서울시장 선거를 보고 느낀점

[위도사랑]

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

 어제 박원순씨가 이겼데요..앞으로 좀더 나아지지 않겠습니까? 라고 옆자리 동료가  아침부터 이야기 한다.

“어이!! 노무현님 될 때 파라다이스 오는 줄 알았었네.. 그런데...우린 더 후퇴했을 뿐 아니라 선장도 잃어버렸지... 잠깐 조는사이에

말야...그 밥에 그나물이지 뭐”...요렇게 속으론 대답했지만 겉으론 소리없이 웃어주기만 했다..아침부터 그의 기쁨에 초치기 싫었기

때문이다

박원순 주위에 시정을 이끌만한 청빈한 청백리들이 과연 하나라도 있을까?

무슨 인물이 있겠냐고?.....한사람만 똑똑하다고 되는게 아니잔어........

난 애초부터 시민운동가 출신 박원순이 마음에 들진 않았지만 뭐 이명박과 이명박추종세력 한나라당만 아니라면 하는

 마음으로 박원순에 마음을 두었다.. 그런칭구들이 내 주변엔 대다수 인 듯하다..

 나는 애초부터 나경원이 마음에 들지 않았다. 가시내가 어찌나 도도하고 얍삽해 보이는지...

대인배의 기품과 인품은 어딜보아도 없는 듯 했다. 정이 안가는 얼굴이다. 거기다 1억짜리 피부과....후후후!!! 서민의

애환이 뭔지도 모르는 것이 말로만 서민의 편에서..어쩌구 저쩌구

... 점입가경이어서 TV에 얼굴나오면 바로 채널을 돌려버렸다......

박원순님이 당선된 오늘아침 왁자지껄 떠드는 방송사의 뉴스 평론이나 기자들의 멘트보다 인터넷에 공감 가는

글이 있어 카페휀님들과 나누고져 요약해 보기로 한다.

최종투표율 48.6%를 기준으로 생각해 보면 나경원 후보는 전체 유권자의 약 22.5%에 해당하는 득표를 하였다 ,

이는 오세훈의

 지난번 지지자 표와 똑같다.. 나경원이 이끌어낸 표는 사실상 없었고 보수층의 지지표만 다시한번 얻은결과

즉 한나라당이

서울에서 얻을 수 있는 고정지지율의 최대치라고 볼 수 있다.(강남주민 + 영남출신 노인양반들(?))

사과 한마디 없던 나경원, 오만 방자 했다.

나경원이 22%라는 답보상태서 중도파들을 끌어들이지 못한데는 오만했던 선거전략 탓이 커보인다.

사실 이번선거의 원인 제공자는 오세훈이다

오세훈이 대선주자가 되기 위한 정치적 야심 때문에 파생된 무상급식 주민투표인데 개함도 못 할 정도로

지지를 못받았으면

이유야 어떻튼 이 사태에 대한 사과와 함께 책임을 지는 자세로 우선 시민들에게 양해와 용서를 구하는

태도를 보여야 했다.

 그런데도 그들은 오히려 적반하장격으로 처음부터 네거티브 전술을 운용하는 실수를 범했다.

나경원의 선거캠프는 이상하리 만치 오세훈 참모들의 도가니 였다.

어찌보면 태생적으로 처음부터 오만한 넘들의 집합소 였다.

그들은 처음부터 선거판을 진흙구덩이로 만들어 가려는 전법을쓰며 네너티브 전략을 썼으나 오히려

나경원 후보의

추악한 과거행적이 드러나고 대통령 직계가족의 “내곡동 사건은

마침내 유권자들의 ”응징“에 대한 의지를 불태우는 결과를 낳았다.

이번 선거에서“선거의 여왕”이라는 호칭의 박근혜는 쪽만 팔린듯 하다.

사실그녀는 이번에 나오기 싫었을 것이다.

 2007년 이명박에게 당내경선에서 억울하게(? BBK사건등) 패한 과거가 있다,

이번 선거에 적극 참가하기도, 빠지기도 곤란했을 박근혜로서는 나경원과 뒤의 친이계에 대해 좋은

감정을 갖기는

 어려웠을 것이다.

그럼에도 불구하고 그녀는 나왔고 선거운동 내내 박근혜와 나경원이 같이 나오는 모습은 어색했다.

친 이명박 정권의

공주님인 나경원과 박근혜등에 칼을꽃은 이 정권 추종세력들과의 일시적 융화는 보기 안쓰러 웠고

부자연스러웠다..

마지못해 도와주는 모습이랄까?

내 생각엔 제일 손해본게  박근혜 일 것이다.(죽쓰고 개 준격...)

사실 안철수의 이름이 나오기 전에는 주밑투표 무산과 오세훈 사퇴로 이어지던 정세가 곽노현 구속수사로

급선회

 되던 때였다.

즉, 선거의 쟁점이 원인 제공자였던 오세훈에서 그 대척점에 잇었던 곽노현으로 급속히 옮겨 가면서,

오세훈 시정에

대한 평가가 곽노현에게 도덕적 책임을 묻는 선거로 변질돼 가고 있었다

이 와중에 등장한 안철수는 그 모든 판을 뒤엎었다,

“ 역사를 거스르는 세력을 응징해야 한다” 라는 그의 한마디는 순식간에 선거의

패러다임(paradigm 이론적 틀 이나 체계) 을 정권심판과 차기대선 전초전으로 몰아갔다.

앞으로의 박원순은 노무현님 보다 더 온갖 보수단체들에게 대대적인 공격과 시달림을 당하게 될 것이다.

이는 일종의 권력투쟁이기 때문에 박원순이 조심하고 피한다고 해결될 일이 아니다.

검찰과 여타국가기관, 보수언론, 보수단체 들은 없는 죄를 만들어내어 뒤집어씌우는 능력이 탁월하다. 이들은

 실체적 진실이나 법치에는 관심이 없다. 오로지 정적을 제거할 목적을 어떻게 달성할 것인가에만 관심이 있다.

노무현님의 최대실수는 이런 사람들과 끝까지 대화를 하려고 했다는 점이다.(너무 착하고 바보같은 짓이었다.)

 이런넘 들과는 분연히 맞서야 했는데 잠시 방심하는사이 우린 허를 찔리고 선장을 잃었다.

이번선거의 또 다른 공로자는 <나는 꼼수다>다.

이것의 활약은 가희 독보적 이었다.

나꼼수는 특종을 터뜨리며 박원순에게 퍼부어진 네거티브를 막아내고 오히려 카운터 펀치까지 날렸다.

대형신문사와 방송3사와 인터넷 포털이 모두 “점령”당한 상황에서 단 네 명의 나꼼수 특공대는 홀로 이 모든

상대와 맞서 통쾌한 KO승을 거둔 것이다.

이는 정권이 아무리 정보와 그 소통을 억누르려 하더라도 거기에는 명백한 한계가 있음이 드러난 것이다.

이를 보면 최근 정부서 기존 언론사에 특혜를 준 종합편성채널은 오히려 대형언론사에 독으로만 작용할

가능성도 배제할 수 없다.

결국 대중에게 중요한 것은 외형이나 덩치가 아니라 그 컨텐츠의 진실성과 충만함 이기 때문이다..희망을

가져보게 하는 일이다....

그리고 민주당과 진보정당!......

조은시절 다 지나간듯하다.

공교롭게도 이명박은 2007년 대선에서 서울서 53.2%를 얻었는데 박원순의 지지율과 거의 같다.

 이는 한국에서 87년 체제가 소멸했음을 뜻한다.

한나라당은 안철수의 지적대로 역사의 흐름을 거스르는 응징의 대상일 뿐이다.

민주당은 이미1997년 정권교체 뒤 그 1차적 역사적 소임을 다한 것인지도 모른다.

내가 볼땐 민주당과 진보당은 완전히 백지상태에서 모든 것을 다시 시작해야 될듯 싶지 기존의

 낡은 체제로는 아무것도 할수 없다.

 이번서울시장선거는 그 결과가 미칠 영향을 생각하면 아랍권의“재스민 혁명”처럼

 “극동의 재스민혁명”이라 할 수 있다.

야권연대는 그 서전을 화려한 승리로 장식했다. 하지만 싸움은 이제 부터다.

유권자는 변화와 미래와 희망을 선택했다 이 흐름을 거역하는 자라면 여권이든 야권연대든

 그 누구도 살아남지 못할 것이다.

“일일신 우일신” 하며 도도한 역사의 흐름을 직시하는 자만이 최후의 승자가 되어 대한민국의

새로운 순환을 이끌어 나갈 자격이 있을 것이다.

각설하고,

민주당이나 진보당은 치명적인 실수였던 것이

정치인임에도 불구하고 어떻게든 권력에 대한 문제, 즉 授權의 기획을 갖고 있어야 하며 모든 정책이

權力을 잡는데 있다는 것을 잊어선 안 된다는 거고 상대가 잘못 했을땐 철저히 파고들어 응징을 했어야 함에도,

자신들도 모르게 이미 귀족 정치인이 되어 정치와, 민주주의와, 권력이라는 본질적인 문제를 소홀히

한면이 크다는 점이다. 상대적인 문제나 복지에만 매진한 면이 있다는 말이다.

앞으로  우린 더욱 더 깨어있어야 될 듯 싶다.

노무현님의 경우만 보더라도 마치 거액의 정치자금을 불법적으로 받은게 사실인양 말꼬리만 내고 냄새만

풍기지 진실은 명백히 밝히지 않아 마치 거액의 돈이라도 받아 먹은것처럼 사람들의 궁금증을 자아내게 한다.

 아니면 말고 식으로.......

死者에 대한 예우는 못할망정, 자신들의 정치적 목적을 위해 부관참시도 마다하지 않는 정치 잡배 들인 것이다./

에이~~ 몹쓸것들!!!

결국 우리의 권리를 우리가 찾기 위해서는 항상 깨어있는 시민이 되어야 될듯 싶다.

어려운 세상이다..

2011.10.27

송천동에서

위도살앙

[펑키]

짝짝짞.............