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에콰도르 정치 신인 사업가, ‘아웃사이더‘ 프레임 내걸며 청년 지지 확보…결선 투표 진출성공
기예르모 라소(Guillermo Lasso) 대통령의 국회 해산으로 치러진 에콰도르 대통령 보궐 선거에서 예상치 못한 파란이 발생했다.
에콰도르 현지 시각 2023년 8월 20일, 에콰도르는 대통령 탄핵을 시도한 국회에 해산 명령을 내리면서 도중 하차하게 된 라소 대통령을 대신할 차기 대통령을 선출하는 1차 투표를 진행했다. 개표 결과, 시민혁명운동(Movimiento Revolución Ciudadana)의 루이사 곤잘레스(Luisa González) 후보가 득표율 33.6%로 1위, 그리고 국가민주행동(Acción Democrática Nacional)의 다니엘 노보아(Daniel Noboa) 후보가 득표율 23.4%로 2위를 차지했다. 에콰도르 선거법상 1차 투표에서 1위 득표자가 전체 유효표의 과반을 얻거나, 40% 이상의 득표율을 기록함과 동시에 2위 후보와 10%p 이상의 득표율 차로 지지를 받아야 당선이 확정된다. 이번 1차 투표에서 1위를 차지한 곤잘레스 후보가 두 조건을 모두 충족하지 못했기에 에콰도르는 1개월여 간의 추가 유세 후 오는 10월 15일 곤잘레스 후보와 노보아 후보가 맞대결하는 결선 투표를 치른 뒤 최종 당선자를 결정하게 된다.
이번 에콰도르 대선에서 주목할 만한 점은 노보아 후보의 예상치 못한 결선 투표 진출이다. 노보아 후보는 1차 투표 전 시행된 여러 여론 조사에서 단 한 번도 5위권 내 진입하지 못했으며, 총 8명의 대선 후보 중 지지율 5%를 오가는 최하위권 후보 가운데 한 명이었다. 1987년 11월 생으로 만 35세의 젊은 정치인인 노보아 후보는 에콰도르에서 가장 부유한 가문 중 하나인 바나나 재벌 출신으로, 지난 2021년 국회의원에 당선되며 정계에 진출했다. 중도 우파 성향으로 분류되는 노보아 후보는 주요 공약으로 자유무역협정(FTA) 체결 확대와 세금 감면을 내세웠으며, 1차 선거 직전 마지막으로 개최된 대선 후보 토론회에서 유려한 말솜씨로 대중의 호응을 얻었다. 여기에, 투표 일주일 전 한 때 지지율 2위를 기록하며 정권 교체의 희망으로 떠올랐던 페르난도 비야비센시오(Fernando Villavicencio) 후보가 암살당하면서 발생한 중도표 일부를 흡수하면서 이변을 연출한 것으로 분석된다.
노보아 후보 지지율 상승 계속…당선 가능성 높아져
곤잘레스 후보는 지난 2007~2017년 3선에 성공한 라파엘 코레아(Rafael Correa) 전(前) 대통령의 성향을 계승한 주류 정치인이다. 곤잘레스 후보는 대선 유세 당시에도 자신이 당선될 경우, 현재 부패 혐의로 벨기에로 망명한 코레아 전(前) 대통령을 고문으로 다시 추대할 것이라고 언급한 바 있다. 코레아 전(前) 대통령은 집권 당시 에콰도르의 경제 성장을 이끌었고, 그로 인해 중년층 이상에서 상당한 지지를 받고 있는데, 지지층이 여전히 탄탄하다.
반면, 노보아 후보는 정치적으로 에콰도르 정계의 아웃사이더였다. 따라서, 대선 1차 투표에서 득표율 2위를 기록하며 결선에 진출한 것으로 그 힘을 다했다고 생각할 수도 있으나 실제로는 1차 투표 이후 노보아 후보의 지지율은 계속 상승하고 있으며, 결선 투표가 가까워질 수록 당선 가능성이 점점 더 커지는 모양새다. 그 근거로, 여론 조사 전문기구 AS/COA가 최근 조사한 바에 의하면, 노보아 후보의 지지율은 43.1%, 곤잘레스 후보에 대한 지지율은 35.1%로 노보아 후보가 곤잘레스 후보를 8%p차로 앞서고 있다.
<10월 15일 결선 투표에서 누구를 선택할 것인가?>
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)
자료: AS/COA
이처럼 노보아 후보가 파란을 이어갈 수 있었던 가장 큰 이유는 기존 정치권의 부패와 무능에 지친 유권자에게 노보아 후보가 신선한 인물로 각인되었기 때문이다. 여기에, 코레아 전(前) 대통령에 반감을 가진 중도층이 노보아 후보에게 집결 중인 현상도 지지율 상승에 기여하고 있다. 결선 투표까지 1개월도 남지 않은 현재, 지지 후보를 결정하지 못한 중도 유권층은 줄어드는 반면 노보아 후보의 지지율은 곤잘레스 후보보다 더 빠르게 오르고 있다. 이러한 추세라면, 결선 투표에서 비주류 정치인 노보아 후보의 당선도 충분히 가능할 것으로 예상된다.
과테말라 대통령에 ‘아웃사이더‘ 평가받던 친중좌파 성향의 반부패 운동가, 깜짝 당선
에콰도르 정치 아웃사이더의 반란이 현재 진행형이라면, 과테말라에서는 비주류의 승리가 확정되었다. 과테말라는 에콰도르와 같은 8월 20일, 대선 결선 투표를 시행했다. 지난 6월 25일에 있었던 1차 투표에서 희망국가연대(UNE, Unidad Nacional de la Esperanza)의 산드라 토레스(Sandra Torres) 후보와 풀뿌리운동(Movimiento Semilla)의 베르나르도 아레발로(Bernardo Arevalo) 후보가 득표율 1위와 2위로 결선에 진출했는데, 최종 투표에서 아레발로 후보가 58%의 유효표를 얻으면서 차기 대통령으로 당선 확정되었다.
키워드는 ‘부패 척결’과 ‘정치 쇄신’
1차 투표까지만 해도 지지율 12% 정도에 불과했던 아레발로 후보가 최종 승리할 수 있었던 데에는 아레발로 후보의 부패 척결 선거 공약 때문인 것으로 분석된다. 과테말라는 알레한드로 쟈마떼이(Alejandro Giammattei) 현(現)대통령을 비롯, 다수의 고위 공직자들이 비리 혐의를 받고 있다. 여기에, 고위 공직자 비리 수사를 진행하던 특검팀 수석 검찰이 대통령의 지명을 받은 검찰총장에 의해 직위 해지 당한 후 망명하는 등, 현 정치 실권자의 외압 의혹이 지속적으로 불거지고 있다. 여기에, 대선 후보 등록부터 결선 투표 과정까지 야권에 불리한 선거 관리 당국의 결정이 이어지자 정권 교체를 원한 야권 지지층이 결국 아레발로를 지지하기 시작했다. 그 결과, 1차 투표 직전까지 철저하게 무명의 정계 아웃사이더였던 아레발로 후보의 지지율은 결선 투표 진출 확정 이후 빠르게 상승하기 시작했고, 결국 전직 영부인 출신이자 오랜 기간 과테말라 정치계의 거물 중 하나였던 토레스 후보를 큰 격차로 누를 수 있었다.
아레발로 당선인은 대선 최종 승리후에도 ‘부패 척결‘, ‘성역 없는 비리 수사‘, 그리고 이를 통한 과테말라 정치권의 쇄신을 외치고 있다. 다만, 결선 투표 직전 과테말라 법원이 아레발로 당선인의 소속 정당인 풀뿌리운동의 활동을 중지시키고 여권 연합이 계속해서 투표 과정에 문제를 삼는 등 정권 교체를 막기 위한 것으로 추정되는 움직임이 이어지고 있어 실제로 아레발로 당선인이 취임 선서를 하기 전까지는 진정한 정권 교체를 이루어냈다고 말하기는 아직 이르다. 그러나, 미국을 비롯한 여러 국가와 국제 기구, 심지어 이웃 중남미 국가인 브라질도 과테말라가 대선 결과를 받아들여야 한다고 한 목소리를 내고 있고 아레발로 당선인에 대한 지지를 표명하는 국가도 계속 늘어나고 있기에, 지금으로서는 비주류 정치인 출신인 아레발로 당선인이 선거 관리 당국에 의해 당선인 자격을 상실하기보다는 정식으로 대통령에 취임할 가능성이 큰 것으로 보인다.
아르헨티나 대선 예비선거에서 비주류 극우 정당 소속 의원 1위 차지…대이변 연출
아르헨티나 정치권에서도 이변이 나타나고 있다. 에콰도르와 과테말라가 각각 대선 1ㆍ2차 투표를 치르기 약 일주일 전인 8월 13일, 아르헨티나는 대선 예비선거를 치렀다. 예비 선거는 대선 출마 의사를 보인 후보 전원을 대상으로 전국민이 참여하는 투표로, 예비 선거에서 1.5% 이상의 표를 얻지 못한 후보는 본 선거에 출마할 수 없기에 본 선거 전 대선 후보를 정하는 예선전이라고 할 수 있다. 아르헨티나 대선 예비선거 결과는 본 선거 결과와 직결된다. 이 때문에 예비선거는 본 선거의 바로미터로 간주되는데, 지금까지 본 선거에서 예비선거 결과가 뒤집힌 적은 단 한 번도 없다.
이처럼 중요한 예비 선거에서 전혀 뜻하지 않았던 결과가 나왔다. 개표 결과, 자유당(Partido Libertario) 소속의 하비에르 밀레이(Javier Milei) 후보가 여권 대선 주자이자 현(現) 경제부(Ministerio de Economía) 장관인 세르히오 마사(Sergio Masa) 후보를 앞지르고 1위를 차지했다. 득표율 차이도 상당해, 밀레이 후보가 30%의 표를 얻은 반면 마사 후보는 21.4%의 표를 얻는데 그쳐 두 후보의 득표율 차이는 거의 10%p에 달했다. 아르헨티나는 대선 1차 투표에서 1위 후보가 전체 유효표의 45%를 넘는 표를 얻거나, 40% 이상의 득표율을 기록하면서 동시에 2위와 10%p 이상의 차이를 벌려야 당선이 확정된다. 예비 선거 결과로는 밀레이 후보와 마사 후보가 결선까지 갈 가능성이 크지만, 득표율차가 상당해 밀레이 후보의 당선 가능성이 유력한 상황으로 점쳐진다.
주류와는 다른 파격적인 공약 내세운 밀레이 후보
극우 성향이자 신자유주의 신봉자인 밀레이 후보는 지금까지 아르헨티나 정치권의 주류를 차지했던 페로니즘(Peronism)과는 반대되는 목표를 지향하고 있다. 페로니즘은 남미의 좌파 포퓰리즘으로도 불린다. 밀레이 후보는 우선 적극적으로 공기업을 민영화해야 한다고 주장한다. 여기에, 고인플레이션으로 화폐로서의 기능을 상실한 아르헨티나페소 대신 미국 달러를 아르헨티나의 법정 통화로 지정해야 한다는 공약도 내세웠다. 동시에, 통화 발권 및 관련 정책을 결정하는 권한을 가진 아르헨티나 중앙은행(Banco Central de la República Argentina)을 폐쇄하겠다는 극단적인 공약도 제시했다. 고인플레이션으로 인한 최악의 경제난으로 아르헨티나 유권자들의 기존 정치권에 대한 분노와 실망감이 팽배한 상황에서 기존 정권과 결을 달리하는 밀레이 후보의 파격적인 공약은 정권 쇄신에 대한 기대감을 불러 일으켰고, 이로 인해 비주류 극우 정당 소속의 밀레이 후보로 유권자들의 표가 집결된 것으로 분석된다. 밀레이 후보는 ‘아르헨티나의 트럼프’로 불릴 정도로 강한 극우 성향을 나타내고 있으며 장기매매를 허용하고 낙태에 반대하는 등 파격적인 발언을 이어가고 있다. 이러한 밀레이 후보의 공약은 주류 정치인이라면 언급도 하기 힘든 내용이다. 하지만 철저히 정치 아웃사이더였던 밀레이 후보는 기존 정치권의 시각은 전혀 의식하지 않고 있으며, 당선 시 자신의 철학을 밀어붙이겠다는 의지를 거듭 표명하고 있다.
선거에서 증명된 젊은 유권자 파워
에콰도르 노보아 후보, 소셜미디어 클립으로 지지율 강화
지지율 최하위권을 전전하던 노보아 후보가 대선 1차 투표 선전에 이어 현재 지지율 1위를 유지할 수 있었던 데에는 미디어의 힘이 컸다. 노보아 후보는 마지막 토론회에서 인상적인 퍼포먼스를 펼쳤는데, 노보아 후보의 발언이 담긴 영상과 쇼츠가 여러 소셜미디어를 통해 퍼져나가면서 노보아 후보에 대한 대중이 주목도가 높아졌다. 노보아 후보는 1차 투표 이후에도 소셜미디어를 적극 활용하고 있으며, 이는 유권자에게 고전적인 방식으로 접근하는 방식을 주로 사용하는 곤잘레스 후보와는 차별화된다. 실제로, 노보아 후보는 소셜미디어로 자신을 꾸준히 노출하는 전략을 사용하면서 곤잘레스 후보와의 지지율 격차를 벌려나가고 있다.
과테말라 아레발로 당선인도 젊은층의 폭 넓은 지지 받아
정권 교체를 목전에 둔 아레발로 당선인 역시 소셜 미디어를 등에 업고 이변을 연출했다. 과테말라는 대선 1차 투표 이전부터 정부에 비판적인 언론에 대한 탄압 의혹이 끊이지 않았다. 그러한 정부의 처사를 비판하는 인사 역시 위협을 받고 있다는 문제 제기가 이어졌다. 부패 척결과 정치 쇄신을 슬로건으로 내세운 아레발로 당선인은 표현의 자유가 상대적으로 더 보장된 소셜미디어를 통해 인권 운동가, 환경 운동가, 언론인 등에 대한 정치적 박해 종식과 성적 소수자에 대한 비차별을 주장했고 젊은 유권자들은 이러한 아레발로 후보의 외침에 관심을 보였다. 소셜미디어를 중심으로 한 젊은층의 의견은 대선 후보에 대한 여론을 형성하는데 큰 역할을 했다. 나아가, 변화를 바라는 젊은 유권자들은 자신의 윗세대인 부모를 설득했고, 이 역시 투표 결과에 영향을 준 것으로 분석된다. 다시 말해 젊은층은 자신의 표 뿐만 아니라 주변인의 의사 결정에도 적극적으로 자신의 생각과 의견을 표출한 것이다. 그 누구도 1차 투표 통과도 예상하지 못했던 아레발로 후보가 차기 대통령 당선인까지 오를 수 있었던 데에는 과테말라의 젊은 유권자의 힘이 있었기 때문이라고 할 수 있다.
아르헨티나 젊은 유권자, 구세대 정치에 대한 항의로 비주류 후보에게 투표
밀레이 후보의 예비 선거 깜짝 1위에도 젊은층의 표가 큰 역할을 했다. 아르헨티나의 경제 호황을 겪어본 적 없는 젊은이들에게 기성 세대 정치인은 비판과 비난의 대상이 되기 쉽다. 살인적인 물가와 빈곤율 40%가 넘는 극심한 생활고를 딛고 성장한 젊은 유권자들에게 마사 후보는 지금의 경제 위기를 일으킨 주요 인사 중 하나로 간주된다. 아르헨티나페소 퇴출, 중앙은행 폐쇄, 장기매매 허용 등 실효성은 차치하고라도 실현 가능성조차 의문시되는 밀레이 후보가 지지율 1위를 달리고 있는 데에는 기성 정치인에 대한 반발 심리가 밑바탕이 된 것으로 추정된다. 밀레이 후보는 자신의 정치적 롤모델인 도널드 트럼프 전(前) 미국 대통령과 마찬가지로 소셜미디어를 적극 활용하고 있으며, 이는 젊은 유권자들에게 무능과 부패로 점철된 듯한 구세대 정치인과는 다른 이미지를 심어주기에 충분한 역할을 하고 있다고 볼 수 있다.
남성우월주의 강한 멕시코 대선에선
최초의 여성 대통령 탄생 가능성 점쳐져
집권 여당, 클라우디아 셰인바움 전 멕시코시티 시장을 대선 후보로 결정
2024년 6월에 있을 대선을 준비 중인 멕시코 정치권이 대선 후보를 확정하고 있다. 우선, 현 집권 여당 모레나(Morena)당은 얼마 전 있었던 대선 주자 선정 당내 경선에서 클라우디아 셰인바움(Claudia Sheinbaum) 전(前) 멕시코시티 시장을 선택했다. 셰인바움 전(前) 시장은 기후과학자 출신으로 정계에 입문했으며, 같은 모레나당 소속의 로페스 오브라도르(Andrés Manuel López Obrador) 현(現) 대통령이 자신의 후임으로 적극적으로 지지 중인 인물이다.
멕시코는 정당에 대한 지지도가 대선 결과로 이어지는 경향이 강한데, 오브라도르 대통령이 임기 종료를 얼마 남기지 않은 지금에도 60%가 넘는 높은 지지율을 유지하고 있어 집권 여당인 모레나당의 대선 후보가 내년 대선에서 승리할 가능성이 높다. 만약 셰인바움 후보가 이대로 후보 등록을 무사히 마치고 대선에서도 승리하면, 멕시코는 사상 최초로 여성 대통령을 배출하게 된다.
야권 연합도 여성을 대선 후보로 추대
한편, 여당에 맞설 야권 연합이 선출한 대선 후보도 여성이다. 야권 연합은 역시 내부 경선을 통해 소치틀 갈베스(Xóchitl Gálvez) 상원의원을 대선에 출마시키기로 결정했다. 갈베스 후보는 과거 여러 대선 후보와는 달리 토착원주민 부모에서 자란 성장배경으로 주목받았다. 또한, 임신중절과 성적 소수자 이슈 등 보수적인 문화의 멕시코에서 터부시 되었던 주제들에 대해 진보적인 정책을 제시하고 있으며, 이러한 성향을 다양한 분야에서 정책으로 녹여내려는 모습을 보여주면서 지지자를 확보하고 있다. 또한, 정계에 수년 동안 머물면서도 비리 의혹과 거리가 먼 청렴한 인물이라고 각인되어 있는 점도 장점으로 평가받는 인물이기도 하다.
지금까지 보여준 역량을 볼 때 갈베스 후보는 충분한 능력을 보유하고 있다고 평가할 수 있지만, 문제는 출생부터 비주류 정치인에 해당하는 만큼 인지도가 역시 낮다는 약점을 지니고 있다. 최근 진행된 설문에 따르면 멕시코 국민의 48%가 갈베스 후보가 누구인지도 알지 못하는 것으로 드러났다.
누가 승리하던 최초의 여성 대통령 탄생 가능성 높아
여당 경선 결과에 불만은 품은 에브라드 전(前) 장관이 신당을 창당해 단독 출마하더라도, 오브라도르 대통령의 전폭적인 지지를 받는 셰인바움 후보를 선거에서 꺾을 가능성은 낮아 보인다. 오히려, 멕시코 정계는 오브라도르 대통령이 직접 에브라드 전(前) 장관을 찾아가 위로의 말을 건내고 대선 승리를 위해 에브라드 전(前) 장관에게 셰인바움 후보에게 적극 협력해 줄 것을 요청할 가능성이 크다고 보고 있다. 설사 에브라드 전 장관이 셰인바움 후보와 연합하지 않는다 해도 갈베스 후보 역시 꺾기는 힘들 것으로 예상된다. 적어도 현 시점에서는 멕시코의 다음 대통령은 셰인바움 후보 또는 갈베스 후보 둘 중 한 명이 될 것으로 전망된다.
현재까지도 소녀들의 강제 조혼이 만연하고 2020년 여성 살해 비중이 2015년 대비 2배 이상 증가하는 등 뿌리깊은 남성우월주의 국가인 멕시코 역사상 처음으로 여성 대통령이 배출되는데, 이 또한 중남미에서 오랫동안 아웃사이더였던 비주류 정치인이 정계 전면에 나서게 되는 또다른 사례가 될 것이다. 멕시코 인구의 52%를 차지하는 많은 여성들은 2024년 6월 선거에서 멕시코 여성들의 권익을 신장시켜줄 수 있는 여성 대통령의 탄생을 누구보다 간절히 바라고 있다.