Metaforce/Forsage/魔豹聯盟佛薩奇2.0公排矩陣系統開發詳細邏輯丨原始碼功能

　　Currently,for blockchain applications,in addition to digital assets,more emphasis is placed on the application of blockchain storage and verification functions.The basic characteristics of blockchain are:anti tampering and anti repudiation.Therefore,it is more natural for people to think of using blockchain for storage and verification."Certificate storage is the ability,and verification is the purpose.It is achieved by hashing off chain data and recording it into the blockchain.However,in order to achieve convenient verification,as well as on and off chain mutual verification,it is necessary to record indexes on and off the chain,so that mutual verification can be performed quickly when verification is required.".

　　什麼是原力元宇宙MetaForce?

　　MetaForce is a smart contract deployed on the Polygon horseshoe chain.Polygon horseshoe chain is an independent public chain developed based on ETH,which is used to build and connect blockchain networks compatible with Ethereum.Smart contracts can be deployed directly on the horseshoe chain,百分之百open source,百分之百decentralized,and once operational,cannot be tampered with.

　　那麼佛薩奇2.0是什麼?有哪些改進?

　　也就是說，佛薩奇FORGE原力工程以馬蹄蓮為基礎MATIC開發的智慧合約dapp，公開透明",百分之百open source,player access is DAI,there is no routine,the project party cannot tamper,and the contract will continue to be executed.".

　　關於區塊鏈專案技術開發唯:MrsFu123，代幣發行、dapp智慧合約開發、鏈遊開發、單雙幣質押、多鏈錢包開發、NFT盲盒遊戲、公鏈、鏈上游戲開發

　　Uniswap、交易所開發、量化合約開發、合約對沖、互助遊戲開發、Nft數字藏品開發、眾籌互助開發、元宇宙開發、swap開發、DAO智慧合約、

　　夾子合約、鏈上合約開發、ido開發、商城開發等，開發過各種各樣的系統模式，更有多種模式、制度、案例、後臺等，成熟技術團隊，歡迎實體參考。

　　經典矩陣由兩種財務模型組成，一種稱為S另一種稱為3型矩陣，另一種稱為3型矩陣S6型矩陣。So many partners don't know what a matrix is.It's actually very simple.A matrix is an organizational network.As we said in the earliest direct selling,solar line or dual track is also a financial model.What about the two matrices?They are S3 and S6,respectively.Then explain it to you one by one.Let's take a look at the S3 matrix first.How does it distribute our wealth?First of all,the S3 matrix consists of the following three positions,namely,one position and two positions,which can be understood as the position where you receive money.That is,when one fund enters your first position,you receive 百分之百,and when the other fund enters your second position,you receive 百分之百.Then,the third position comes in and you can't get it.Because after cleaning up,more Z gold comes in,and you can get 百分之百of the 1#and 2#positions.

　　So let's summarize,S3 matrix means that you get 百分之百-gold in position 1 and 百分百z-gold in position 2.After the entry of position 3 Z,it is equivalent to reinvesting your position.All positions have been reset,which means that your position has changed,so your positions 1 and 2 below have been cleared.When someone comes in,you can receive ."百分百revenue,so in the S-3 matrix,your z-gold position can only come from your own direct recommendation or another recommendation from your subordinate partner,which means the benefits your team brings to you.".This is a more working S3 matrix model.

　　S6matrix。這是Metaforce中的第二個模型，稱為中的第二個模型，S6矩陣。S6矩陣怎麼樣，也就是下面的?它有六個要點。第一排的兩點在哪裡?也就是說，每次進來的z金上漲，你不拿，但是在二線。你的錢是第一，第二，第三個位置是百分之百，然後是百分之百或者百分之百。第二行的最後一個位置叫迴圈位。不管是在哪裡S3矩陣還是S在6矩陣中，所有迴圈位元都有相同的含義。

　　迴圈位的作用是清空和重置你的矩陣，Because only after the position is cleared can you enjoy the profits of inbound z-gold.Can you understand your partner?In the 6 matrix,the circular bit is the second or fourth digit of the second row,so it depends on which position comes first,and then the circular bit will help you reinvest,and then the position will change.Briefly speaking,in the S in 6 matrix,the following six points may come from your superiors,your superiors or subordinates,or your left friend,or your right friend,or your subordinate friends,360 degrees.

　　S6矩陣的第一排有兩個位置，也就是說會給你的上級。然後，倒數四個位置中有三個位置，你得到了百分之白。其中一個是幫助你重置矩陣的圓形位置。所以在這裡，很多合作伙伴不知道的是，第一排的兩個位置必須給你的上級。答案是，這是你上級的第二排。也許是給你的上級，直接拿了百分百。也許他是一個圓，然後重置整個點。S矩陣可享受全球公共行。

　　import web3

　　w3=web3.Web3(web3.HTTPProvider('))

　　abi="[{"inputs":[{"internalType":"uint256","name":"a","type":"uint256"},{"internalType":"uint256","name":"b","type":"uint256"}],"name":"add","outputs":[{"internalType":"uint256","name":"","type":"uint256"}],"stateMutability":"view","type":"function"},{"inputs":[{"internalType":"uint256","name":"a","type":"uint256"},{"internalType":"uint256","name":"b","type":"uint256"}],"name":"mul","outputs":[{"internalType":"uint256","name":"","type":"uint256"}],"stateMutability":"view","type":"function"},{"inputs":[{"internalType":"uint256","name":"a","type":"uint256"}],"name":"sqr","outputs":[{"internalType":"uint256","name":"","type":"uint256"}],"stateMutability":"view","type":"function"},{"inputs":[{"internalType":"uint256","name":"x","type":"uint256"}],"name":"sqrt","outputs":[{"internalType":"uint256","name":"y","type":"uint256"}],"stateMutability":"view","type":"function"},{"inputs":[{"internalType":"uint256","name":"a","type":"uint256"},{"internalType":"uint256","name":"b","type":"uint256"}],"name":"sub","outputs":[{"internalType":"uint256","name":"","type":"uint256"}],"stateMutability":"view","type":"function"}]"

　　c=w3.eth.contract(address='0x1aC3CD1b37898ed4D3005f3C12b4425A6eFFDc30',abi=abi)

　　a=5

　　b=4

　　rtn=c.caller().add(a,b)

　　print(f"{a}+{b}={rtn}")

　　rtn=c.caller().mul(a,b)

　　print(f"{a}*{b}={rtn}")

　　rtn=c.caller().sub(a,b)

　　print(f"{a}-{b}={rtn}")

　　rtn=c.caller().sqr(a)

　　print(f"sqr({a})={rtn}")

　　rtn=c.caller().sqrt(a)

　　print(f"sqrt({a})={rtn}")