WrbI3Jsmxn1ZPKWb3SveGxB1oxa5vBznWbzPnL4vbG42FieVezEeSRVpV1l85C8fLIv/6ujaO2cSuXum/Mmds0xlqF/gPtak475qi+zJcPVpBtMclo+VxDv+DHdDjNsSz6XM2Vp+App6zhH2Wzu3xPrxxHMlLMz1XmrVP3oKuWSfq8Xq1mq8t15V3B6shv+YCRkJcxxXsBg9jy+rqrvDtw9tB8A/asXCw1GYv6LT07YX86s0+CLIOVM7nVZnm94Dns/CFLkT0l0+BfRIy8nMWn0p1NTBn53jPU6hOD2MG/JM/ODgm7hMmS1lpOvUPRvl0gf2/Jt2DKH17Oqq3l3FXuKlce1m7uDRvztTBXdK4R9Mh3JSqnvCpw/hLpQPHkvQ8sSZD1XmXdrf8ke5q54zam2VSojHIZa+Y2oU3C5h9obypXOOWUF2qVufDObNuWz7UxWRLaS6Ttnmz5eypf6d4spzyNi705a2XRqnL+k7uZn6v0m3q1Y2ROn6TVGVtvu3axN/1ju81mvb66XT85x3IfyNJmh4QsV3rXtJ2wP53Zp0CfeaZyoHVtlm+sYY7ltAa/43rk5SwHK/SeOne3UkEWWc+tf53MFHZI2CVMlrTWcuqPodo3jPRHMjRZDfsWzMreEVlnmneAmw2oLO8y+g6zpztjN+ZrYdbAnWuE3sp5Vt2tKmQcFH+s74H1Xki9kWp/1I5/UmWR1McwVO6tS2PVxtrRyeWUnyuz27nZQCmfa201ktKH3lNYvl7X76/OH+yrqUY55Vks9C3l5cPMJLGc/+SP0v84ZE6S+cv5jOzpk7Q6Y4+nnB1kdBxfscv2sv4L7YT96cw+BbKAVt9kqs3yMke4Z9+zSyXl7I9MgnA59bLZOOF7sbupr9VVDJkp7JCwS5gsaW3l1Ed7yDN3XvX6F0y9s6v8s9sbIJfYIT36WsrpnOHWbNXrI3NE5xpBH+Trsgdl/XRlUl/vy8/Fk/c9sPw1D/o1b6W1Mm6b25y1DalTytmqXk79MfDDo+gVhfxTPld3bCe0118TdAindFRecJRPqzYG9VEtMzMK93rLeyWD5fwnP+p/qvQZdPQSVN2HFpik9hRKeva5eXBn7MpZllvZmw6bpOGyXN6+ZDzrcWknbGDMFCMmyHmFOFb6/ZLD2kXUZnnfqk6Tpci+29PcPT4wEyynXh82Nzr1imIIU0OvpQ7sEiZLWls5Zfm8e3BfvvkXzC/ZvjicOumH5WzVvkboEliZnETGQ/19zuJHzwPrVxvbslaWd1GVzQb9P/uTHmvmNieODFe9nHo2nBWf0Pi4kkH92qd8rv/0C05gvpjWOQZ0d6Pm9rWLW84HvTlafgOC7q3MPOU4qswjpUt9wJX8GdUzP7tj3uwb8blsX0+O2lZqeW7G6P5RXqWZLxC3EzYws9uREuLORuOk10bVeaU+y7fNEY2laLgmWE69tSFrTpf+TIozKf9KsXQcmCVMlrSWcpojYfQfVH2Hybdg7i+q+9KkAWbMNFfR8ivtkF4RxpZzva68dXGCh9XKrp0DK5OTfMqIcI+ttaPK88DSCHnlpDNyHJ2+RVUW08VOxm0ZkB+VU7a2axsLpiVz/fJImBc15XP9p19wireZuq+8vtDeymfllFNGR/XD/s9zvXCU40iuM5cevcmtt3pmtF8bZrhjXh+A5yVzdtt6cnjsRm/IYSTqr0+RFyr6G0HMG8bCTtjAzK5v22EC5dTb4MUYKdVm+bY5gnL2RyZBRznNRmf12440edHcqOmfsFubJfNSVZY0fzl1D+VPlFV69ZwmvgVTtslk3VZqL6cs7XZIr0oPD9q8YRLHhw2sTE6jd//M7zef3/vNqzT/sIA1H1gmv/kqRX1s1eGlgW9RlXniXt+6/Gjoj8rpcfyExlUxosvn2tPYFv6DWQx3m/NOXVQXh63+CE9rObfy8kIf7iTbpuW4Eu6Y39gZerW60+d6ejG73Ozm7njKWUyuoOOafXsnL+eMhf1gp52wgZnd5jekp1njF+mPw86rO/Ybszzl/H0yCbrKqVcS7oTZy029B9wOgyxp/nJe21WV7uJxTvQsmHLX6rePtpdTXgzaIT2WDo/ZvOGXWfU1tK+ZfZoP+++eZXE8uinX4I2R8S6rsyKYsqIvTsgoPIvqU/HG8HFj/eRyXttG1DT3aWzW96vL9UN5Ao7yuaYcLSe7O2z/G9VhqxxHMnrNzwfyEsN8elZvxh+XuPY+yEzmrDfb1pPDU8xcQdU1+/Zpfb26Xb+Um1d2wraPmSzojfH62Qtrs3zbHEE5+yOToLOc+jWyujm+ptYHHLrHBQ6LLGnecuo9YCYCetvzeOBHc8GUezof/A+Ws2xOuJz6IT3i1gjNh/2B3d2hnZfHgNdHhj5zmp0r9Fhb2b+2uajqcyvofah6P3CxD/rkcsqv8Dl5mU86WkKKA7ac3WYB8mLJzBByF/NzSb9jW6wINzKuDs/8J+Vs+1TnqU+1L/ZphNSS4JN3OX3hrM/yzTmiQDn7I5Ogs5zmfTA1vzUrgN2L3K5yHNwAtZRT76C0hzrpNw7OyrmxsWDqyjljIljOcqXWUzk/7E4nTX+QwQ5qxz19/+jrVZ7/nbPdWxsZO/mrDu+w6IM47Alum4uqZLX48gsdBrMF9mvl/Kx9BLkX7/p0qtbsJm5fgUO/117ur5Ht9OITLKK7nOW2ufxcG/l6r5CPE9zR2p++b0Zerfx4qRiWV18468sU5fx9Mgm6y/m91VuZVfX3Pf+Yu+70l/NZ1liHDWWdTnVfLGT1VZY+NNIdEVHl/JD/Nm/o3Vt7Sjnld7dJsF6UJ+1uELkj40tabc4gWtAr/eJj/o1FtbIDXB/Ko7c6Ty6nT2CZ/3i8l3zoEbBYXT0mGAnd9g/mxLEV5543Kz6KsHnYG2j6VETHpUdGWzkiu8up51mrtp6cVjk/1pcr/TJlvnLPnRS0e7osV1Kz1fVhh+/Ivespe3iNf1Rbpprl/DIvNihnfyq5rAw2vVTfFlv94CV3L9wZyVfO7aU878qGsknnwmwbuausT7381caDr5zFBoAs4BdmwHzt1IVZg8l6sTZjt2ldV1b8ZTn1oQl2x2JBr/Znuhm1RdV8hrFcx+31WLje91PO/VOlH8bysfcNzi+zTj6/Nx/GfVvfm4xeNDZu5Dm3sDcQspXpfB5IH511ZX72lfPZnDbtpHI+mtdiVfKqZ4Tl/LyrTeD5jec95DpzlFvV/Ce7BYZCf0hYZg/PVnRtmZLF0X68+nAUnTndP+Xsz+v68KquMujzdme6cLZ6LI/QGA53RtoX755U1+7P0jW1rL4QNSk1B6E4q6wH/WK3fmyKr5z1FfiRbNgmLGeF/iiQPTF7KsFy6i9RPHxIsaBPo6PHjlvOrV5ejyNtJ6GRrvRRzg8TrdlqdbNer+/MWZ3kOR4+eNsP87nOm+oriA/5m9zZSTuhnHp/hvMJUfOaw8xcvnIWk6csZ6n2skU0JqMmFw6inPKH1Q6RCjCfhdXneddvR1zZ72267NgDa45YVPNrWYFtNvJqo8io8xUFY7TW66L6pC7UlimZI5rkcsqJMO/KuTxCQ9MbS9e15e9xZj7D4q6yXmZq3nj90L7NWScL74usYr3PpymynGaF0Nxz8xPBcn6dN99h+ViYkeauvD+dg0RlTXYpm5x9lFN/IlzdVWP+8aDjGf/4MfR6qb5zVm87etdpTXJLO2TeKa5vq97Zj6ZQTiHzirp4qjzt3Yt+aVH/SrIavc97VV1qd8/6hW2/c0X/9Errwr+ZUlumnu3qp3ApLzpezGFplBNh3Svnt3nzpANfxUaDu8raeOZVXzmDmjd0zsBXiiun3uT0bOn8SLnKfTf792R97IyM3U1zXGzN76+tvHdX1XBaJ5fT9yJEtmI9y7xcuqjvhdvK39DvZ4ulzc1PyNzKU7GDHWSi2SEZUcvmoXX2rdr2csr4cf6+6ZZTH8R3Vx9B+gCF5viv0AtG/cALfWib56Sh4/K2aFtwTlwTUU6EnTAjtb9q9a2yXAnKqbdbPCLKqd90vK5t3P0bkyaz27PulJFhNFfeTSeXs2XHd3OZ1ydjaL7ptZM1a9y5mOLs5Lc2u6R3zYa3hEpyQzskdq1r8/Zy1k23nOUnXV33xZt2reT65jy7ld/a8178P0Q5kcTJSfP5rXLa9/Adxf7iU+g3HVf7L8mn74iBKHqXp9/2r8pZHmZV1dzOkE2Suac8sr4NbpP8kC5n83ATXfF/KGe708vZNJVyLr3vTnaNapnBPMf6+x9rIk5cE1FOhJ2cNJ/fKmdnagL2cn/zbo/+XPTZDw8bdPeO2j3Hz3p37f6vynnaKl7KWfn64wNJRJ/l/JbXLM0/VsbAzA52oJwx5fTMVl2b97flR4kd8hpzuKc5+ynKiSSmXk5zqrziDHnmExL2xK09GHQ5P+VPb+6B0/vlel1H6s+q1sO0sQcZn0Cenh0Kopzymk75vi6/6y1lfT6Jxhvdb/JbTxp3o0Q5kcSky1kcKHg44nevjyRU1z2tFAddTn10sfk4adW73L3fY0H0LvLZY3WrZ/co26GVU0QEnRgOylkc6+MeDWXn9+D72PrLj+oHjj3JBHK+S3BaKCeSkBnJ75TDaYZczu3r3bL4Qyrrkzdz0eLqoYfX1MMupz6Lrlo+HLe4t8/XsoqsfllXH971Jv/s+tWcl+V986J/p+/MLn5yWzsU1FJO/cFVD3fSe293+mjtly6nfWfA5dlm19/LtLh9Pb4Qejenneg4SbY+/6+6ejosIp8PegmpfCX55FBOJDGKcvqOEHJOzOahz7Ku/4zaSsB+4dYpf12kPyqnl2fcmPNXiHMz7oqRo857Dqf82spJawuzw7fLdJJb26GglnK2cMd+2+0GU04v37xvTlkio9dM3+JEF6rxJakN7/ZIcTNb2DvVt10nhXIiiQeznHmccnTdb5XTz17f5muuLn3nZt3cL6tf7pjMwMv5/f1ROzvb/CZ04qtkdk/Vj/FcPEWMerm9HQqabDm3dlls8L5PvHuunUhvedKpid/c1zaL296OBBgEyom/d2IsxA/K6Z7lo8Je3+qzdR297WO9mLCcpc6x5j8dU8uaVeivj7kyt7g/+YTgCew2mwf5zQ+xX8chK3I7FHT6bNg01G8Z+ze75/Wtmbyr6/XpZ/TfP6+Lu92HzyI6CZQTf+/0LzE6+eusfuV7r3px4siontmwy3hHRhpSMDsUFPFdWsjdicuUvNgby7Y35QQAIAblBAAgBuUEACAG5QQAIAblBAAgBuUEACAG5QQAIAblBAAgBuUEACAG5QQAIAblBAAgBuUEACAG5QQAIAblBAAgBuUEACAG5QQAIAblBAAgBuUEACAG5QQAIAblBAAgBuUEACAG5QQAIAblBAAgBuUEACAG5QQAIAblBAAgBuUEACAG5QQAIAblBAAgBuUEACAG5QQAIAblHLHNer2xg2En3/A0X+v1sx0EJmy9Xu/sYMjzev1lB3/gY6MleCD8Aso5RtvV6k7+WSu1Li5o87Za6cY1bvhlFtKmD3t92EaplR0EJuLzbX1z97DZ2h8NpdQpJVsp9bNXptuHM/lV1up5by/GcFHOUdg83tw9bg4L1FeRLieIN3a5O9DJfC5u0SinXOB1WhApJ6bmfWkXAXVdaaf8WCnn3WpV7epqdV0ONcspi6ifvb7q49JeV5rdsOU5dJRzBB5mxQK1eLUX/E45P+2GaJVZc1BOTMvu2i4A2uzBXlovpwSyWjSlzuzQz8r5MZeL5zfrZ72APa6v9K3m7/ZKDBTlHLzPC70oFS6LzU5fOR9WxplS58XQm1wYKOdq7eG8fdlosTA3oJyYFr3Rd7XZyZL1qpe2w8Iiw/9Yzm2xENbI49nrj3Q4z8rXxNruSS5ZOHuNMTiUc+j20sLZw+Z7t9EluzGX+cpp3Sn1aAdFoJyNezZQTuThSUp1SN/zTM3KLT6Z4/+xnH7yeHboaKnUspbJD1nm9YEMGC7KOXT3shH5WQy+ymvRFz0QKOeVUrd2UPy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","01D9105C45E484A00000007F.png": 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style="font-family: 나눔고딕; font-size: 16px; line-height: 19.2px; margin-top: 0px; margin-bottom: 0px;"> </p><p class="0" style="line-height: 200%; font-family: 나눔고딕; font-size: 16px; margin-top: 0px; margin-bottom: 0px;"><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;"><br></span></p><p class="0" style="line-height: 200%; font-family: 나눔고딕; font-size: 16px; margin-top: 0px; margin-bottom: 0px;"><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">대한상의 </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">SGI </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">김경훈 연구위원은 </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">“</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">최근 고금리</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">, </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">고환율</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">, </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">고물가 등 경제환경 악화로 벤처기업의 자금조달이 어려운 상황이며</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">, </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">벤처기업이 자금난으로 성장성이 제약되면 국내 경제의 성장 잠재력 둔화로 이어질 가능성이 있다</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">”</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">고 하며</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">. “</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">정책금융을 확대하고</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">, </span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">다양한 형태의 벤처 투자자금을 활성화하여 벤처기업의 자금난을 해소해야 한다</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">”</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">고 강조하였다</span><span style="font-family: 나눔고딕; letter-spacing: -1pt; font-size: 12pt; line-height: 32px; margin-top: 0px; margin-bottom: 0px;">. </span><v:shapetype id="_x0000_t75" coordsize="21600,21600" o:spt="75" o:preferrelative="t" path="m@4@5l@4@11@9@11@9@5xe" filled="f" stroked="f"><v:stroke joinstyle="miter"><v:formulas><v:f eqn="if lineDrawn pixelLineWidth 0"><v:f eqn="sum @0 1 0"><v:f eqn="sum 0 0 @1"><v:f eqn="prod @2 1 2"><v:f eqn="prod @3 21600 pixelWidth"><v:f eqn="prod @3 21600 pixelHeight"><v:f eqn="sum @0 0 1"></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:formulas></v:stroke></v:shapetype> </p>

목록