TON 네트워크의 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)
최근 TON의 기세를 보면 만만치 않다.말 그대로 파죽지세의 모습으로 가격 상승이 일어나고 있다.
가격이 내러티브이고 내러티브를 가격이 만드는 시장이지만 TON의 디파이(DeFi) 생태계를 살펴보면 타 체인(레이어 1, 레이어2)과 대비 아직은 걸음마 수준이다. 이를 정량적으로 살펴보면 다음과 같다. 코인마켓캡 기준 TON 코인은 이제 시총 8위에 달한다. 그러나 디파이라마에 따르면 총 TVL $164m로 31위에 밖에 지나지 않는다. 일반적으로 비트코인을 제외하고 스마트 컨트랙트가 있는(디파이가 가능한) 코인들의 경우 그 시가 총액 순위와 TVL이 선형적이기에 이는 언뜻보면 비정상적이거나 특수한 상황으로 보여진다.
이러한 원인들에는 다양한 이유들이 있겠지만 일부를 꼽아보면 급격하게 성장한 시가총액 대비 아직 TON 생태계에 대한 부족한 인식과 마케팅 그리고 부족한 디파이 디앱과 기반 시설이다. 그 중 후자의 경우 원활하지 않은 스테이블 코인 공급과 같은 점이 영향을 끼쳤을 거라고 생각한다.
그러나 오늘 기사에 따르면 드디어 TON 네트워크가 테더사와 파트너쉽을 통해 네이티브 USDT를 지원 한다고 밝혔다.
이말인즉슨 그동안 TON 네트워크에는 브릿지된 스테이블 코인들만 있을 뿐 직접 네트워크에 공급하던 스테이블 주체가 없었다는 뜻이다.
과연 블록체인 네트워크에 네이티브한 스테이블 코인의 등장은 어떠한 의미를 지닐까.
네이티브 스테이블 코인의 의미
현재 블록체인 네트워크의 효용성 또는 유용성을 묻는 사람들이 있다면 크게 스마트 컨트랙트의 유무에 따라 그 의미가 달라지지만 큰 맥락에서는 비슷할 것이다.
블록체인의 등장이자 스마트 컨트랙트의 이전의 코인, 시장을 이끌어가며 가장 상징성이 있는 시가총액 1위 비트코인의 경우 일명 “디지털 골드”로 불리우며 가치 저장 수단으로 일컬어지고 있다.
반면 다음으로 시총이 큰 이더리움의 경우 스마트 컨트랙트의 존재로 이더리움에게 가치 저장 수단이라는 느낌보다는 컴퓨터(노드)들이 모여 가치를 생산하는 “플랫폼”에 가깝다.
이 때 플랫폼에서 가치를 만들어내는 곳이 바로 디파이 영역이다. 디파이는 사실상 현존하는 블록체인들의 본질적 존재의 이유와도 같은데 블록체인이 지닌 탈중앙성, 보안성, 안정성 등의 특징들에 제일 부합하기 때문이다. 따라서 수많은 유형의 디앱들이 등장하고 있지만 그 중 제일 많은 부류는 다름아닌 디파이이다.
그러나 이러한 디파이 생태계가 도입되기 위해서는 몇가지 필요조건들이 있다. 즉, 일종의 인프라와 같은 기반 시설들이 필요하다. 아무리 좋은 블록체인 네트워크 위에 있더라도 이들이 없다면 무용지물이 아닌 시작조차 할 수 없기 때문이다.
디파이 환경에서의 스테이블 코인의 지위
필자는 다음 두 조건을 필수라고 생각한다.
오라클과 유동성(스테이블 코인)
오라클은 오프체인의 데이터를 온체인으로 전송하는 것으로써 가격 발견을 하거나 청산이 이루어지는 디파이 환경에선 매우 필수적이다. 오라클은 참고로 네트워크 자체적으로 또는 일반적 또는 흔하게는 제 3자(체인링크, 피쓰, API3 등)를 이용한다. 이번 글에서는 스테이블 코인을 다루기 위해 오라클은 여기까지만 이야기하고 차치하겠다.
유동성의 경우 그 출처를 브릿지, 시장의 자연 발생, 외부 공급으로 나눌 수 있다. 예를 들어, 브릿지가 지원되지 않는 체인의 경우 네이티브한 코인을 시작으로 여러 파생된 유동성이 마련된다.
외부 공급(브릿지 아님)의 경우 이번 TON과 같은 스테이블 코인을 예시로 들 수 있다.
디파이가 가동되기 위한 시나리오는 다음과 같다. 먼저 오라클의 기반시설이 마련되면 가격 발견과 확증이 가능하고 다음으로 마련해야 될 것은 유동성이다.
유동성이 없다면 사용자들이 이용할 수 없기 때문이다. 시장에서의 자연 발생적인 유동성을 제외하고 시장의 안정성과 균형성을 부여하는 것은 바로 스테이블 코인이다.
따라서 디파이에 있어 스테이블 코인의 도입은 상당한 큰 획을 긋는다. (이는 사실 CEX 와 같은 온체인과 살짝 떨어져 있는 플랫폼들에서 그 위력이 압도적으로 작용하였음을 우린 이미 보았다)
즉 시장 변동성이 매우 높은 크립토 시장에서 잠재적인 손실을 방지하거나 예방해줄 수 있는 일종의 쉼터이다. 이처럼 시장의 완충재 또는 버퍼 역할을 하는 스테이블 코인은 디파이 시장이 더욱 안정적으로 그리고 빠르게 확산되고 성장할 수 있도록 도와주었다.
또한 현금성 자산으로 정산하고 싶은 사용자들에게는 온체인과 오프체인 사이에서 복잡하게 자금 이동을 해야하는 번거로움을 줄여주었다.
톤의 디파이 현황
디파이라마(defilllama)에 따른 TON의 현재 디파이 생태계는 다음과 같다.
실제로 TON 네트워크 내 생태계 순위를 살펴보면 10위 안쪽까지 상당수가 스테이블 코인과 관련이 없는 LSD 프로토콜임을 알 수 있다. (참고로 TON은 POS 네트워크로 LSD를 지원하고 있다.) 이와 대조적으로 디파이의 기초를 다지는 덱스와 랜딩의 경우 TVL 관점에서 보면 상당히 낮음을 확인할 수 있다. 또한 대부분의 TVL 상승과 상당분은 TON 코인 가격의 상승에 의한 것으로 네이티브 코인임을 감안하여도 자본 쏠림이 매우 크게 나타남을 확인할 수 있다.
이를 통해 TON 내에서 디파이 환경이 잘 정착되지 않았음을 간접적으로 확인할 수 있다. 왜냐하면 LSD의 경우 체인 내 네이티브 코인에 대한 자본 효율성 증대와 네트워크 보안성, 안정성, 탈중앙성과 같은 면에서 기여를 하는데 이는 디파이에서 초기 단계가 지난 성숙 또는 발전 단계에 해당하기 때문이다. 즉 덱스, 랜딩과 같은 디파이의 정착을 돕는 기본적인 디앱들이 풍부한 유동성으로 탄탄하게 구축된 이후 디파이의 결합성이 빛을 발하는 디앱들이 활성화되기 마련이다. 그러나 TON의 경우 그러한 양상과는 다른 모습을 보였다. (물론 LSD가 이번 TON 코인의 상승에 일조하였느냐에 질문에 대해서 상당한 영향을 끼쳤을 것이라고 사료된다.)
마치 초기 단계의 부흥을 지나치고 (과거 디앱을 보면 기록이 있더라도 이것이 TVL유지나 거래량 측면에서 연속적이지 못함) 바로 다음 단계로 넘어간 것이다. 이는 최근 큰 하락이 있던 날에서도 거래량 변동이 전혀 일어나지 않았음도 확인할 수 있다. (디파이가 많은 체인에서는 청산과 사용자들의 거래로 인하여 거래량 증가와 가스비 증가와 같은 현상들이 나타남)
이처럼 스테이블 코인의 영향력이 없거나 낮은 디파이 디앱들이 흥행을 한 이유에는 현재 TON 내 스테이블 코인 현황을 보면 알 수 있다. 말 그대로 불모지이기 때문이다. 물론 브릿지된 자산인 jUSDC, jUSDT, oUSDC, oUSDT가 있지만 공급량이 매우 적어 사실상 규모의 경제를 일으키지 못하였다. 또한 결정적으로 이러한 스테이블 코인의 가뭄을 해갈시켜 줄 네이티브하게 공급되는 스테이블의 경우 존재하지 않았다.
네이티브 USDT 공급의 시작
이제 직접 스테이블 USDT의 공급이 일어나면 어떻게 될까. 앞서 언급하였던 것처럼 디파이의 생태계가 더욱 확장될 잠재력을 마련해주며 덱스와 랜딩 디앱에 있어 큰 저수지와 같은 유동성이 마련될 것이다. 또한 오프체인 환경 중에 특히 트래디파이와 같은 전통 시장 간의 상호 운용성 또한 지원할 수 있다. 다시 말해 시장을 연결하는 관문의 역할을 할 수 있다.
사용자들은 당연히 더욱 직관적인 UX를 디파이 내에서 경험이 가능하며 이는 거래를 활성화시켜 더욱 건전하고 탄탄한 디파이 환경을 조성한다. 사용자들이 일방적인 가격 변동성에 묶이지 않기 때문이다. 또한 시간적인 규모에서도 시장의 출입이 더욱 자유로워질 수 있다.
그럼 왜 USDT 일까?
USDT는 스테이블 코인들 중 제일 시총도 크며 영향력이 막대하다. 가장 크고 풍부한 유동성과 스테이블 코인이라면 한 번씩은 무조건 거치는 스트레스 테스트를 여러번 받았음에도 지금까지 그 자리를 유지하고 있다. 만약 USDT가 무너지거나 사라지는 날이 온다면 그 날은 크립토계의 둠스데이가 될 것이라는 예상(바이낸스가 사라지는 것보다 더 큼)이 존재하는 것처럼 USDT의 크립토 내 위치는 굉장히 유일무이하다. 이는 CEX 거래 페어 점유율에서도 증명된다.
물론 디파이 생태계 다시 말해 온체인에서는 일반적으로 USDC가 우세함을 보이지만 순차적인 도입에 앞서 제일 널리 쓰이는 USDT를 도입한 것으로 생각된다. USDT가 시발점이 되는 것이 일종의 크립토 관례일지 모르지만 결국 실제 사용자의 입장에선 다양한 스테이블 코인들이 온보딩 될 수록 탈중앙을 추구하는 시장에서 더욱 의미가 있기에 TON 네트워크의 네이티브 USDT의 도입은 이제 시작일 뿐이다.
USDT 그 이후
결론적으로 네이티브 USDT의 공급은 TON의 디파이 생태계에 새로운 전환점이자 동력을 부여할 것이다. TON 네트워크는 또한 샤드를 통한 무한 확장으로 많은 트랜잭션 요청을 병렬적으로 한번에 처리할 수 있다. 이것은 현재 확장성에 문제를 가지는 체인들이 디파이에서 어려움을 겪는 지점으로 TON은 이미 이 지점에서도 자유로운 상태이다.
블록체인 네트워크가 가장 자신있게 퍼포먼스를 보여줄 부문은 디파이이다. 이에 따라 TON이 그동안 움츠렸던 모습에서 탈피하여 텔레그램 15억명 사용자를 기반으로 지속적으로 확장성 있게 나아가는 행보를 지켜보는 모습은 지난 체인들에서 보여주지 못한 새로운 모습을 보여줄 것으로 기대된다. 큰 도약을 결정한 TON에서의 디파이 봄바람을 기다려 본다.