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KATA-KATA BIJAK TERBARU | BYSelanoveti







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0nLhgADhhtLeID6K1glaknQic+ZqT8O51FoaK52XV4DQBJrq0NqxuzucizdfcYfJQ9IU2UjCmCopCSCIw4yOeVJzZJGUHtsCr69eaY9lwJBRYp/E1w3AsNFdKwU0ppBydqMpqxMLlJpJ2oXU/HU5ZfjzpABSBPJULhvWDI5QPwabg0H2dVZGTzC0m4UYHSPrD5V2OF+65c7iJ9oIVvvAuhE5oBVAzyJgDrNUcRA7XvpW4Ensz4oSm6nMaeOkcq5tUt3JSNOUkrV1tXvqKgSp0nlGvT7aagVT3h2g61bqWwjiPEoS0gjIqUoDkRkE4icxEE8qtha10gDzQ5nuA++izzOLW2EB3h2ntaztvWHxZe0lOBCXSe134wK6IwTC8NIeL5kt+lLL+IfW4T0XO2V2rdyy3ZOBbaXAgJcDkKAIABcgnPr4TSGDisk56BOtt5Gulo/EP6haywuOK004Bk4hKx3YgDERqNK572OjrN3+hpao3hwtTq+NK7U00n8CndISOmEqI5AnMdAahI7TfVNu4Cxuz98H1uNoKGQFrQkwlUwogfW76vkgytJDjp4fZdqXhkTGOdZ0BP80W4wQYOVQla+Ow7cLgtcHCwg26+1HLlLqlhAwKA7IIyIOsk1IQu3GoqzstmOhZA5oBOoRgAnlVfaDa1l0SEUWmkihC40IXAii0appXRmKKCQGkmuJqJKF3majlTTZqwbITSY5UJqs6TyNRVjVRuonQeEZ/DMUK0arTbhE4HZz7Y69K7fC/ccuXxD3x4IJv02k3aRjIVgT2QrCTBV5mqeIX2lgcuitwJbk1PNBiwjUjPmSa5mY7LcQFMxE809OdIqJKJWzXVUiKioEqzGfTSmKULUzbacSSRoZ08Rl5EjzNTjyiRpdsCq3gkd6y3padKrBROnFbgchmfjXSw+IdNihe2tBZJYwyPRFtiXyWNk2ryiQlu0SsxqQltJgd+VSxLngNDDqXOHzcoxVRJHILLbuIbvWXL3aVxw2S4pLTPGLTKQDKjkpJUSpRHkeoAl2TGO7NpoirNZnHwsGh5KvNzIUeznXGr5A2Ybi6slwHEqC1Nt5wS244IyEKEHOCDOUQljjewg6PG2wcfED5bd6kx5abGyd6Qru4t7+zLDi8TmXCLi+EpWNKQCmYghcGByB1qvC4dhjkZI3bnQzDS91OV9ODmlaSy3M4Di7p27efe4TgOMjBKk5lCQOyNQE5wDU8RB/QIIa0bgAa91nn3ohd/VaRZ1WI2N/PsfpW/201VL7hXucT8J/gfovXbj2zpqPsqHEB/Ud4fsvF4f4YWJ3YuFt2V+40nE4hKlITEypKFEZc8xpzq6MAhwOxDQfAu1XS42SHREdFnty3dm3Tc39ws3ZUolTr7iBBJw8MhQRpGWszlEVrkhyOPJvKmg+N6E/wA3XCDrHU+K3uwdim3S8EvuPtlQW0pxZUpIIAKJJzAKZB6KHfWF7GSZntr2RyFA69Oq0ROLSGnmiKMRjQ981koLVdJymjypFMOTQmootIoHrQmuTTIQukVBzeiFxVUBaaRX4zq4IUS6FIKB0x4UlIaofdDIgZj5dCKStaFqtwJ4Lk64/f2RXb4ZWQ11XL4h8QeCrb+X7icDKIGMSSfGI8KjxGUimcjungIgSXcwsem3UJMyfhXIzArqEK9aoiIEeNQJUEQRI+7KKSgRakJJ++mkNFyVGmkQsv6Ul/yBWf8AvG/mfsrbgP8AqB4FZcV7iJ2tmX9i27IIBcswgE6AltIE90xV2KfkyO6Pcf8A5KiFuZrh3BZX0Vi0Sp23umEJu0LlBcSMcQAUJnRSSCctQqRMGtWJMZGdxJYRyJr05Hv6KpgN0KvvXpO0NstsJBIwlRCEBR7S1KICUp5kkkeGpyFYmYyNljDsHj3dTX3V74jXtu8lg/SKudp7KJ/pUf47NXYeR8kcrn7kD6FVytDSAF6LepxFQOUiPeP31l4jbpXLRhzlYCvIWgph5ONPaaWklP5hB+Ma99TJEjLHNezdU0Zyn3gfVeh3m9NrBdDk5ZJAOImNI5eJyqnEl0zyQDr122XmoeHYgUwt8+SE7vPm02e9dOAhKnGzpngxoSpQHPJSiOsCrxG9zHZedN8d9PoCnxiZnbtaNco1Vy+3N2beJ4nDCSsSHrcwFT9LKUKJ1zSathxTGDKXFpHI6j5bj5hcl0RPtN2Wa9FrLjV9eWjbvFtm0q7Q9jEFgIIEkAkY5jXD3Cr5mmVrXDRzgb7x/mq8VBjsp12Xo6jXHW9NBHWPf+BSQkII+lr1E0Unp0SBfWD5RSQmhYnQjvjKmhMUnp8qRCYK5E/g1EqQSqNMIUCz5GmpBQOZiolWDRUHRmdMufPw7xRatAK124Z/JOfpP8qa7fDPhnxXJ4hfaC+iF77mblsSI4fMD6x0rNxP3x4K/h/uHxQKCe+OXWuYt7lKy6JEjy1FBCqtEGxkI+zL3UKKnS2T+6kSBzUbXLbPQ+dAIOxStVLzYrNzhFy3jQkyBK4nwSQJgnMiR51dhpGxyWX5ev2VE7cw2sq/bWLLLaW2AUITOFJKyBPJOInCO4ZVqndh3jMx9lVQNe06hUdrbu2V3HrVulagAAsSlcDQEpIJA6H3VLDYhrBRJHeP3B0/dEsBJsKLZ+5GzWXUPIbVxEeypTjio8iqOfStbnxObldKSDuKA+gtUCN4OjVb2jsC0uXQ6+1iUmAglTgKYMjDChhzzy51nZJH2jreQ08v4FY6J2UUNURdwzlJy5zOXjr41mnEd+wbHerog4Npyq3Wy7d8DjNBUaKEhXhKYJFEMkI0kNd4P1CubPiIfguru5KK23YsUGQ0Cf66lKHuUY+FawMIdTISPH7AJScQxzxRdXhQRDaLaHUFpbYU2qAUqGRAiBHSQKqxGNY4BkRoDosrINy7dZlrdDZDvE4QEYilxLL6wjFzCkoXAPdlWrtoyR7bgeVgeltVIY7kLWh2ZZ29q3wrdtKE6wkc+p5k95monExRA5CXOPM/z0Cm2FzjqKCdjH9auXa2UuKfwKRTXEChCThxTpFpMB5fPKhCVTZIg0JWoQ2Ohy91VqaaY6mmpJivhTTVc9OXfUSphUrgHvPhSVwK124w/Ir1/nDr4Jru8M+EfFcniB/qDwQzfq1fU4laW8TSUwVSnskkzMmelQ4hE93tcgpYGRjfZO5WbSSRkYAy06a1xtt10yOiu2yc/aBmIy0pFV6hXEtxTCgSs16RrJLlu3OSuO0kLHtAOEpUPDtTHUCtWDdklJ/7SfksmKAyg96oejx9VtcXOzX8nUrK2z9eAJHUgoCXE9xVWjGxtewTgcqrob5+o+SpgfldlQ30gqNwl25QSGrZSWEKH+9WpX5UzzQj2R34iOdPAAMcGEau1PcK08zv4UozOzkkbDRbvcu0QjZ1qpIIUtpKjEZqUASTzJ/dUcVGwXISbJI7gAVZA4nRR3O9VslxTYWt5aPbSy2tzDmR2ilJAMg5TlFZRC8tDqoHayBfhatMzQaCt7E29b3QJYcCinJaYKVp5dpKgCBPOIofG+MgPFXt0PgQm2Rr9kzae8duwsNLUpTpEhppClrjqQkGPOJobG9wzAadSQB6pPla00orHeq1ddSwFLQ8qcLbrTiFGApRPaTGiTzodFI1uetOoII6dUCVpNLMb5rPrRgkdhGh7qlh2gtNjmV6XhoBg1HMomjanA2Y1CjxXOIlOegxrxK8gYHeRS7JjiR36+FD6rKcOZsc4EeyK+myJ7k7J4TBuHSQViRJ9lA0/W18IrR+GjewyP0aNBXM7f2HmsPFcYHS9lHsN/H+yo+j7ZWz2fWfVLkvnsYp0QPynDSCAAr6WeenLndKe0ZmnFEA1pXS+fh0XIYS1/saqwrfS0DimuIriJJCkhh4qEayA33j31h7CXKH5dDztv3WntmX/ZT2G9tm6vhIfTxJjAsKQsnpC0pJPdrSdDK1uZzTXXQj5glMSsJq0RvtooYSVvLS2gQCpRgZ/b3VWLccrRZ7lNzmtFkp2z9otvNpdaVjbVOEwQDhUUnUA6pNNwLSQ4UQhpDhYVdjbtut4sJeSp0SShOZATEyYgROk0Oa8NDy05TzUQ9pOUHVNXt23FwLUuw+qcKClUmATrhwkQkwZzigBxj7SvZ66fdGdubLzQ/aG+9iysocuBiBghCVLwkaglAIB7pkVazDTSC2tNeQ+pUTMwGrRq3dS4lK0KCkKAKVDQg6EVmOhqqKuaQRYTzQCpqBS86LtMBRKBJgZz4D4nKpNZmNBSLsosqk6SFEAEnTIjI+evjNDm5TRVjXWLWw3JB4KpBBxnWOg6cq7fDfhHxXKx3xPJO3vuGwzgUopK/Zga4Y1nKKlxCRjY6O52UcGx7pLasQ0pKRCQIHeZ+defNk2V2a0UjZHKQfH7YpqulYadUcyaFEoPvs5Nu3/wDc2/7YrThviH/a76LJivdHin+kbdd24uGX7U4H0qSgqBghCj7ffgkmOaSelbzMGSmNwsOA07628/qsmT2M4UHpJ2a1a7IFu0IShbUdclanvJJPiTVzWhkzWk245ifl/AO5RNlt8tk3aW0FsbvsLbJSo27SAoajiYEkjoYJg8jFVvYJJGNdtmf6WU2OytNdyZ6Pr5bVi0i1sFuKVJW64pLbJUVHMKMqXhACck/RilK8NkcXAE3Q0LjXSth13SaCRQRLZu5z6r/+EHnG2Vn2mmEqwrkQcSlEEyIns6gHUU2xPliMZbQu7O/kBt80XkcCDqgO2rS/sNpPXzDHrLTuSgElRAhEpIT2kkFAhQBEa9BGIxGMRuNZSaP+k769Nb7lJ93mHNEtj7/2d4+yh9ksPIc/JlUFIUoFBTi1EhREKSBpzipTxvFOIGXmR07xz66E10UQR11VHfv/AGxcfVT8qyNq31+or2PCb/DC+qBvFRCAqYCTg6QVKmP7WKmA2zXn/PBb2htkje9fH/C9Y2VtMPsNODKRCgOSk5EeAjLuIqueZxhEXTT7Lx8uF7Cd7T5eBWE9EaBxtpjotMd3auNK6MrQ5rb/AEH/AIrAwkO06p26qf8AWK8H/kq//VqMDQ6CIEXqfo5J+jzSMekzZrVxZOrU2A4ygrQsDMYc1J0zSoAiOsHlVEOLAkaGtqzWmxvuVr4abmu0EZvV3G77rjhxKCFNqJ1PDWMKieZjDJ5kTSdAI8SC3bMPKxfyR2maMgrQejsD+CrUxnLvj/Ou1LGtFE1rm/YJ4cm67kB2Qkfxkdy1ZzH90zVmGAdh2A7Zj9XKuU080qm+Vnxdt2bUlIWhCSUkhWHG/iAIzEpkSOtQwukEg/7v/qpTe8PBbDfeyZRs25aS2kJSyopAACUYBiThHKCBQRFDO1rRbi4WeepRTnMzclS9G4nZVuTqFOjy4rkVXjom25/PN/xCswrzeX+brQRXNAW1MURTTVZ2krAqb+hjXp1oVgWp9HyVC3XimS4Tn4J+Feg4fXZadVyMd8XyQrf+Q83KuyUEAGIkHOM9cxyrJxJpzA0r+HuGUgoAlue7pXKtdEjRTMsHOM+gFFqqqV5tnPnPwphRcgW/Rc4DaUMuuK47S4abUuEtqJJOEEDQCD1rThcpkNkD2SNTzOyxYk6ALZXL2JQWmcwCJSUnzBAI8CKWIkuUPbyA9E4B/To96x3pPS47aFCGnXFrcQYbbWuAkyScIMaAedW4WbNie0kIGh3Nb7UoTNDWBrVd2Zs8XOyGbV1DjZ4IbWFoUlSVIiFAKAmFJChyNTxM+VzSw2Q4nuIPf4GlCBmYEHoEF3Y2ld7JSbW6tnXGMRU08wgrSMWZ00ST2oPaBJyI01PmcRmiIBO4dp5g7ftoqQADTwjtrvQu6fbZZYuAgnE4640pCEpSCcKZ1KiAnlAUfLBK2WRpD3gnYNBs+nIbq8PZYDRXeq9hvK/bLdbura4SgPO8J5DSloUjiKwBQSJBAMA8xHnOIGIAwuGwtpNa1rvoVDMDo8eCD7wWZ2teW5YtnG0tn8tcuNlsKTKSAnFClkAKjoVchnWuKSw5ulu0ytN+ZrQd6rcANtu9XN+Nnuru1lDLik4UZpQojTqBFYzkje5gOx/YL1XCp424YZnAGzuUy+2G4bG2WGl8RCnEKRgVjwqWspOGJy/zVBoDSX8ia8wBX87lKLGMGLkYXCiAQb02VzccvNLW26y6ltQxAltcJUnX6P0k/FIqEzmkWD/OSp4p2T2iRjhY0Oo2P2VD0VMuNv33FYfbDpCkFxlaQQFPEiSkAGFpy+6ulLKzIKcD7JGhvXT7LzTQc3mhtltT1bb905wXngUlBSygrWAUsHFhGcApAP51OA1ho3WNOpq9/uk/3yjW9F7d3zRtbSzfQHIDjtwnhJCciQAo4jMQTGkwDMjJhmMbIHOcCRsG6m+/kFbI8ubQCK3O65Y2O5YtnG4W16ZY3CSsxOgKshPdWyd3Zhr37lwPgBp6DdVRtLia6IDuLvAtuzbs1WV2p5tS4AawoONa1DEtZARGKDPTnVOMLS005tXd33VsN1OJ2UqPYdhcs7cLz7SyHEGXG2lllJWhEJxYdE4cEmJiSBNThljbA0bZTsd+etedqDwcxtSbysufw5avJYeU02EBa0MuKSO07OYTBgLBMVVh5Gdi8WLLrq9dK+ynLeYeC0+/UmzuUpS4tSm1JSlCVKUSsQMkgmM57qoMjXYoG9MwNnTQa81bX9Gu5UPRwhadmoacbdbW245iS42tB7S1qBGICRChpV+NkY4OAN2QdOlAfVQw3vo6s1zF0AolUKSgcOUn99FKQVF1fd7/ALBSVoC2u5R/k8zPbVn7u+u/w74PmVx8d8XyUu8W1G20FskcRSThBB8JJiBUsbiGxsLTuQoYaBz3AjYLAJaxuLUo4SYiNIHf1Mn4V58uFCl2aICtNNRPaI8iflUSVWXUNU1G2rYKwi8t1KmMPFSD7iat7KSryOrwKo7dh5ota3KfaBSrociPgdalFLkdmq66hRcA8Vage2/brf8AVuIjjhOLAAZiJ1jDMdrDMxnEVbiJZJmiRzNNr/h681CLKx2QFW23Ak4jGoHa0knLnrOXnVEcvZOzUCrZACKulO9clQggfjzrTNjHStyuAVccAYbBXNXBToculRhxT4hW46FN8LX6qT146wK0DiJGzAFV+FHMlc3dEaR151THjHsFUDreqk6AFP8AWT0Aq08QcB7LQFD8OOZK5DpHnVMWLfGS7e97UnwtcAFVf2w0DhU80kg6FaQf2qk/iDn1psb0BVjMC+iQ014K43dYgCCkg6EZj51YOJuPRUHCgHW0N2PvHb3QX6u6h0IOFcSImYOeqTBhQkGDBpvxcsTcrowAeXX1+yTY2uN2VlN3tlXSNtXF2q2WGHUqQFYmzH81BIC8UHh9JzGVXQTN7FmUElp1AB533Vpape05ja3irg93486pdxCQHQALQIG96hWCTrWOSR8hzOKuaGtFAKX1hQEZE1rZj3NbWUKk4dpN2UxN0qfxlSbj5ASSpHDtpcHyCYA+NRZjCxxLWjVN0IcKJKicUSZIH2HxqmWbO/OWhTazK2gSnPXJKdEx+NM6ukxrpG5S0Uosga11glVJ6msIWlROODSf+U/dTpMKo88kZc/zTnSpTCrPXKOYJ/sKP+U0ZSpgrbbmrBt5SkJGNWQEdOVd7hwqHzK5GN+KgW/ITxkEGVhMFMaCZBnvzyrHxMtzjXVa+Hg5SeSCucj+M65QW+lm/SO6pNmgJnhqdSHsJglMKhJI0BIA8Qmt/Dg0zG9608VzsbYA6I5sTaexH2ktIbYEiOE6hKVz0z9o96SfGtTg2H2pGvJ5uBJ+h28vJYxbtAQEV3d3fbtEvIbB4JWHGgrMoxgBaM8yAU4gf6/ODWaRwnDpBrQGvnz79fTvV0YLHBp5oRZfwb/C3sOG9gzIUGxDftHFAkt5AiQZ86nhi7sR2nw77uvPnvyVcur/AGN0F9JG1Ei8sWwlwht9LhOBXahbcJby/KKgH2ZzUBqTTwkbXtlc0iiCBqO/fp5pzP1aDyWye22wllVwpDzbaciFtLCwBHaKIKgmeZA91Y3tBm7OMdOY+uyvZKcmYp2xtqN3TSXmpwKJAxCD2VFJykxmk1CRjo3lj9x9rVjHh4sKsN5bc3Ys5XxjORQoJEIK5JVEgpGRE6ipdlJ2fa17PiPDlaiJW5sqdtPeNll4W+B514oCw20gqJSSRJMhKRIzJI1FDYnOaXaAA1ZNJPlANc1Qvt+E25T61aXLCFmA4pKFJyzzwLOcZwJOuVWx4V8g9gg92oPqAqzPRohTb87SUhlCUKjikyofVAGQPQ4h5eNUxND368vr/ZdnhcLZJC52tIBuraWTgUm5WULJGDtYUxHXSZ5Hurbpm9okDqBfzW7iEuLjIdALHPSytrsPYaLVp2FlYUrECBnEAAQJxHXQZzUXwtMTpXOvYDL/AH2316Lg4rHvxEjczaoaoL6PBs2LkWKXBmjGVhXPHgSjEZgQrUc+dXyE5f8A8jV1Gtu7p5LAy83sbLXJcUMgfhWSPFSsbTT6LQ6JjjZTCkk5xVT3F5zFTFAUEpHfSTTMNRpO1xRl++mi001FNN/GtOkJhTSUrTVI50k7ULjVCkCFVWweZpKwFV1JjQpHfSVgWz3NH8n5e2rTTl3V6DhvwfMrj474qzW+0JugrQFCcXQ5qiaw8Roy13LZgL7K+9CQ4n+1r5GYOlc3KVsJ6Ka2UCYUAUmZQqCFjIEKkRh7QBy+kKkw5Xg1dfz7rPKQ/wBgqjtH0f7NuJKErtln6h7H6qpTHhhrsxYtp919dztfXf5lc1+He3lfggm6/rWz9pJ2at3itOoOD6oGFakqSDODNtSSkGOdE7BIwvYKddHvsj57gg7qLHZXAHZXGR/rI3+h/wCkuoYUVAAf1/unObeSP5oo/SOf9JbM/Tj/ABmKhh9sR/OTlKb/AE+C2O/rp9RvE5RwHPH2DU8RiD27Yq/1N8dwk2MdkXIT6MP/AISz+kd/xHKMd7r/APcP/EJ4b3/L90FH/iVn9Gf8B2jB/wDTj/f+4UZ/fKP7S3lat7pbLDCrm8cgFCCBATmkOLOSUicUZxiJykVXCHMc+R3u2aJ8daA1J+3cm8g0Bus56VF3qrJCrkW6EcZMNthalA4HMytRAOU5BPnWrDyPdKMwOxq6A5XpqfmVW5tDda13YqbqxtUk4VBlopVrB4adeoPPy6VglaGuY5tAmwe/VdHh+Ldh3F246LE7Y3ffts3EdmYC0mUn7R5gVYbBpwo/zbqvTYbHwYjRh16HdH/R1drK3GZJSE40j6sEAgdAcWnd41nkhLj7PMG++hawcYjY0NkrW6VL0P8A85tL9In9p+unLq3/ANB/ZeYb7w8VvznXGIW9dJ8aLS0SZ9KE00E9D40JpS4JihKlx7qKQo1E0JpqVGkmuU6eY+H3VFMNHJRLeHWPHSghSDSq6oPf4VFWDRU7lP4P2UK5pWx3Ln1bP66q9Bw74PmVxsd8b5LMb83IF0BqUoTASBJxTqefwrHxEkyVXJa8A32Ce9AkurKpOY6ED561zvZpbS0qLajVwvgrs0o4yHCClSgAttaFY0GSNSlHmAeU1dhsucsfdOGlb2NvS1hxQdo4clYTtG5SAF7NukrjQKaKJ/SYwI74qTsNlPviu8Ov5V+6rbiiR7uqsbqbtvKu1bRvQlDgRgZaSZDSYIMq5qgqGWXaUZzAT0sM0BlC8o1JOhcfDkB39yySkl2u5VE7OuTtwXibdSrcDAVhTehbUnFhx4oxHpMA1TDOx0Zy2TmzVR67bVsiRpB16JvpF2LcuPWtzbNF5Vu6VFAIk9ptaSO6WyDGeYyqvDyND5WO0zd19furZmmmu7kcfTcXttcodtza8RtSEJWoKV2kEYlFOQGIgYdeyTzEVzMeZxKNQKJ0IGnIXvoPWkMNxlvkFntynNo21t6orZy1YVqUlxTiUtjGSTiImQCSZTMg6VpxRbK05DoaPuuJ2rTb1VcZLHeibabs3rO2GbtSFPoIJdcTgSElTa28KUKViwp7EamOpqUL8sIaWEUdBRNiwbuqs+SUmrt0232fe2G1Li6RaLu2nyvtIIxpxrC4zzBBERoRGeUU45WljeRaa1Bo8uXd62k5pB8U7fXZe0tpMz6vwktqBbYK0lxZMpK1KkIThSckyTmqeVOGZ3a5nWe8NNDuA3N8z4ILRl0/ujdxaXqrSzDaFMvMoAWgqTilCAnIglCkntHM8xlWOduZ4YWEgA1p1N9x6bLp8Nkw7M/b7Gh4IdtJO07hHBWxCZBMACY0klUROeUVFjSKb7RrYEHw6Lqwu4fA/tWv1Wh3R2AbRC3HM3FASE54QNEg8yTry06TWoMMTHSvHKgOevM/zZcriWPGLeGR+6PVZ70Z7JurZy8NxbqbS8QtCsSFDIuEg4Vk6LHuNSkla5gLLPskbHu6hc1rTno9Vtwa5S3JJMaGlaEgJ76E0pX0+VO0qTc6SkkCY6UI3SA0k1yqCEBRL76FIKB2DrFJSCqOMJOcCo2rFWdXAy8KFYFttzv9nH5yq9Bw34PmVxsd8VY/fZTZvCkjMJRJAz5msPEL7XTotuA+GqJwwcOnfr51zdVuJ0TWFkKCk6pMiOoq1ri0gjdUvAcKKOWu1XSJmfFI/dWoY+caXaynCRHkrBulL9o+VVTYqWUU46JsgYzYKRp8pGXypRYqSIU0+iT4WvNlIXFYsU59wpGd5kz3qn2bQ3LWikdfWciR5CrZcZLI3K46KtkDGmwntvKAiR3SKceMmY3KCk+BjjaYm4VMyfhUG4yUOLr1UjCwiqSouFTM/DKm3GStdmB37kjAwiqT1XCjz9wqUmNmdz+Si2BgVTau20MJSp0kBRgQmc4nlSdi53nKPHkFdh8D2riGD1Q7+PFt9dX/AAzVrcXixy+n3Wj8kl/T6hEtnbURcoK2ySkEpzEZgCfgazyzyyGpOSokwpw7srhqrnFOnLwEVa3GShtDbwVBhYTaiKY0j3VlcdVaE0Dv91JNKoHqD5UkBchJ5HyNNI0lCiMiPdStFBZ+x3qS9fLsuC6hxCSSV4YywRASpUyFg1eYH9m2QUQTVC75/ZVCYZstI6rI/vqoK7dZ/e7elFi2ha21LxqwgJMRAlRM5aaDn3VdDA6d5aw1QvVVySdnVhGg5IBzggETlkcxl51n15q1pDhYTFLHOhT15Kncr/qyOoP2VGlaLVXXNGHwIOIfGhS1W33PB9WE64lT015dB3V6Hh+XsRlC4+LB7U2slveqL1YjVtH21zuJfF8l0OH/AA/NCCydY8PxrXPBW1ytWxE5pz8M6FSVZbWNRmAaaiSFfbUDp7qFWVOE0FRTsA50JErkpzpBC4gdKaaQjzo0Qs1vbvIq1LDTSEqeuF4UYyQ2nNKcS4zIlacsuZ5QdGHg7XMSaa0Wa356D5KmaXJQHNSbQRtdhtToTaXGEEltKXELy+r2zijoYJ5Z1obgwRmcHNHW2n56LOZ3DSwVFv8AGWGT1XI8Ck1lhY5rxm5t/dd/g7g6R1dPsqfo+LIU/wAbhxhRh4mHquYxeVaQYg+5RpR+eit4yJS1nZXudrWo21tJLNo87bIaVw0qWUiAk4BKhKdFQPlUTNBIRHE3LZFmtegXn3smYczzddbQDYO9j14wksW6VP58QFRSy12lBOJUFSlKSAcKQTnnAiYy4YxSZXHTlQsny5a8yk2YuGg1VS232fZu1Wu0Gm0KCZQpgLViJEoSEkkqKvZGhxQIzysfg/6eeMk9Q6hX+Ofck2c3TvRTbx7wbSt2vWfVWEsJICkqWpToxGBiwwgZkDs4oJ561HD4aOXTM7xoBvrr9EPle3WgjTu3P5CLxtsqxtoWhuc1KXhCUZDXErDpWcxOEnZuNakXy0uz6K3tPYzBQpZ2s4nEBZskjJtQcWR3KWFJE/mg1pbhLOgcR19lvpqqTMeoCq7j7zruy+082lt63IC8HsHNSTEyQQpBGp1FQnw3ZU5htpF9/mrI5c2hQnYX/iW5/Rf9O2rdhjWHiv8AUf8AmssvvuRsbVuX7pbVmhpbDYh15eLClcnEhELAcIyOUATBPXC3DF4J1zHYCtupvbu69FoM5B02UHpB22qxZbcVbNXCVKiHFZBYSpQODCr6qoOKR361PDYOTtMr9DV9b9R3cqKjLKC3TVEd9NtuW9r6yltKikIlKiRkspTIjPIq0PKm4GeSNrhlsaH5n5aIY4xsJbqhdjt1+7ZQu0t0KUUjGp1SkspXAKkJgFbhSTnEAdZkCg4fK/I8nfShZI69B9VaJ3Ftt87VTd3eF999+1uGkNvsAkhsnCQkgKyJOmJJmcweUVLEYQMaHsJIPXcKeHxGZ2V6MOKPWPD8TWNdABbfdCfVkzrKvma9Dw/4AXFxvxSsVvq8n11eeYQhPdpPv7VYOIG5aXRwAqK+9U7UFZwpBJ6AEn4VgbG5xpota3va3VxVjBngJLap6Qf1TnQWOaaIVJkB1arDdqMo10JSI94NK1WVZKCgScx4QfnTGqiSpwVHPIdJ186NFFOCzzio5gnlT0azStFJ5NCSbFS0TWe3o3YYv4aW4W3WxiSoZkB3EBiH0kktHmPZ11rTg53RyaaA9dtPpv67LPO0P8QsxtK02zspHFTci4t0RMyoJBMDElXbSmSB2VZdwrqOijfo4FpPMHQ/LT5hYw4hFN4dsC7sLS4CcGNRlPIFGNKgO4FJisL7EoYR7oq+R1H7Eea7/AqzvI6fZRbk7FZuVOh4EhASRCiNSqdPAVNjM78pNCieXKvut/FcZLhmtMXMlaTb+zGbfZt4hqYLDxzJOZbIPypmOAODg+3Zm/8AkvO4jEzznNJ0VD0RDDsxJAEqdcJy5zE+4AeVa55THncN7AHyWWNuZwBQXaIxbyWuLP8AJg+5FwR8QKowzi+Al2tvH1anKA11BaT0nOH+DrkcoRl/eN1Ezudims5AnTyKmYwIs3NC7feBuy2JZvLTjJQlKEfWVmRJgwBhme7rFSngM7gwfqd5C/5ooRyZbKJ7K2btC6Sl27ulMJWAQxbAIwg5gKcMrJgiQCI603tkkFt90f6nHfwaKFeKQyjf0WZ9EiU+ubSCSVJ0BJkkcR6CScySM5OtXu1Yy/0n6BRb73mq7Wzi/t+4a4q20qbGMoyUpHCt8SAfo4spIzgEc6z4dubCxt/7jXcbdr3+ClL77lJst9zY1/6qpeKzuD+TUfoEmAe4gwlXKClXdVkjnOa58dZ26HvH81HmEm0CA7ZT+mqfU25/px/hvVm4aS7EEk8v3C0YmgwUjXpNH+i1/o2f8Vqpt+ND4H6FVj4bvFS7uXRY2PaqbHaLQOQ+sSpR95mrZ5TGDl3LjqpYaISO9rYBZzcdwr27cqJkqt5PfKbQmpQawx31P0cqpQBI6lpHe+ff91cI6Fd0ahbvdMfyZEdVftGvRYD4AXExnxisLvcQb93IGAjLT6I9+tc3iBPaLp4ADsl1ltF1AKULwJOZwAA+Z1rGyeRjaa4haHwRvOZwsqVRLisSyVnqozp41Bz3ONkqPZtaKCstMgDIkeeXlNLMqnNUoYTM6nqST7p0ozFKlJhpITTPlUdU1IF0JUpUUwFApFRUkIJtPd5925Tc211wHEtcMpU3iQsBSlQvtD63SREituEaJA6Itvnd0dq00WWe2kPBUG0d2tpXSCxcXLDbKiMfq7a8SwDMErUYzA0HvGVa48O+M+y0npmcKHfQGqodJm3PoiG2d10LYYtWVBtDOkgqygjPMZkySajiG/1WsbqTd+J16Lfw3F/hi6RzbBFIbb7i3CJwXeCdcAUmY6wrOm7BSO3aPn/Zb38cgf70V+NfZEl7tvepPW6n8a3QtONYUcIcSE81SYzynnVDsE+J3a0NCNB3eXVc3FYyPEO/ptyik7dDdxyytfV1uIdAWVpISUkYsyCCTOcme+tOKZK5pdloGjvZ006DzWSFwD0OuN0H17SRtBLzaeHAS2W1ZpCVJIKsWpxqMxlI1jOvB9o6Esa3nd3peh2ru6om96yUU3u2Iu7Yct0LDZcKZUUlWQUFZCRqU9aoqRmKBLbO9Dqf2VpOaOgUI2juIp3ZrVk68nEyqW3UoMfSELSTpCoyPIHuO53bRSdpQq+vXfWutUszQHAjmpbXYG1FNpYfvWg0AElTKDx1JGUY1QEmMsQBPzpSQPcAAzTkC72R5Aa10JTa4A7+iXdLclVhcvONOoUw4MPCKTiQAZSArFnhkjMZipuE72gCiRoTe991KOgK7Zu6bydpr2hxUQuUqaKFDs4UpyVOowJMx18qcMJjCGBtFp3J563pW2pU5aDrvdJvvuqb9DbIWG1JWVYlJKsikgpyIyMgn80VlwrpIsSRl1OnTnvz8lfMA5gcOSr7x7k3N3asWzlw3ibIKnQ2e3hSpIJGLIwrMyZOeVa4oZYJ87WWDpvtz6d2ioLw9lE7InvPsB65sxalxIWUoSpwJJSeGpKpCZkThHPLPWq3smimY4tsDQUfLU0psIcwi1NszZDltZssLUlzhdnEkESnlIJMGMtajjo5cpcRpZPXfroFZg3DMRetIVu7uk+3tBd/xUQ4FJLfDI7JwRCsRzGBOcZwdJyuw3avgaGNrLzJ33vl3qqYZXmzv0Vi5bIJSUwRqCK5D2lriHBduNwc0ELdbqpi2bHj+0a9BgPgNXExnxnLA77Ji9cJMSlBHhhj5g1zseD2q6nDyDEhjVwDGdc8tIW40iVq50+dQVbgiSFd1CpIUgJpKNBPx5aH307UaShRoQkKu6hFJULz0JphIhWEr7qkCqyE/GdcNO6UatJ6wroal28lVZ+ZS7JiH7Z22m2QFLEk5JSNVHn4Acz31BudzqatWHwpndlb5oIzvXdrSXG7XE2DmU4j8QPsq4scN5Fsdw7DMdkdJR8kc2PtYvspdwlIUSI1HZMa5c6iTILB1A560sOIw7YZTHdn7q36yeseVLtHHmquzCkadke0flQHkaWolvcshvxvJcWr9qhrhlt9eFWJKisQpsGDjjMOfVyitOGhEweXE20WNe4+fJZ5XuYQFd32urxhkG0bLrmNIUAkrISQrMJGZzCRziT4iMUQ7URzuoV13PipySWzMwIr6w43bh15KkKDPEWhKpgpRiWkSYyMjWovbNHTbNE6eF0LTa9rm5qFjdVN29rqurZu5CS2FlYCZmMC1pGcDkmaUsMkLnC9Ad9uQKlE9rxqiQnTEffVOd3Uqyh0Uo6zRmO9pVyXFzvNPO7qUZR0Ua3PH30ZndVINCpuOcpPvqJc46Eq0NHRVHXTpiUB0k/jyoD3DYqYYCbIVRWfM0ibOquApei7tpi2aH9X7TXpMF8Bq4GK+K5YX0gOgXiSSkANpkZSqSvUz9HlHXOsPENX0By3XQ4cKYTfNCCU8gPKuUbXVVy1VUCq3hEWzSVBUiSaSinpUTzppEUpJ76dqKbiNCaULpJUnB331IFIhKXpoJKWVOacxaUt1Eilkd/2FYml6pwlM8gZnPxH7JrRhSAXN5rs8Jc2nN5qhsHel62TgAStuScJyInWCNPMGtjXPZZYavqLCtxnDIsScxsO6/2Wvc2wm4snV25LS0pWfZScKgCrMEEEE598nMGqpJxkERbWoJrYg6aLz2IwcmHkOY8tCg/o22i9c2S3n18RYeUmSAMsLRAhIAgFR5VPFYVrHOLNAANNedqiCUn2SqW1dq3CNsWtsl48F0JUUYU8+KInDijsA61XBh2SYZziPaBAuz1H3Skkc2Sr0VX0qow3Gzh/5yv27atOEj7MzNPID6OUJ3Zsp/nJH/SptB+2t+NbvFtQcSkwlJkKCvrJMEEDTv8AJiNrsWA79I5kbeCVnstOq7e0uObIKy6QTahayAJX2ElQJOgVnMZ51X7Ymizai9B5796BWR1eaq+irZzhsWHTcL4cvAMEI4YPEcEzhxnmYJ1PdWjE4czE6gUR16Dvr0UI35SteCZjlXIIo0F0OVqJ6RUCpNVZau+krAExWfOKLUtFEpPh50KYVG+uEpgaq6CmBam3VQruQFYZMnlB+OHQ0wDVoLV6Tu4sKtmiNCkV6XCfBb4LgYgVK7xWL37scNxxCRhdSB3yjIg+IIjwNc7iLCHB4XT4bIMpYQs2lqNMvOuZfVdI0rttI1EVAqJKJtLyzFJUFSpUKSRUjZpqJTpppJRnSQnpB60Uo2kI8KE0kCkik6U+dFqFKpfbUYbKW3gMLgOShKIEe10mcjplyqUV5s2WwN+vkrY8PLIC6PcdN1lt7bC0QELtliVHtNhQUAIOYzMZ5RPPure1zXe4TXeNR5811eHT4p5LZhtsapXdy7RXqt6v6KkYU+KEOTH64FSMYeHE8h62D+yw8clGdjBvrfgVF6G1g7NcHMXB+KGYrXjdA+/+36lcKD3x5oVtO8S5vBZ4CCG8KFEaYhxioA84xAHoQRqDVWGaRhSTzcD5W1OYgv0Vn0tf7Vs/9Mr9u2qcXxZ/D9nJP91nginpmP8AIlfpW/8APQz/AK1v+37Jn4PmrW8R/wBCx/8AQj/DTVb/AIkPif8AyQz3Hpno2P8Aoi30ycdHmXXY+Y99PHuAa7/cP/EJ4Y+15fujyn+/51ylvAUDj46/Oo2phqiNwPGhSpMKjQpAKvcvEZCZM0KYCpoYAUVKJKojwqV6UpKC8uMKcgSScIjv5nuqTG2VIr03dJops7dJ5NpFelw5uJp7l53EfFd4rEb9XP8AL8PRpPjmVculcviQt1rp8O9woWHx1rlkFdG1Om8HQfjxpZVAqwh+eVBCrUqXB4UkK22RpUgqynyO+hJIFChABXYo650k6S4h/wBqEUoi4mkjKVyXIopItUT9hbvkcdJyEBSZBHu5a5Gavw+UOOZxAPTqpCeeEf0fkms7m2IMla1DopwD5AH410RFGdTN9P7/AESdxfGkUGgeSMOvtoQGmgAkZZDsgfbUMTPE2Psoue5/vzWFkUkj+0l3WYsNwrBKlLS6+0Fe00l8obOuWULKe7FVscgljGd4vvAv109FS+JzHaN0V5/dywW6yvtIXbpAbU2rAlOFWJIAAg5knTmdZqDDC0mMSGjqSaonxTdFIRmy+SbtzYNpePJU+uQiSgpWUkFUToNZSPcIqMVMldUoo7nQk+ibmOLB7JtTbxbKZvMDTq8bQIUTjKVSkRJKQJMExyk0qDJg5ko2qzR0QI3FlFpUl7bNN26GELxtJQW8CyVEoICcOmYiRnn31HFNbQcySyDfhz089VOBhFtc3dDNhbo2LEOIfeAnEG3HewlREEhECTByJk6VodknZb5AOugB8P8ACp7N7H6NJ6K5c3SMRw4sOgyn9+dcyUNznJsujGTlGbdRlydEq9xqohWhclpX1DST0CssoTihRwd5GIDxAUDVkQYXU80FB5fVsGqqvxJ7aTylKYBjpJnOovADiG7KyPNQtUVqnT30leAmnDzI8qeqF6nsQfydr8xPyFenw/wm+C83N8R3isN6RtmE3DdxkAG8Mg9owSc06xB1HnWLiFgdy38PcNRzWUCTyOdcmwupkU7Kc89fL7aiSOSWTqryGhGseNQtIsT8HSlaiWKVtQGZA8qLS7NTpejQmhGRPU/OVJLIU0KA1NCMpTgCc8WVCK5Jp8aE6SAxzoRlSAnkaaWVIEnv91CMpTkpV1NO1HKn4D1NFoyrsBotFKNTZI0osIpIG1d/wp2EUuwEmaLTyrsgZoRSU38aCikZVE/tkAZxPjQIyUVSovbcUfZBjuBqYh6pAqL+ElHUfHOgsAUxrySm7noKjlVoVdx+JOcdwqbW2aQXFaDdzdZ24SFuDhIPOO1H9Uf5j7jXQhwGY27Qeq50+Oy6M1K9JtmQhKUDRIAHgBFddrQ0UFySSTZWT3j3WW6+p5tLZKkpBK1lKuyCIHYVlWHE4J0zrDqWzDYzsW5atCxubc64W57nfvbrKeFycnD1Wn8zH6VMN1bj+jQfFz/2VD8ql/UPVH5kP0qZvdF/6zKeo7SvjCR8Kubwoc3+irdxJ16N9VG5uS+TIdaHkqKf5U39Xoj8ydzb6pidzrpJMLYUD1K0keYB+VB4UK0d6f3R+Ym/dSHdO6+q15On7W6rPCncnBTHEh+lczuldEmS0hIjDK1EnrMCB8ak3hWntO17gou4j0apxufcacRn/mn5U/yofq9EvzE/p9VEvdN5o8RKUuHQhHtZ/nECMqhLw1+X2XX6Jtx4J9oUmHZ73O3dHkn/ACqNZvy7EdPUK38dF1K7+D1/0L36hpfl+J/T6hH46NcjY9wrMMr/ALRSn4KVPwqxvDZjvQ/nck7HsrQKcbDf/oCP7xH31P8AKpf1D1Vf5gOiYnd+7JybCR/XcTHlhBPvigcLk/UPVT/MI61aU1/Z7rRhxCiYkFtKnEnzCcj3GqpOHzN2F+CYxsZ7lCFO/wBE4n+5dIP/AKZiq/wE/wCkp/ioeZSer3J04n/BdH/TFP8AAT/o9QgYyBImyu+jn/CV/wDzU/y6b9PqEvxkKlb2PdKUBgUZ1xHhgeeAn4VJnDZiaOnqoux7APZCtfxVeOrTf/5K/sZq8cKd+v0VP5g/onfxQX/QsD++cP8A0xUvyo//ALPT+6X45/RPb3QX9S2Hks/dT/Kv/wCh+X90fjn9Ep3MWfpsjwaJ+a86BwpvN5UvzB/T1SHclyMn2h4W/wD76mOFx83FL8wf0HqltNzlHJ1aBHNsHtd5Sr2PCVeNJvC2gm3Gk/zGXlSJWW6LKFYlFTkaBUAZdYAnwOVXx4CJhvfxVUmNle3KStBW1ZEtCElCF1CFxoQuNCEtCElCF1CF1JCWmhJSQkphNcaSEoppJTUUJKYQuoKOS6hC6hC40JrqaEtCS6hCShC6hCWhCQUIS0ISChCWhC//2Q==1. Hormatilah segala yang hidup, hak-haknya, perasaannya; baik tidak terpaksa ataupun karena terpaksa, haruslah juga segan menyakiti makhluk lain. (BY:Abd Wahid)
2. Siapa tidak berani, tidak akan menang. Bertekad saja untuk mencoba semua. siapa nekad, mendapat tiga perempat dari dunia (Semboyan R.A kartini)
3. Pertemuan antara manusia dengan manusia melahirkan nilai-nilai baru. sejarah baru dimulai dari dialog antar  peradaban yang berbeda
4. Sesat diujung jalan, balik ke pangkal jalan
5. Jika hati orang-orang kotor, tempat mereka tinggalpun akan menjadi kotor. sebaliknya jika hati orang-orang bersih, maka tempat mereka tinggalpun menjadi bersih. (Nichiren Daishonin)
6. Keharuman bunga tak akan melawan arah angin, begitu pula dengan keharuman bunga melati atau cendana maupun kemenyan. Namun Keharuman dari orang bajik dapat berlawanan dengan arah hembusan angin. Keharuman dari orang yang bajik akan harum semerbak ke segala penjuru
7. Terlalu sering dikhianati sehingga tidak merasakannya sebagai tantangan. Nanti akan ada hikmah dari tiap kali terjadinya penghiantan itu.
8. Apapun yang terjadi tak akan kubiarkan diriku hancur terkalahkan oleh nasib. Alahkah hebatnya hidup seribu kali lipat dengan satu jiwa (Ludwig van Beethoven)
9. Seni sejati itu lahir dari adanya kesulitan, serta kegembiraan yang muncul dari lepasnya kesulitan tersebut. seni sejati mengandung keyakinan dan kecintaan untuk berkontribusi kepada masyarakat dengan mengatasi kesulitan dan mendapatkan hikmahnya.
10. Hidup bisa memberikan segala kepada barang siapa yang tahu dan pandai menerima
11. Tiada bukit yang tak dapat didaki, tiada lembah yang tak dapat dituruni (By:Abd Wahid)

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