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ZY7Cm2j0hLFI2RhAcwgg2%2BY8x2fGt2sDrTOtncuP/kbJBG7MXGW%2B222%2B3OrJPVLbqTdJVLmF1SIr2aXlmXWOcLNxke9JJPcUfz1Ez3Oe8tLnEkm20n%2Bi67Wmkpo6GB1M%2B5GHEOMu53GNu4EDI2Nu4AVxfHu/dXLxT431WfGSfy%2BJYyPfY3w7DuXnHu/d%2BdYyTOset3LrIxa2xDOIH913%2B5Wm1H/V1H4PB9W1VbsA5gBvZrs/GrS6kn/D6PweD6tq3GD0oS4b/dM3wa37whU3KEeG/wB0zfBrfvCFUQUhCEAhCEAhCED1ql2aTwWu%2ByTK4Oj%2BxR94z6IVPtUuzSeC132SZXB0f2KPvGfRCBQoV4Uf1i3/AEfNGpqUK8Kdv0i3/T9WM1OliP5osdPFY7DJ/UJDDT2e3vm/1CXOqA2miwbccl/GPxukUda7E24Htm/1C4/ddsmJirqJ5PtTt5FynCNTubFBkRZ7to/lUnafkLM25KKeETScjmxAm9nOyPcXGeS3vE9fmmDQelOhhMbXxtAte17B3NzpJ%2BmhYuDDfPafi5OdIiXSDDl/fYkjGHDfaP8A16Qu/wD1837XTn/k%2BTievN%2BNnEOXZcHOnmULpzKHFrxGOtFzcF3OOVcgao8ye9Va4B7sbGPaQ3JwuNu7PnU8k3m6xxN6drXa70r3XaHbcrtcPw/FcVrNU8eXvZfDeMG4tn1xTlpGaASnDSsyccm3Av3AEy6WqyQ8hgYLsBABAyDs815/HxJ1LI6dSyfW3VCE8ZKeSL/e1bdIOL5nPI2uOZ3891hqa%2B75iRsj/q9t15pN4442AAuchsC9V/XCE%2BsX7LvXfSTMBmnbWB2URtta75nf3TOJDyBXn8S/p/qo/wD47f8At/QddNwA5Urr65hp4w3FiJbcEAAcW3C7O%2BdyQdiaROeQLPMq2wrLFhK3rT3D/RaRVO5kOqCQRlsWpKlxkDmy37nc3FWq1I/V1H4PB9W1VVljIc0F2I4SO4M/ErVakC2jqMHteD6tq3GbMPahLhv90zfBrfvCFTaoS4b/AHTN8Gt%2B8IVUQUhCEAhCEAhCED1ql2aTwWu%2ByTK4Oj%2BxR94z6IVPtUuzSeC132SZXB0f2KPvGfRCBQoZ4T2N6OufbXZbzY3b8rqZVC/CdGTpEEbBg%2BrA/FZ6XlGhkAgj2E4n5HdmkvRA/db8/pSl1MXU8Z2Xe/bv2/NsSLoI8o8axcrctkTnrHrPAYwXNka7CLtLCc7coyKibWnS4lwhrDYE5uyv3BdKazWSaVrWvDbgWLgdvPbcmiqbjFiM9xv%2BC5c8SXa1/CGCocHDA3PPLPPrTz7sz8S0059642adpAudn9gEqZTuabgjfvttBH4rT0IeUeNd9jFlag4cg%2Bdbqapw7siQT8V/SsehDyjxrdSwAHrsxyDl3KXCSvJKkF5cNhcTbmJWU1WCxwG8ty3WGawkpbm99ufjWBhNiARn3NymRfpw1brhG95LetMZDrXvtBaRc8o2LdJV05dfrmm5JJBOXcTdTxOZc3Ga8MBO/wCdX4mVs01VNcWBou1rciciSSbm3i8SbcXMPnSt9MTvAWXQY5VZZCyvYS3BhkBAJu0gXsbZ3BOYOXiTrq/oullkwSyHMdaLYCXEjY4ktcQL9bvTZJCXAC%2BxeRRubcYm2O0EXHiKkpZTrrPqy%2BkIcAXxn39sgeRwvcHugLn3OFjkF1VJp%2BctbBJIHRHrDfNwa7LJ23K97ZrnqmgLC5pd7XED3W3H4K7GcpLA84m9z8CrY6j/AKuo/B4Pq2qpkWbhfk/DJW01KH%2BH0lu14fq2rbMPShLhv90zfBrfvCFTaoS4b/dM3wa37whRUFIQhAIQhAIQhA9apdmk8FrvskyuDo/sUfeM%2BiFT7VLs0ngtd9kmVwdH9ij7xn0QgUKFuE5xGkmk%2B1sCbnLKMfjZTSmLS%2BqFHVScbPFiebC%2BN4yGzJpCz1NjXNy/Vdi58bGtPQ7wNl33OfNaw2JGyeQdrjf8%2BzYrBu4M9FnM03/6SesgcGei%2B1h5cnrLM4xb1qv/AEVLy0%2B/dyfEtrauT96mHPn6FP7eDvRoAHQ%2BQzHXyZHylj1NtF9rDy3%2BsriagB9ZKff09%2B4fQgTSfv0527juVgepzoztYeU/1kN4OtGD/wDmHlv9KuIgG0u0upwMsy11s1rErv4lNu3HlVh3ag6OORpwf9T/AErX1O9GdrN8p3pUkq3P4r4ZT/EpvJK840/xaXxFWGZwfaNGymb5TvSvHcHmjDtpm%2BU70q4ivbnuA9vTb/encvRMf4tL5JVgup3oztZvlO9KOp1oztVvlO9KYivzZ3fxqXySveOf/FpfJKn/AKnOi%2B1W%2BN3pR1OdF9qs8bvSrgr8Kl38ak8hbui3j2stJbL3v42U9dTjRfarfG70r3qc6L7Vb43elBA/R098pqW/e/2S7SFfLFPI3jKdoxGzXjrrOzzyN9qmvqeaM7VZ43elI9G6n0NRxr5oGvcJXtvd2xgaBv5AFLPqq819B14c10ZDibhl7NNuS2QVoNR220dRjkp4Pq2pGOD7RvazfG70roKGkZDGyKMYWRtaxouTZrRZouc9gVmlxvUJcN/umb4Nb94QqbVCXDf7pm%2BDW/eEKqIKQhCAQhCAQhCB61S7NJ4LXfZJlaug1noREwGspvaN/bx/uj%2BZVL0cyrimaYGzMmALm4GvEmFwIJFhexBIvzp3l0/phrmsdNWNc72rSZA53eg5n4kFpOmig7dpvPxesjpooO3abz8XrKqLtcNIgkGsqARkQZHXB8a86ctI9uT%2Bcd6UFr%2Bmig7dpvPxesjpooO3abz8XrKqHTlpHtyfzjvSjpy0j25P5x3pQWv6aKDt2m8/F6yOmig7dpvPxesqodOWke3J/OO9KOnLSPbk/nHelBa/pooO3abz8XrI6aKDt2m8/F6yqh05aR7cn8470o6ctI9uT%2Bcd6UFr%2Bmig7dpvPxesjpooO3abz8XrKrNJrFpeUExT1cgG0sMjrHntsWqfWzSbHFr6qpa4bWue8Ed0HMILV9NFB27Tefi9ZHTRQdu03n4vWVUOnLSPbk/nHelHTlpHtyfzjvSgtf00UHbtN5%2BL1kdNFB27Tefi9ZVQ6ctI9uT%2Bcd6UdOWke3J/OO9KC1/TRQdu03n4vWR00UHbtN5%2BL1lVtuntMFnGCasLLF2O8mHCNpxbLc6SdOWke3J/OO9KC1/TRQdu03n4vWR00UHbtN5%2BL1lVDpy0j25P5x3pR05aR7cn8470oLX9NFB27Tefi9ZJtH6a0fHiDKynPGPc%2B3HxnrnbQOuVWenLSPbk/nHelYTa217xhdVzOGRsXuIyIIuDzgILcnTdL2xDv/as3bd%2B5enTVNs6IhvycYzfkN6qGNaKzIce%2BwvYZWzJOy1t%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%2BCeoinc9lM%2BIS3iwnBK8sa%2BIcYceY9q7CbHu2eTwfs/SY0Z0UeMLMXGcT1l%2BK421uMv7QbeXLnW2Cta3RtRSVNTDNjdAKNrXg4C11nyF1rxswWFn2PMF1PTXD%2BnBP0VB0GI7l9mXv0OY8N8HGXx59zxII6fq7F%2Bj3V7Z3ECfocRmEAl%2BDGCSJCA3Bnvzyz2rnFIuha8QaK6HZWwQz9HccbkvaYBDxZJDWOxguAOGxuNy5fXetpp62aWkZghcRhAbhBIaA5wZ70OcCbc/wASB0Op0Aio5X1jm9G4uLHQ5Ia5jwxweRISOuO0ArndO6JkpKiWmlwl8Ti1xabtJ5QcsviUhxaZDKTRjIa6lifTCUzYwXluOUPaBaNxJw3uGEZ7964bXGpppa2eSkDhA55LMV7m4GJ3XZ2LsRF87EIO41LnhkpYqSj0nLRVZLyWFpbFNM89aMbTtsGNF%2BQ2bc2Uc6WjlbPK2e/HCR4lxG7uMDjjJO83vmnqDREUElPP0bA%2BO8cj%2BLc7jWFpa50fFEBxftAPtb7S0IqNcp%2BiamojbEOiJHSFskMMuEXdhaDIw2sDbK17IDVTVqGtdFEani5ppHsYwRYwAxrXY3uxtwg3IAsfalL9E6lwVNS2lirDiJnBvBYtdAATccYetcL2I5CFp1F0s0aVhq6h8cbWvc%2BR1msYBhI61jABtIyaE46jV0EGmJJ5po2wtNQeMxda4SNeGYbAk3xDdlvQMmj9WWS0VVXcbI1lM5jbGHshkdhZhdxlgRdpcM8IcNtwsdQtFGprGsDWOLGSSBsnYy5jSWcZbbGHYS4b2ghdBBphsmjtIwySwxl/QzKana/rAynlc94Zt23vicbvNybk3XP6gacZRVsc0t%2BKIfHLYXPFyNLSQOa4PxIHuuqKqvgqTFpKeoEDeMlp5GmJroWnrpImNkc0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В 29.01.2018 at 22:58, Vito сказал:

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ZY7Cm2j0hLFI2RhAcwgg2%2BY8x2fGt2sDrTOtncuP/kbJBG7MXGW%2B222%2B3OrJPVLbqTdJVLmF1SIr2aXlmXWOcLNxke9JJPcUfz1Ez3Oe8tLnEkm20n%2Bi67Wmkpo6GB1M%2B5GHEOMu53GNu4EDI2Nu4AVxfHu/dXLxT431WfGSfy%2BJYyPfY3w7DuXnHu/d%2BdYyTOset3LrIxa2xDOIH913%2B5Wm1H/V1H4PB9W1VbsA5gBvZrs/GrS6kn/D6PweD6tq3GD0oS4b/dM3wa37whU3KEeG/wB0zfBrfvCFUQUhCEAhCEAhCED1ql2aTwWu%2ByTK4Oj%2BxR94z6IVPtUuzSeC132SZXB0f2KPvGfRCBQoV4Uf1i3/AEfNGpqUK8Kdv0i3/T9WM1OliP5osdPFY7DJ/UJDDT2e3vm/1CXOqA2miwbccl/GPxukUda7E24Htm/1C4/ddsmJirqJ5PtTt5FynCNTubFBkRZ7to/lUnafkLM25KKeETScjmxAm9nOyPcXGeS3vE9fmmDQelOhhMbXxtAte17B3NzpJ%2BmhYuDDfPafi5OdIiXSDDl/fYkjGHDfaP8A16Qu/wD1837XTn/k%2BTievN%2BNnEOXZcHOnmULpzKHFrxGOtFzcF3OOVcgao8ye9Va4B7sbGPaQ3JwuNu7PnU8k3m6xxN6drXa70r3XaHbcrtcPw/FcVrNU8eXvZfDeMG4tn1xTlpGaASnDSsyccm3Av3AEy6WqyQ8hgYLsBABAyDs815/HxJ1LI6dSyfW3VCE8ZKeSL/e1bdIOL5nPI2uOZ3891hqa%2B75iRsj/q9t15pN4442AAuchsC9V/XCE%2BsX7LvXfSTMBmnbWB2URtta75nf3TOJDyBXn8S/p/qo/wD47f8At/QddNwA5Urr65hp4w3FiJbcEAAcW3C7O%2BdyQdiaROeQLPMq2wrLFhK3rT3D/RaRVO5kOqCQRlsWpKlxkDmy37nc3FWq1I/V1H4PB9W1VVljIc0F2I4SO4M/ErVakC2jqMHteD6tq3GbMPahLhv90zfBrfvCFTaoS4b/AHTN8Gt%2B8IVUQUhCEAhCEAhCED1ql2aTwWu%2ByTK4Oj%2BxR94z6IVPtUuzSeC132SZXB0f2KPvGfRCBQoZ4T2N6OufbXZbzY3b8rqZVC/CdGTpEEbBg%2BrA/FZ6XlGhkAgj2E4n5HdmkvRA/db8/pSl1MXU8Z2Xe/bv2/NsSLoI8o8axcrctkTnrHrPAYwXNka7CLtLCc7coyKibWnS4lwhrDYE5uyv3BdKazWSaVrWvDbgWLgdvPbcmiqbjFiM9xv%2BC5c8SXa1/CGCocHDA3PPLPPrTz7sz8S0059642adpAudn9gEqZTuabgjfvttBH4rT0IeUeNd9jFlag4cg%2Bdbqapw7siQT8V/SsehDyjxrdSwAHrsxyDl3KXCSvJKkF5cNhcTbmJWU1WCxwG8ty3WGawkpbm99ufjWBhNiARn3NymRfpw1brhG95LetMZDrXvtBaRc8o2LdJV05dfrmm5JJBOXcTdTxOZc3Ga8MBO/wCdX4mVs01VNcWBou1rciciSSbm3i8SbcXMPnSt9MTvAWXQY5VZZCyvYS3BhkBAJu0gXsbZ3BOYOXiTrq/oullkwSyHMdaLYCXEjY4ktcQL9bvTZJCXAC%2BxeRRubcYm2O0EXHiKkpZTrrPqy%2BkIcAXxn39sgeRwvcHugLn3OFjkF1VJp%2BctbBJIHRHrDfNwa7LJ23K97ZrnqmgLC5pd7XED3W3H4K7GcpLA84m9z8CrY6j/AKuo/B4Pq2qpkWbhfk/DJW01KH%2BH0lu14fq2rbMPShLhv90zfBrfvCFTaoS4b/dM3wa37whRUFIQhAIQhAIQhA9apdmk8FrvskyuDo/sUfeM%2BiFT7VLs0ngtd9kmVwdH9ij7xn0QgUKFuE5xGkmk%2B1sCbnLKMfjZTSmLS%2BqFHVScbPFiebC%2BN4yGzJpCz1NjXNy/Vdi58bGtPQ7wNl33OfNaw2JGyeQdrjf8%2BzYrBu4M9FnM03/6SesgcGei%2B1h5cnrLM4xb1qv/AEVLy0%2B/dyfEtrauT96mHPn6FP7eDvRoAHQ%2BQzHXyZHylj1NtF9rDy3%2BsriagB9ZKff09%2B4fQgTSfv0527juVgepzoztYeU/1kN4OtGD/wDmHlv9KuIgG0u0upwMsy11s1rErv4lNu3HlVh3ag6OORpwf9T/AErX1O9GdrN8p3pUkq3P4r4ZT/EpvJK840/xaXxFWGZwfaNGymb5TvSvHcHmjDtpm%2BU70q4ivbnuA9vTb/encvRMf4tL5JVgup3oztZvlO9KOp1oztVvlO9KYivzZ3fxqXySveOf/FpfJKn/AKnOi%2B1W%2BN3pR1OdF9qs8bvSrgr8Kl38ak8hbui3j2stJbL3v42U9dTjRfarfG70r3qc6L7Vb43elBA/R098pqW/e/2S7SFfLFPI3jKdoxGzXjrrOzzyN9qmvqeaM7VZ43elI9G6n0NRxr5oGvcJXtvd2xgaBv5AFLPqq819B14c10ZDibhl7NNuS2QVoNR220dRjkp4Pq2pGOD7RvazfG70roKGkZDGyKMYWRtaxouTZrRZouc9gVmlxvUJcN/umb4Nb94QqbVCXDf7pm%2BDW/eEKqIKQhCAQhCAQhCB61S7NJ4LXfZJlaug1noREwGspvaN/bx/uj%2BZVL0cyrimaYGzMmALm4GvEmFwIJFhexBIvzp3l0/phrmsdNWNc72rSZA53eg5n4kFpOmig7dpvPxesjpooO3abz8XrKqLtcNIgkGsqARkQZHXB8a86ctI9uT%2Bcd6UFr%2Bmig7dpvPxesjpooO3abz8XrKqHTlpHtyfzjvSjpy0j25P5x3pQWv6aKDt2m8/F6yOmig7dpvPxesqodOWke3J/OO9KOnLSPbk/nHelBa/pooO3abz8XrI6aKDt2m8/F6yqh05aR7cn8470o6ctI9uT%2Bcd6UFr%2Bmig7dpvPxesjpooO3abz8XrKrNJrFpeUExT1cgG0sMjrHntsWqfWzSbHFr6qpa4bWue8Ed0HMILV9NFB27Tefi9ZHTRQdu03n4vWVUOnLSPbk/nHelHTlpHtyfzjvSgtf00UHbtN5%2BL1kdNFB27Tefi9ZVQ6ctI9uT%2Bcd6UdOWke3J/OO9KC1/TRQdu03n4vWR00UHbtN5%2BL1lVtuntMFnGCasLLF2O8mHCNpxbLc6SdOWke3J/OO9KC1/TRQdu03n4vWR00UHbtN5%2BL1lVDpy0j25P5x3pR05aR7cn8470oLX9NFB27Tefi9ZJtH6a0fHiDKynPGPc%2B3HxnrnbQOuVWenLSPbk/nHelYTa217xhdVzOGRsXuIyIIuDzgILcnTdL2xDv/as3bd%2B5enTVNs6IhvycYzfkN6qGNaKzIce%2BwvYZWzJOy1t%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%2BCeoinc9lM%2BIS3iwnBK8sa%2BIcYceY9q7CbHu2eTwfs/SY0Z0UeMLMXGcT1l%2BK421uMv7QbeXLnW2Cta3RtRSVNTDNjdAKNrXg4C11nyF1rxswWFn2PMF1PTXD%2BnBP0VB0GI7l9mXv0OY8N8HGXx59zxII6fq7F%2Bj3V7Z3ECfocRmEAl%2BDGCSJCA3Bnvzyz2rnFIuha8QaK6HZWwQz9HccbkvaYBDxZJDWOxguAOGxuNy5fXetpp62aWkZghcRhAbhBIaA5wZ70OcCbc/wASB0Op0Aio5X1jm9G4uLHQ5Ia5jwxweRISOuO0ArndO6JkpKiWmlwl8Ti1xabtJ5QcsviUhxaZDKTRjIa6lifTCUzYwXluOUPaBaNxJw3uGEZ7964bXGpppa2eSkDhA55LMV7m4GJ3XZ2LsRF87EIO41LnhkpYqSj0nLRVZLyWFpbFNM89aMbTtsGNF%2BQ2bc2Uc6WjlbPK2e/HCR4lxG7uMDjjJO83vmnqDREUElPP0bA%2BO8cj%2BLc7jWFpa50fFEBxftAPtb7S0IqNcp%2BiamojbEOiJHSFskMMuEXdhaDIw2sDbK17IDVTVqGtdFEani5ppHsYwRYwAxrXY3uxtwg3IAsfalL9E6lwVNS2lirDiJnBvBYtdAATccYetcL2I5CFp1F0s0aVhq6h8cbWvc%2BR1msYBhI61jABtIyaE46jV0EGmJJ5po2wtNQeMxda4SNeGYbAk3xDdlvQMmj9WWS0VVXcbI1lM5jbGHshkdhZhdxlgRdpcM8IcNtwsdQtFGprGsDWOLGSSBsnYy5jSWcZbbGHYS4b2ghdBBphsmjtIwySwxl/QzKana/rAynlc94Zt23vicbvNybk3XP6gacZRVsc0t%2BKIfHLYXPFyNLSQOa4PxIHuuqKqvgqTFpKeoEDeMlp5GmJroWnrpImNkc0tacJLSG2BFhfJM%2Bl9V2xQ0c0UrpmVl8NogC1zXBr4z15vICdmQPKl%2BiJotG9GPFRFMZaeWngEZxF/Glvsrx%2BzDWgnC6xJsACLlbtS9ONZQ1TJmlwpSyqpnbmVVxE1p5QS9rsP%2BW4oENPqtTOqehujTjdU9DR2gxYnXY0vd7IMLMT7A53wk8yUUmpMMtY2iZWHjDLUQuvBbDJCL3txhux1n2dtu3Znky6mytbX0ssj2sZHPDI97jYBrJGucec2ByGa6bQFfBHrA6qfNGIBPUS8bi60sk4zDbeT17crX28iDndDaAZUVwomzFoe8xtlMd7uF7Esx5A2O8oh0FEauamMzwIRUHjBECXdDRvfJ1hkFriN1s%2BS9r5d5obT9K2SDomohlmjrDMJwCOKpQ03Y6UsBkLnEWYMVttxay5iVsLJq2s6JhdiNbHHC0kyv6JjexjwMNsGGZxJvcYCLXyQapdUYQyhkFTIW173tZeBoczBIIyXjjiPbEbCcrnmOOlNU4aeSqZLV4Oh8TGEwu9nna0uMbQ1xwtth6873tyTy%2BqgMGhWdEQ4qWSR04x9jD52yi%2BXXda0%2B1vnklWt2k6SvdVxPmia9kjp6KoFg17H2EkEhAyJtiBdncZm20Oa0FqiycUmOpDH1r5GRMawSYeLcG3m69pjDnHKwdkLrXoHVQVEtRTOmwVEIlLYgzFxxiviZG4vHX5HIjYLrptVqqip2aOmZUxQuZMTWtOLj3u4wYAC0H2ENF9obvN3ZJqmlip62rr2VEUj45XvpmseevkkeSHm4GJrA65AycQBmMSDm9PaNZTvbGJS%2BQNBlbgDRHIQCY7hxxObcg7LEW5bNi6zX5tNLIyspnxg1DWvmp2uuYZ3C8gGViwnO43k7MlyaAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAQhCAT3pvWWSpijh4mnhYzDfiYhGZHMaWsfKffOALgNg652WaZEIBCEIBCEIBCEIBCEIBCEIBCEIP/2Q==&key=560fc847197c08da4cfc4d88607d64d4600beafae5b2fb5a2d534a8bad1ada6f

У меня тост.

Пусть третья бутылка будет как можно больше, и как можно больше за счет следующих бутылок!

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