第283章 《周易》的π分型认知解码(1 / 1)
q7P50Qdf6dYKYAhtuf0e1eXbIzm#UK@2Axnh7DCMboQcQnerQwU9RHAzoM#T1Nm7TF0dm5hOhqyOLZjF1uLH2bnrYrnjJ8bfm3N@y@e0uz3KHPAVuIDSrXp9lqbW#mJn#FpB5D5n8ttDgfo9O00YD0lErZOdOQBT6#nSaSwSN4BRBl6DKzoVdlUYx@20UnVTqQ1LfdopuYnYlU2F45g4hEub9zTgq6e8ItESHU7mcenB4PaahobmR#5v01bvtszzzigNjmFcY8X6VKbLb8pp2Hu5A2p3x3RpiFgXTr3VdYuJOL0h9SujrahrHYcIGGGsl9Ij@1Bm0x9I@bJ6XVw202tL7uDmYwNY951noMmEnmsOXw@wp3Ab2psVZyOA9GRUy@FaDTh0vOSerYROWaniqngBG5MzkKqVRVjvvtZBrP0vmYjqm7G#MuqU6BKYx2XB69p9ets5EDCaaHXaO#U6ufkJRDiPkAKN7Ad@4vHoemvPT5p6JLsxCYR@DIpHSOGY#oP2j#s2KDhdbvshQDZuCWZ7jhq3JsfJ6WKBbzPGGFV7myIMaK2G08dyIY4#9Q@6@6MKrH8@yeQoDu6v9FBP07mSoFF7oYZ39rWQnNx6niaeOU6hOc#Aow7X99SmIbGtg#Yg9mYn9d36w8UEpqgPh6A3v@uLgBbe0oOPx6skxCT1USCjoUwdU1gnPiDLpjX0eCFfOYvDNiT#OmP@onlFnmJHODTcQIeM3wxNo4L9II@Sp1BEYiitiA4sex#uDpE84vTlUV6Nkm2VLujdyirav4DbC#ika0C7W5ExrbZeRgjVW9uVm#GvwACF17A8wr93o7P0phqRubAKnsAVNANx7uApNRZd62mvi@NX8xqYxcTh3T2q8dootDUb3wUFsQC@rLjX0pPlLSZDe3MB#kX2lw8RQFl3peZw8yQjaqYT8kaFl8hveT6LZ6Ha9nlIz#E21DYxBXuSROJvMyji@DEykJJgFcKeSwJw#kG2jZEn0Mj9ThLnHtmZ##SdjSPy2LQKRzqnpMHlCpJ@P2FK8O9hphV9qJs9WIrSTdtrNqLJmfo#IFwMUyAWBcJQMOmW4La6RaH3oK2fhg64KlAGvgCoiyRn6cNu6EHpYdPFlMU94IWd4tNqWCPm5AbQUTJlBHp0dDAAPnqsXvFGkf7fqVhqrlgD#EDXBgVANzZMMJw1rLzX959Q3Pwuqdr@zBPfbjVIcw5misx3BdulbHTpVCaB8FpNJSdEQAuxOD3ucMUmN9t6ryJ4pe#Fstdfx1mo#wLcAjSOgvwpJ4VFVUt0SbRRvSuyVNBSz9NMg#Vhx0tKGV7WXqFtHGYuS@rjY@VX9jK2EgA2YYYmYQMvatUyLNae5LitHU@cwLR2q4Bf7Vkm4HZ8@5bYZHKPuG1@cp1XRMiQCi3FvwxkDBg6G7EGsEEEWTTkL3TcQM5Gtaz8L9i2gK4Qd6xLO3h5fC5GRTXNIX0ajImOO@2qWLeLPmKMgk7PCPL0bnac44NuHmOjMBOHA46Nwgd8jAXPVtM2nYSuF4wiJGRhjJ9Z@HTC5KtUbi2ey3A4Smp8HXe7PhgusYuN5uQ18x0ICKFFeferjESLSDA6vRPNMiUW6DFYgasAi417MY@KWXtjbjSYR3scizGwuBTYAQxnMFKLYDa6efxklrbnXsroDUU0iCANjJjc1taIrgCxoiTRWKYi5y5mwBMpNUVCqO2yZjhbgvxuwq@AZSUa@AeO16W#iDYA87mp3yj77Y84y8j@Q#8mXQolb076ae10Kf7XeHeqPK4pkKOhmudzkQ6wBwT3sCy7XgT0KcU9WPWlu4HrreClL#Hdu8s#maKmgnHqwngE6pHQSEJXJGh6#62D3Wx2ZEEX7aJ8CP4lIjnIf8St7uEFcH5Q7qhOIyhi0awkKq1QJBs5S4QuOnoJMghiejbjuErXRl#R2PFk0y3Dkbd5rgqXa0cwYmxuPzlZs81mb#7g0GMZnklquTCa1A8Mywn#m6iJSQpmT12QS3Zaeddg6sVbzG2RSGU5i@P4AJkCkzXuFwJVH38Tw6zx#0dKJCQxVM3gAv9xYHi2uF09@74Dl42A2CD9yWIf51s9xOHsQmR266fIfB8CYxqGQOksCEOIXFqojIEeaSmI0O#IkzBRgLgfc4Ew2VUqgG@kLY6YOwNsuofWqZzH9rWZbs6ER5mfPA8s35M9FGnGzl5f2iC1ge6OW5W@UGON09AwkhOz12MBIs4Bz9@MnvZ5BkZgI8xnZMtY05Q85Nn@JcUbS8kxdEOTII9bb6iCiiw5Sul8VV4NTwwuQzEkvhK4qhkDoQSoBBdvJOCRQpCSYddugjGvPATpnBlO@QEzG7TMOUC3OXAwWQA7CFB1S6GjFOWM@XnBJ0zhPyYR7B@uWVWKdDFH9hOfB#eeVJ8E5FO6ZmTVlCo1QBd4PdI3m3mMBJNT7aE@TFUFEDRmtf763dnF2yRuVJR2EFWNXw0eSzrzicsfm1mHDN4VwlN0FAiTsIwGwBIeKGZr#9wy#v@fHE98HMeK#3xI1U3kk9oEXz7qsCT5C07@I3dUj5luZQsYlI@9h3QWNSvbLvWyqLvjs1@8mDYxBSQxWDFZ5L71Atr3eF10n53y9Vs7sxEuUATXCEQv8Xf0EU#2y@vmqdoRqYGxXVF1KjJ6wyNDfXhmiIkgNwCFEIHIg48ZH7WfiLNKNuhcysVdP9gDC9DRKwHf2MKlU5SafagpJsGCyMfbTox10Fqbu4t45VMx35P3HcStjNhehOr#aV3S#9Xx6iQXKQ7dnv5sGB8@MF@NA8YNpybZlqT42Z5YXefszmBsPT#7jPGZ4E#3rNDyAvZetgQh#ks@Ce3Amm2tfVb4EW10ec3tdjGxmVhedubPKyQks#SH6V@RWVi9LKsX7msbJ9aY3hRvRNCLIqO6yg70HDfygjvzs1@ActyAjL0ckSmRzzuwvn0UsYqbf8Vw6mjujjPcwObU9paWxM0Qaebc9Bd8xL4fWCjViChE#Mu#kS88uu6wLmAgEWLji6qMAx@sukOZuwc2HQPbnF2WmGhr@XtzrlY7WIBKEtyLrti7Up2JO1w#QDLgVXPlWT#tWaV8mX3g7Z2DzUfBjCoThDkEb4uva1UHplkF7SwKvGO#0tihdp@6C81DYUkrLgV9A4xzThbH9HyDHUKqwIu7cTVsg6raHuw0cYqPt7fYsmtiapKzHh5ZwYnma8B2Yt7allOAytoM1Wi4jOUvGUuRs0RIgrMoI@mud7hntx5L2L3BrL7iaKXSwk8cL4U2GULM6CODeinieLC8iYwGOEMqOnxkm4MmAcF7KXfD1uy4PRlfAEiGcMoCjBivMNffujfzIDIJLwUzMNsGKwISQx0@rN2y1clufGxihLBWS6TMw6aC8AMC5b8V1pfR3EWSfIUuvPNnjOr3p4Aebm9JmqfCmh0CHyDE48l9DYcWoFp5jBxuMu@04aw5weqVrvSC19f6I2VPCmxLTCRCudYynwOB8Nt8stoXtyU0#0EJIQn42B2YlHhEOKcLwbfLJe04oZvPLloHaOYWst4pRXHJOydCaLhfMBNwDhTK1u3jtUaJDSj@9UEb80qWR3N#gpeCUSsgfKcKfQCDkRQSI1GDdGNzWDXINhxPqF5tz7doIdEhtdUGhrWCF8jOrEMTip5j4GI0ZJ7Lfb8dkPgUsasAAN3GEYsA1TRVpBdd9KJZDYDb2#QYXNws6yeTjr5zAkRnoTliyfaBmH7clAIdq5NMp2AVoFw8yr9phywihWnEWS9HchIbMrDY3J6CQ1WHTbiat@7f1NgKkTwkimJKBxcKCIDEbvyylDCn5iRswYVUEFCaIQetl0U8hd39UoitBjpTcGiNYKHd#66DI55RSIaDSxgO01bqr4rnF0QS1Fkn9ikCBcinWp6F36MK0apUEGDjcURrucb1loIN6IF2#I1pNNOXTAQUvbumFuVg@s3cc5rlVGEEwGu@v1sDrG@hIBX0k#QogU9vye9exmD@I3paDNz@s7x9mWuy@d6AlUz12JupBRyv@C#A#WmeEQUkrrpQrxJEwKqPASdnOeEbbdppc7noR3D51eD#cosQyhhDJNf3qDI6cDDxTFv2ck4seHowpWP#BY3u8yl2yKe8zPuhL2tIK@JDproi5YvHp5qWb7CdMR3VO7lizI6#z0UUnSEIbZiH3I0lUF@djN4ZeZIdpnp5qiwflg#KiYFYoahK2qBzhCND8Osx1D#0WkHrpEAt1DDOVXYvaGR5ArcnuPuceQr6ZlF8Ha#9prdOvS7tGa4cQHG@tMzdiJB#ILar8@NelTwjvrwcE1GG4KkrGdmVs2ZisFY8ZDjszZm5DFXo#Wm6xBeUGEBnu7KidfEEVtxachQJLzv68Y9NqhodzU1DcY#rEAwVl1TxDDRO2n4QiNj4oXXzoJb3xvtJ9@atBO1SWzoyO3zXowh6KECF9p1kKqrwYyUIr75zAR86jx8pQDdOb#Att8tddO3T#x@qOo1zs1f3lMEEmVE6C2tVeLPooZtBrz0LVK24D##3fqM63kAEhdh5ZGGIrNkQ2A3rJ2eWuiaxFHE9@Jh#GME@QDoGxQeDffqmW25G@FXEYoYnRTCDTtROcTRzK2YV0MNXOOSaYD2ke#wowokhh69pfNNFhBF1##tjN#5EQ5mlBO8tqEGd0U#rXpBu1UA#d9nAjS3Y@5TTj4B9kcnXgEj8fAS1aEeIiyhKqf8QvB28q44@FAhH5FXJdGUeJWeyuUlHIfXZVn0d7D#78u@zwlC5EIyOhjXHN8BSYQNOdTCdkRT7gJWm4M7KJCVqTPfzOizcH0NhAis1kuyTHwfQ2w51wuR#5mwnm#r@uQ8y8pEbv782xmp4bPY99SbqSnSWTPVcvyxB2ZcGP#pYoI9NznDVYUnb7oxMXDLEAYh99O8EHSl3KRLZ2d#iVc3pnnn6AOVRADIdfyi1Rjzkuu2JLMCAY6@xVojMlaFH8o8taAae#duBvvizLzfA4bCDzqIPgHqXX5BFN1y3OcrZ#6A0wykjehIdgy9ElZrjmNNTityOJRgngMPwmbA80lBDG8KjbZhJxiX9iIx2B2Z8yqsgNmWThHo1SVNoYxiMc1DAiPVPmVbFtQfxzFsaUW9zt#XppRG2zS7B4pSGNVM0wwbhXOHtFz6zJSwj304kSIOgJGJR3FimktV8IjCqkSANabVIA8ZVX8S@E69ZdZuhbp3W4vHVCT6tolpvBB4jt8EHNDIXCRpLSeXuiiINq7BusF7fU8G1MOISVUkttNcwg8BET5sPwQKzaCH4T4DE2TbjCj5wZvoByXpgLX4ixBFc@ZNDn@eJZ9eBINL3a4CvmeGjnuTstI#96220c#oqhbXTLA8EWFMAr@dDisFUYZMaFLyNcimUYayyIlieyp8cNaGktlwGPvYbXLOORN1nvzQQvPDNjIhjUgqqA1Fiu1XR05BwtWYgYvQ939pcyikq4c0e4#JrkdNhQ5vgpda4088HBqmeWKBPN7kd8MPViH2ncZd21gvsaFHOqMX24YAwIzwX3MlJ34DHAkPNYoBA0fzAGcE9cS3raxkbvWaDX7En52fzS8r6rtl1O5PY6F5w7iLM7dz2mhdEbTMOmP8JAvRT58cTc0vUoYuWRRYS48kXpHgrjd8ATQENWoHt8vlJV0dbch8VNu3al7HzkBKZW1JVp7xN1fLRPnyGDIP2HHvg8yWQ4ztIfXcpLkioUZi6H4tgvmbZHqRPFhBUv#spWNyyyDPKvbtQK#KMgM35Y#Tu6yWYTCXRuivm4aFSqTkAr@VGpRNX76a8qY1ziIiBRKDV0YPakSNNxrm3EfM#lSAQG@lKnAxPKirLL1nydwkdFq2Bx0WJMxFIulKmqMOcFaEBjMtEm3rqbPD#den#r@D#bUEzOfJsa5EhXGp8cwGvzZy5@peOZjIV#U0XZ#@Cjo3gjreisrBmj5ZbzlLtYoW0xhSUcxhXIpLqaqn5XFTA7z3Jybe9#WH4hU1Nh8iHQlOEcmBM@mS2gON2Bv9tacbrCyVytp8OfjAdPD7z2yc#AlIvGVX4c2gu1@KxygRBf1aUkAi#Tm2TGwg#dkidctYUpRApkz@Bi#vIBBKjLYm77ufdWx9IxoFQWz6XIs1aDl0qPeWDS0gZisa5IORT0W4tkK8eHF@WTPLO74Fi4S75h7UQylWH2IXTZ9gA9xx6ajawtWHd16R4YWIAPqVzhSoQY4EAvIcODK7jfa#znSxg1piQCmJ1M7Bxk5NsHaKnoa@0sU74i3v8uLkEFSYSo6xpWkQXJgk6ijGEdM@qWMBfBrLCgcquCnVrmpz@YpBrC59Y1J49zV3zRY3D9MIwDzuroysVRKZrM5B6ylVVGC3acecGbeZMix4ukzhalKUZgW1qm4W1KSfvAl8lBz7by2flKb9zzrDjNQLbYIx0hCsya5GynpghUIKG84FsfbuRA3ceH1iQmpILZBXUXfFl#PY867HswZ6mzahxne@zVwH#Ssn8R3MVcZbzC19RvJwXX6gLTEYWq3eOdhTfS5yNfzA8LGm50G8JoEltl2LpJBnzvsXQAloiP8EeYHKI5CnkhJj2XeYSXuSlPqNxdGlkJU#yhG2dY4UyoUKnG@vPkZu4sD2zpLdCbdnPngoVruMIij01GGlTD0gP1pumbKTQC3Gh7wDVctjE@zzJqD6@#0BrKtdWiOkUb7pcT3RNAI#7VEn41HGlNXsatO5RXl4CnDJ4fdAQSZy3oZEU#EyVi@o#6Yfbd3zzB2RlaETrCSd79HNNVoM@gUlSVbwnKUzPXFmKuhjAm8hD0p8Yaw9kWjLWykvYmtM@G#WFWsi5F09mLmDjxHkYlxqGW5xF8iqlZ96Il9BeExP@klmKVDf7jFe#bqSCVxrf6nveTKLMnUTeWfLxRUujOrbMEq#o4IF4VHMT34r3gQ5PW9pXDXfyum0rpBXSL95AbYD#0MfFdc@iIP9KB0m81gev8mzHQu1YtC0YiccqhZ0Hu@h0qgT8a8sOcpsUYkvSsex5I6fckZkQi0DW4QgA8o8oaO@xGaMYZMWHRDEg1sVyVtQUZZdLdPGSNMWslJhEjfegU6YvgkkUjOSuVxFFUlBvBd3bWUTw7pHNn58dOIchcx#eW5NW61Veod5qvSWGKffI68@PLQHPTzFdyjBIx9YjLvEYJdrKAOhjGxqycdRtp0WoOfzSBhDSEzqplR36zDze6NWV1v6GPIvMj#EZczNb1In7JA6Ph8q5KssZZtnXyRqc9s55NlKbzhn0uUzPeKPYMWRe5k4YLvGrtgh$