User-Agent: Microsoft-Entourage/12.20.0.090605Date: Mon, 23 Feb 2009 11:26:45 -0500Subject: LSR Mission DesignFrom: adamod <adamod@earthlink.net>Message-ID: <C5C83876.CD35%adamod@earthlink.net>Thread-Topic: LSR Mission DesignMime-version: 1.0Content-type: multipart/mixed;	boundary="B_3355039947_2310090"> This message is in MIME format. Since your mail reader does not understandthis format, some or all of this message may not be legible.--B_3355039947_2310090Content-type: multipart/alternative;	boundary="B_3355039947_2327266"--B_3355039947_2327266Content-type: text/plain;	charset="US-ASCII"Content-transfer-encoding: 7bitATIG Members-Happy 2009!  Following through on my latest research indicating lunarsurface rendezvous (LSR) is a practical Moon exploration architecture withtwo Ares V launches, I've spent the last couple months generating anddocumenting an illustrative mission design.  Notionally staged in 2019 tocoincide with Apollo 11's fiftieth anniversary, this particular LSR missiontargets a landing near Aristarchus Crater where planetary science interestis high.  Crew lunar surface operations are deliberately planned for oneweek duration in order to pose nearly worst-case geometry to lunar orbitrendezvous and Earth return due to 90 deg of lunar rotation/revolution of amid-latitude location.As documented in the attached mission design paper (packaged as a bookmarkedPDF), nominal LSR mission design is free from geometric performance "humps"from event timing.  In addition to the nominal LSR mission design, the paperdocuments associated trans-lunar, low lunar orbit, and no-LOI abort options.It concludes with a deep space crew rescue mission design.  Both nominal andanomalous trajectories are demonstrated to be in accord with vehicleperformance specifications developed in the original LSR white paper,indicating this architecture is operationally viable and robust.  Yourfeedback on the attached paper is requested.  As always, I'm willing todiscuss this research in our usual seminar format at any venue to which Ihave access.As a further demonstration of LSR capability, I next intend to plan an LSRlanding at a lunar surface location nearly inaccessible to current1.5-launch architecture due to performance limitations.  I posit thismission's nominal LSR performance demands will differ very little from thoseof the nominal Aristarchus mission.  In this manner, LSR's capability tofully and robustly satisfy the "land anywhere; leave anytime" US SpaceExploration Policy requirement will be further demonstrated.  Suggestionsfor this "performance-challenged" mission's landing site coordinates arecertainly welcome.  In lieu of any better input, I've tentatively selectedthe center of a performance "hole" in CxP temporal availability contourplots (reference pp. 20 - 23 of [7] in the attached paper) at 55 deg S lat;25 deg W lon.  As Sir Arthur would have it, this location is ~90 km NW ofthe NW rim of Clavius Crater.-Dan--B_3355039947_2327266Content-type: text/html;	charset="US-ASCII"Content-transfer-encoding: quoted-printable<HTML><HEAD><TITLE>LSR Mission Design</TITLE></HEAD><BODY><FONT FACE=3D"Verdana"><SPAN STYLE=3D'font-size:12.0px'>ATIG Members-<BR><BR>Happy 2009! &nbsp;Following through on my latest research indicating lunar =surface rendezvous (LSR) is a practical Moon exploration architecture with t=wo Ares V launches, I've spent the last couple months generating and documen=ting an illustrative mission design. &nbsp;Notionally staged in 2019 to coin=cide with Apollo 11's fiftieth anniversary, this particular LSR mission targ=ets a landing near Aristarchus Crater where planetary science interest is hi=gh. &nbsp;Crew lunar surface operations are deliberately planned for one wee=k duration in order to pose nearly worst-case geometry to lunar orbit rendez=vous and Earth return due to 90 deg of lunar rotation/revolution of a mid-la=titude location.<BR><BR>As documented in the attached mission design paper (packaged as a bookmarke=d PDF), nominal LSR mission design is free from geometric performance &quot;=humps&quot; from event timing. &nbsp;In addition to the nominal LSR mission =design, the paper documents associated trans-lunar, low lunar orbit, and no-=LOI abort options. &nbsp;It concludes with a deep space crew rescue mission =design. &nbsp;Both nominal and anomalous trajectories are demonstrated to be= in accord with vehicle performance specifications developed in the original= LSR white paper, indicating this architecture is operationally viable and r=obust. &nbsp;Your feedback on the attached paper is requested. &nbsp;As alwa=ys, I'm willing to discuss this research in our usual seminar format at any =venue to which I have access.<BR><BR>As a further demonstration of LSR capability, I next intend to plan an LSR =landing at a lunar surface location nearly inaccessible to current 1.5-launc=h architecture due to performance limitations. &nbsp;I posit this mission's =nominal LSR performance demands will differ very little from those of the no=minal Aristarchus mission. &nbsp;In this manner, LSR's capability to fully a=nd robustly satisfy the &quot;land anywhere; leave anytime&quot; US Space Ex=ploration Policy requirement will be further demonstrated. &nbsp;Suggestions= for this &quot;performance-challenged&quot; mission's landing site coordina=tes are certainly welcome. &nbsp;In lieu of any better input, I've tentative=ly selected the center of a performance &quot;hole&quot; in CxP temporal ava=ilability contour plots (reference pp. 20 - 23 of [7] in the attached paper)= at 55 deg S lat; 25 deg W lon. &nbsp;As Sir Arthur would have it, this loca=tion is ~90 km NW of the NW rim of Clavius Crater.<BR><BR>-Dan</SPAN></FONT></BODY></HTML>--B_3355039947_2327266----B_3355039947_2310090Content-type: 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TBfPK4jCXVRWVs4c7b48AVZbPPSd5Yf9PsfZh4/8PtT4xJczce+6xQ2pmJv6yodr8EM/2vnEpv5Tr/9meOXKHz43dbFCKMyDcw7qlzkF+6lGOvSOlGXVYQOq10kGRjLgHC22KOBQYkbF8ZjVanSI1epYXqsDvqdJJoUyRaFQKhlWwWuVyKXDuhfwI6BRNfiwpOMwr1LyvJJjtVr2BTwHOKrEN0oalcrA4MPMMYYwcfxPyY6r5A0w4ChI9ISBMfCSAisc+m9wuT8iczgCLIbsnwWqe6vCBQJoRWFSuDIQMYaNMkv35AfZ7cKrNGswGEDmB7pwV/8AtniMHqO7FBcDwcypk0euvEI2fefIlBdfunvq+/jGQWbX5f3k0SvdSZ3aC7pvC9eM3DhDqn2cxabOjNUZO7gd/I70/exd6YpSUupeyCwUF7vXpm3mtqTtIUOpQ2mPMU+pRjwTHgPyYINgNJktVpsyRUcYhjLLKLpTRIYV3anONEZhZzmoPXxcFN3m0yBtdsYsAVfxHxD5g9sNRuQ0nomceNZzg4oR2Oc4/lxSSx4seaIe4rHG8ZcnBTLixm56E0klSsKIQARH5ml8P/5E5tmFLlAFQhflD2Xd5AUQTMiD1p00hQsmQTNQSdyjzA9ywDBEC0lhlHQDeIAMiLvwLrJL5EEqqTCCLIIvImnWsutNyzP6uL50rqsTd2GFW8HSo8jzimlrAsIpK1gQV9CvmNkyd2pVJ1Y9vHvxHfM3bNm6Pt+TGihoatk0emjfTS9ilmt++mTg0J3xtScHA+VtRWlBwV0yuuPW31bmKYiB2qEO2ItRkE87xICXpZxNqs3qm/W7VO/5PvHxPIO3M1vZrdbdNjaizOI5xuPIcvCM2K3EyjiuPSn6sd9vAJN613E74qgJO27QYWCuRPdIMmlSUY6UQ6ScaM5IzkQOm+NI8h2akFkwi+aQWTIPm0fMCrMj+2tDdrmr5cqFaUt2KUJtWYRytWtyANiIv+blCQ3v5InMQrB0uWk+lSk9LSON8Eafzu9TeXqxS3D2Ircecl61vxenmcRelKkFhK5asmDOzp2y6sYWPaO4evapJTOWmLxlxZi3pFzjOCgI5oE7nnxsrXf4e/veWrntrX09L92DDf9ae+Ut06yG4jmL99653b+YW+XTzfvhG3uXTcSe3v/09cdx+kk8e6rjSt2etuiHNQWPP3T0f0T5HDQnLjBH4Bxo0MunEJuYOG52zuTiiQkpCBmHEnNMjqoGSbqobkT3M/wmeRe/SyZ0wFSswUgn6RjCsWwc3yulMiSFYQjL6DhpVin3B8wD4f9AvaU4PnhyRIM1Di13mnyMGPKRpEWswEpsKzvCcuyL5M9IO815gQqyrHUvUT0bFCaDVZE9XH5wj377q9Piq9rIbeTv4O7g2WnRBT06AJwEzwl7sBvMvSLwS/LOVKQP3z+1rz/UXpzONfv/5yX2NWd+VEPPP4O2gcwNgcw5kB8V463S6U6MVcWu4pzA+uKtmYOaQe1g6qBzl2/QP1T8I/uR1Cd9x7UnUp/3vxB4Tf2a5h2dVYHUmNeRVFXAqrOl+nQ+fRPej2/X7db/COlnoErcBJ7tnKxuvDRwffEatAavJiv9awKrim/F2wKbc7cVH2APcIOKQeUu4y7TgZQD1ofYB5T3GR8wPWx9wv9s4NniOHtS+YnmL9pP9J8EPinKVuhUgUoUxhVFXJ0SaVMDrIwEm+y18VweJWZderUKtLsKpJ9CCPICaGQBlUqlRCqNlo6UTpSypZ4XoYGBc5AD50Adskm2YRtjc5Scxv89rVyoI3dJViyTFy4lfTkq9NgWlgW9KFiQkWm0skqLz815wHFTpPfi3JScXpRvCvXiTBZ8tgzquAWteb2owJiXFPdped8JH6pw+um++adVCmgYhdWW9FkDtM5XNi3vVPrNPCXyEQj48d5Hu9760eM/XXc0Fm5+f/TldYu24MJbpM033jhYWljW1nrXTet2+WeRo3eMLLrjzNhA86G1d869sf/Az7f0bFgy+va67fNW37x5XsmqgqmPGo5Edz68dfHs8BrQQ/PhLDwFMmFDAayVim8NvMe9k/legF3FbuG2K7eqbtbeottivlncp7zdrFYpD2STGUouYHcH7ByT4WORgjuNlyE7lk4EWsG+gXaSVAW+9T7wsFAG3R49B3pq/wmbDensVAulYsPzyCSYRBNjiuMVoJGypezBbEbKjmaPZE9ks9mY6jE3dJPUZ9RE7ciiGurjazt0Qdb8V5Kav2paQQmXYKtk3S+7IPJ+5Ti9SqPWL/jS/B6/S+fuRekG6mArISdqMsDLNgLKVPm+qZboRsl2wVZaVmYqT2r/pKttSSGgoTDdoOQOyepp3a6JX2X/YMeBt2689fUnb77ng9cffYkUm2q2tHR+t7O6O/+2NB/ZhL3HVvz++bF9Pxo6+tUfprbsXENO7Zrb8+EtI4d+ffOiXPndoA//F3s9s0GO4baN8oo4EzjJzWO7WcK+xDTTcI0J0IcCiUFpRiW4TYOItAIaQefQBH2lyHMcgYgLQi0cwhLEXAzCAhYh+LhepWBZiMeuV3bcIEd6sn/xRRc4EHIWVXX1ByHaA0eEhnw0FKPJx5Z/9SYFZsOCSwtkvZmT+JAxgt70oDFpRr0Jd5u7U8hyW59tt/aoYdzHmew45JN8JFWpdDmJOzPd5cRuj9WeJlgdEByHUqQU0pqCU+KMWvI5snSq9LRMlSqklJQHlIeVx5TcGeV5ZULJKFN95wUsTHh9cVJ43D3xQ3swOPdCF8y5HyIB6iVNTnb1QyiQ3GwaBcB2C6lOtTZVmzYDa9ROjWMGOJhCRN5N6nL2m0vdFhoVWYxg1a/t6rSJmQ6a3iL1hW1+e+3jG29Y53DnisUBm9dZoFOLwRAX8PkKxa1XVh986a6uSKHDlbO0rKadObTS7TDZgTeZEIO/C7ypJbul+K36l/RkHcI70CZyq35zaEvp1rIz6tM65U0Im9j6fOPysjKykKwgg2SvNEwOSsd1J/Sni0/X/lb3TpHOpMGMHgJHrmgf2lN0CD2DR/S/KlJqEA2tOa1LlaHLAXkpUFWp5qn2o9dL3kOflRhUGocmhEtJsVQjtdY/gR8jR6ST5KQ6VvML9Dt0Dv+GvM18ij7FF/Hn6ovaz3R2a7G1pKQoVNKOD6L7dA8U3V+imrY17gJDZkYko77Ogiwhog8hJmC3Opx23q7M9jsDMwKEnr0rr8mInrl+eR8KrkScUpjXKZx8hstpd2cWuJxZ7sxI9XXOCBhMJ2dwOW1uj8vlDLg9M0oqnTNAnjP1uhS9XgfhYZy8KbWHSlJCoRKEdSXVXH0IVZewlToIcjRqlUKh79Of0RO9X8EqFFar4xl7ZMaMrKzAdZWV2dn+ZwJ2mw1OQYBwysi9rD4UKmAHOdzHYS5OKiStpGvVkUEdjoE3HydfPg9LdGUcqqt/EUeQG/VgB6JCJj8AATEboLGOfE5AzVQJyeyViPB1ShZg2V0FwACqd6jfqc8PgtsJxE6pHQmTWBgPBmXyrQI14QNd/ah/oBZse0FxXnVBTV4t29XZFaQOqbrMbtVVqcWUcBH4JSeFsCTowzie+HhMH0ZQMyaXxscEWhofBZLUXaDDOpNGBuNkOJz0WLERlBWIejHUFBeVXxN4z/ShgFNRVo7KZdtD6/SExmHL8aVbf7z4yq2VxebSqVz5GORfeSnU7rfr1K7cUIjU5Bfkuuwpm3D2TGdOkQt/ljt7VbP1OXJxynBrJ+/zBex2fwk+O9UknxL5ADHrVmbaad4mSMuneszrsLA0K8Pm8fmwtaoh5RTVMw1gkxqZY2ADHjqhhDDFA2uUNuTklSBPra6rzKZbzJE0czvbxrXx7YoOZ0eaYiW3mRtEg+4TztfEc+IE+hOnKsez8CL7wrRuT9QeTdtsH0gbMt1tHjYO25/Aj5NjnuP4ZfyG4g3HJ8oLaX8RL2E7TxpNi037XPvEQc9Fj8Io4hcTE0gEcAHHUTqKMw1SSHDjqHvQTZBbcIvuVnfU3ecedo+4Y+5x9zn3hPuiW+e+Mf28ARvesPpUivR44t2xlDAlUoUpnF7IaNxvubR4nvaAlmgLBBRCEoqiPjSMYmgcdLmKVhD09IbU21NJayo+nIpT42CaTRd5jHiBF/kQL/EcX5tZe4p8L2kVB/pbJrsG+q/0d13oH6COSzAIKrIfzGX/wAXT9KlWt6UvS9+QztybjmnMDjayoqICV8jGDg+ggSCVvBNIsIed8cTFk+YwJwhXpUz8hpRhKmKY6lBSWoKKi656L9NPnWSPpRzC90bfu7c/8jHGJ/b8uDB3RoZR4/HMXH7d/Ef39s4tL8HXP/cfmD//LtYfaPEX+C2bXRmNvY8+/lVt/pbkb2Woj97GxFAKSicLJYep297liKJoytsM5xDTwjYAq5QWdlHRUNc2lihdVDRo8XhWVolc3ZaTX+LkHaoO8w3WbtsS+9JUBUT8vEKl1HKWOfxesp/fox0Sdqc/Ro7anzP/hrxneF+4RP7BmE1RRVTZpxhU7FW9rPip4aICpFChu4MwqtMgDTxECrPKVA1klmqeq520q3rJANlr3us4aH5c9bg6rnxOFVO/QT4iE9pL6hTlOQVGinMKghSCQlQMQ+Abg8O1nU1BIauFztNsCpu6LTsshy3nLazF4vw1i9l44hxIDUtPvJmSd6XZpjBbqNFc78ROn1GheEtpzXKGDVa83rrDesDKWC+lpAwqcUg5rCQhsKfnlYwAhhWWoYwpJ5S88mm9hUV76btXJlcyhfSSvlXPIL2gF/XMRT3W05mogJH62ozaJlmqgv0DAy1XQA+CMqTqEGxukD4JmhygAhYcuCZX7DJ2A8vcy8pyZQR/rLZjbL0Fd3VSt0IWwjB9yosqKqhiqu04wSNMSH8nfW4rf9AAiN4ppIApaDxhrZQX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HmjHoloMe51pcvFIfk3YWwYZWZc/N+ydOSffHPY60ozxiBQJe2NpxnBEqgt7myAjT5cWh+bVLfIublCHa+bJ8XChGqmCM5csVSWiXDCq1+pUPMupZjaVxZwObbvD4RbMAX9MxD1iir7zxFWyqSZcEglMidXgnppUDamhNPu8pXWBuXN981rnkf55A/MImifMI/OAlcdy7JXzkm3tabIMjsx2Zxqv2EGPTYTG4DSiFeAEJS6dy6LE1Y0rGz4EvtKrVvmbp5yfy1ri8scCeimhb05+QG8yBKWCgN6fi42mfGMwFyvhb4QGwH2oI0Lf5oC0KiFvNrXbaFBgvxwSTAYF9N21yvHV1l0hg8/yz9V8BW5dYSleXbFkq23Vvc2ze/12g7b6qomEdZrfoWU9oSVVa+cSYpvaNFE2N67j/NGW6qqFxa6y5olpteVuxSSETDgnQv68wlRQtKLzpubmxVO3TmxeItp9gYBDkMyteHdPiVw1SxeZaL62BIhwJhYArUzOi9ZM2JZVewIBz7TF+NqHo37FfIDs6BFi/g6yU4HV8tQquahKXUWlJlbVWpWs6qkaqOKKWSwr+X4opar4VNXpKpKqwkkgjFUxeWp72GtKMybZnB8OewNz8tVhr3GOlBf2SiBWcolUFiqqi3nLGnKRVF6hckeJKiBJJpNR67AHVANqnFJjE7hfg+pTaladJi/KnnBFXqDIF24NJ8M9YbY/PBBOhRkUFsIkrLhfICbhZCUICJwvRTYuKc5XX/aYKaqUikE8fkUAlO23OF0MzwZdjCMXc7yTc1/efNj7jl74ow4+HMn/vu2T+gv28evEr05rBW5+9L7mdaLdqCubMTHNKldo2bp5N27WGen25TSVmXyXd+/8K81LElsnbl7qc4E1DxWYWvCN23pvn8jrsOfB/sxcgRcdnOVWdof6943g3x+H/TGhPNwmN1r6bfhJ+zH7a/hNzat572l4yx+1eJam0b7UtgPfrdlles+j8snlVazi5g/68Ou2N91E9uHZaiGIVI6gWmdhKQ8jYANaYGdZfJqmrWyS7WEH2BTLs3+GIEpXK+sHwcxdcXL7IhA6UV3WnCpc2Jxqnb9sWO+dPexjZy9Y1vYi0mfGEAvgy4xBtNRe3/YCcjPliEU5TPnHwseerxXhiLZ/9b20GudZgsYCEswt0Ab5ArMpR4SVukVs10DOqYKc1SCI2MNAYtM5ROTiILnyZTR7wdnFVM/CJoLfLJs3kU38Fu0W4xbLTfZNzk256o72ydfkmlzBHPcAQEgxPqxTQrV2XJ59UU7DM/DTqh35EOnnWCa/axB0+ta1m09tP7Vl1ba3F1atnTF4e9eta2Yyhw/sPHzLxf6De5699Ysb62oPbP3xxPtD/3rh7iQ9VwbYvOdg3wrR4/J6UIamclJukolsup1VyUW4swj7QCGHFO37HSkUEusKvKEGpNUVmXNEAbNO+v0vLuixvp1hkAr0ayePZXBmS3xFuAiZAz6fT8T94oBIkCiAvh2DeJ4Tk2HqaVytBBNZjdkHoa5ie4Tzfec7zJP+E/qat9pH5d5WfTlCvazDJuX8vxrvuRturplVGZCW2iy24pjVMGP6RKQp36XlDJLbF9JiG3P4Zz+rj4aqG3PC107MnhsCoQ7YFe20fOiq3KxgY7Qic478CvhTxjjlsCbqihKLpUTWxaOFurgzp12/rGC/8ECA06q0hdpwsqKnor+CN1WksSjvBMF+y/CW8dXAq8FfS+8E3ot+yH4ofRj4OKqz1EY7ot8u3hbdi/eSvUy/rd/d7+nP3VW8t8RgwiaiZTR6Plcb/XH+m5I6l7HnWHLtea6wJ7pPs0+7X7xfuj+gs0QMhdE50ZaKzoqbwjdFv2N8Sjpc8RHzYa4+rC7zoheJF/twKfiOaRwZQS+WpLFbNhc5va4XPV63z40Ft+gmblrpetFOK/MtloBk0LGmkII4L34DlZQWlSHEBYtU7lvBw6QvTHLspd6gRUfetmBsOeU/4/+Ln/GnmRxZ12PCSVOPacDEmNK4WnaF3K4Snxqro4MhnAz1hPpDjBiKhUjoBPiz5Vgcbr4sAfPO911QNOMlGmpm/BBqxkvhFIxkMGRpiHoO6uEoKm/whPPmy99I4AxpQUkHDLocg0FHX9dR17LdiYQ/XzgPTqVw/sL5bF7JTn5SKRE1hkoUyX5SyS0M+0TBzKt8ZrC1fFidC3LqzUWqQi4XK2FmhH5ixB30xd6Xqs+Fz81fFrId7WCFQR6B6BrEg2SQGdR9zzBgG3APeAZy9+U/LA0W6+nbP9yrvIlpk3WlUmlgT3R/YH+U62inR9xcKLrimkJXHMvaOAHwZMNeN9V7Lm28BEhRBTRxveC11BpFmoA+gEhZQa54IPtGQcoicPM+OmaNR53WbF+WbF8mcKFlCwxhiUdFC31mXDaZoJkpzggGGMdAOxiXLQYYxwBtAJxmBb4RYv+3i76ehDNplpQQ20bfSTouvz6CUyiZK+yTX5UCocvfYamRIgP+ghuvaVoi+jrve+vFTYvW+W0Og9+fe6C7cWnXxPvFxftvqZ5XYRYseubwxI/vv35O8ZTCcMnM5T/cts+rdeOZd987P9547cDU+NLeRxwmI31fn5P5K0mwLyMPeuc4MkDwUKePd+JOQmrz9pn3uU7aTtrTro9cqsE8vMuNW/Qthk59p+EzJ9hXmzPkZOw2p8vNYJrkeIYwY4uxaeyRczETIwTz+ip11KSzn7Kdsf3FxthW5njeRjoagkVFUH0lpXmpPJKHMGZZLpDTasX9Vky//qWsY9bT1rNW3prMPbRr0s1OTL547lD+cwEOADgDl85lgyqoOodB+SEAS7wsRl+wKJ+fIthcYZPMOQr/KpQvHgVVZgkiGNB7eM4771QU+qebQ1J/Q0lb0XdrNhQ7wuzLE79ouvSj9unhwu7lFZ3LyWq/fc2sgpWKXgO1/+Eqd/6173eaEp+pXWrlH6pfe8P96ytYn/mAj9Ff4SDNlV8NAVb5JxrRUjWaODRxSG35b78ncvFxnEto90+jhYC/yyI0B2AcIAqwEKAboA1gLnsHCjJ5qIh7A+Uz96AmgLkkjhJQZwZ8FQ98gLweoBH6M0DbFUDPge4TcF+PHsIx/EOym9nCyuwEt4V7m1+mRhqivVZH9AMG1phv/NT0M+FaS7nlJ8pMXehW+j0YDDxBAsTbi0G5/cRkhRJWVnd5PTyyI7SouaWlfllk0ZobVm64euWNC9bf0PXteQsRyS4040cr/ulvm1yI/qebANFO9hdNduQEmhuJyi8fmtAsNBddjVpQK5qPFsAMlqClJ9CizBjzwWhjY7mcBhwpUfBIYbj8OK0YceeWv8h8QJ5BIeq5MGdG7B6l5v2RGTMmM9VTspnRouLyM3Va5n30FwDCvM+cAeOuPDVaWFI+XmcAAmZuRSaMkQ8NMf+OUgAEycxvRgMF5YMnmbeh/ifMm7A++tibIwZzOXT4BvMc8MfHHGOOTtYcHTWay1HdBtg2jMYgPQ1wFmAcgEXrmSfRdoC9AIcBWGSC1AdQCtBCKcwh5hDM8yA8b4K0FGA9wF4AFi1ingb6WpoyTzHXo3x49m7mAWCpj9nD3K/gxwG7Af8Q6F7Aj0KZ4sHJ8n7AtP57k/R9ULYDfmQSPwx0D+CHlJ+Y+ZgHJ8ubmU3Kcxsn8RCzYcTrE+q8UC8CxAAYyD0AuQeAdQ/QH89Bipk7mHXKSMOAywHfkMXArm0jfknZo22jDlf5ELB0G7B+G3BuG3BuG/VLma2X22zNtilmtkKbrdBmK7TZClyJMRtgvA1UDCEVAETlM/NZSMcVegrSMYDTCv1OSAcAhmiJuRH4GIZZ7WKuHyn0gZCtGo3L5bXPM9cBq2XmulFXXvner0oaLRVEwMZJbKJtVyq1K0c1ekpdOerOy2JotbbOyCxHtwAQ8KGXowBAJUADAMssHwmU+k4wV6Mb1Eg2+raT7cx2djvHxhqw5ST43a2ghnzIwhSjBDQI+zoTuCap6dH0axhBI2piGlnTquHWM9uZvQzjY0qZWqaF6WQ4autUUyuorZvJT60Y0A3pUrox3Wkdl+LH+NP8WX6c57IfWlr5JN/D9/MD/BCvGeAHVCSp69H16xhBJ+piOlnXquN8KjxUt4PppsoAUgGgB2AAgAUedwJdZK4F6ITd6ARWXAt0BCmCkgBwGvJnAXNQMkE7E7QzAdUEVJPyn7AmpaYVIAnQM1nLX6m5/AxtP05rAEJQawSqEXh7FtJxmgOYAyUDlAxQMkCr0+QizFCAVARoBWAU2lkAkBpIL9fFJuuTALxSP660uVwn02fJRbkrNBbGqTAeCuOBMJYTtXXlcj4kFoulU+oMdhZ2HmTXS+uD6wvXH2RbpJZgS2HLQbZWqg3WFtYeZMHzCZYWlh5kfZIv6Cv0HWT3zj089+TcU3PZzrnr526fy9TQ91QjkVi5gvODFB8dcbnLa0x108hhWE4npIMAZwAY5IO0FKAWYD0ASw5D6iPPAvVZoD6LWgA6ATh44lmqXiD1TdZR+qBSR3O0nnyjnoGFPzMytaKlbg6o3E6AQQAG+n4G6p9RWmdzhxV6CtKzCr1lsv2QQvdBevkZBhTcMkXNLYPjtwzVAnQC9ABw6BSzFJ0BgJ4h9QH0ABwGYJllcC9llpJn4X6GPMNEZUOZzYfsYKGQxawW6gSiBxkw4KeU9BEl3aWktUoakI1zDJ/PMbw0x/CdOYYQZEghqoOKB5TUL+vqDEfqDC11hnCdAXpzID8yEJuS8jTFnyjp1UoalXP8hi/8hr/5DX/1G37gN/T6DVf56XO5cHYNJEdJdTTFDynpHCUtkHU+w+s+w1KfocZnqDPgAxhGRzOU1KukHpriT4+YGkxI8zz+FDVAT3gkEfalCVIQzowk6gBNjCRmAro0kjgA6D9HEvf7XsBfYMWk4c9HAud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CqEroCMCAhBQjjmLoEoSDTuMEVqifb1OnsX7qZ/28X/Qb+o399v54i1pZUOxVV0g0WaIioCp/VF/UQJQoi1Kj2qOEPcoRxeWriXnaFPnMSzBNm/K271Pftz6RUDVkGjLzg/WxLJ6OAE4ABB1kdkh2SHb1RnGw9kjtiVpx0HfEd8InDh4+cvjEYXGw5EjJiRKh+jKneasWsTWsn93ODAorZXVsDjMsEmtEv7hdGBRRKupQCwZ/TF/MQIwoi1Fj2mOEPcYRw4didsQEYkZiRmOMAdOIadQ0ZjppMrab/KY+04BpyLTDZFLMpeY6s2oynKxv5O9gUXcABwCcBoCHdM6ua0aAR3V5SJf9wH26rAK365wTuExyACd8vQ27AeAhgLSTshO4TMoAJ47wv6OtD3gIwPnf1ay8snw1n9vzHfmc8tnJfDaaP5bPA/kj+Xykfho/pEd5CFEe0qM8hJ6H9LEPwS84gBPRvqXbvQW7t3S7t2AnuR9r8wP36ZwK3K5zTuAyyfG3NGeVrT6V3wuPi4AfABwBCCoFrgOs0SVFWvB7gVW+PVhY7B0I8e2aCwchSF6E5ERIlk6C6RneRfU2vh0ut8PldjiRkgKok1J4hG/TmqTtNm1mhEybcqS+Co9KGco22gXgNAf4AZ0rBa7TuV26je2MHAAe07k+4B1n+i3SOQX4+76Cb8e9DZyNb0LrJjWGU0oKnucJ8ZaEEN+rLU9QQny3VmQHCUaIJkl9IhdYeys7ruPf6vgBHd+p40t0bFNjnNZ/Oq34zHzMaa2P5rMpH80ndfyJjleocfnWj/OtL+ZbH863PpRv3cc+wAesleWqGXnWD/Os/yfP+kye9Yk86x151oV51rl51gvypKsicpCVZ0vMLtNxlprqsJ5yWN9zWP/ssL7ssD7osHY6rNMcMGdf4KFpZffp+G4dVz5TYVUqrNkV1r0cJxO7VLNR1D7O2aVkFdGau1YJiSid8FzNVwCSpfnqQTI13zyQDM13JUii5rtDqY/Ca/Ew3kgUHseGLZLGau7NUMdEiEVzXwZi1Nw1SoiNa24nyHdabzbIt1pvDsjXWm8FyFeSPMv+L/VyuGH/pvXeD/fsUyqSbtk/yMWfBA1pvjpYPxMZne2mWlaAZo1UGQX7teZGcOxxzV0E8pjmzgd5NEIe1twKyINa72SQ+7XeO0B+qfUeBdmuFa2U/rZRke7nHnLpdJ3my4R6reaTHvo0XynIGs1XCXKFVvsqyHKt9qjsejkbZqhs1ktuPdJurdcN9aKJiXRRka5eSJW65/M0n1ySFumk3sqaJybSxBrlix1rYMO6F1Vzl8GsVnO7QGZGVm6G1usBqdaKsMasSiu6Hys3dWKASTI/z7J8hCEdOTX3kzBStN5JIDlabzNIpuyJoBInRk2gWj2oeM0treya26E8x2KoV/cYTS62/WnlNPx+VxtiF2vKt2rIwjTlmyKQp5XPfYuVz3whvNYqn2ILP/m0cgSmh2vBqjHKu+6jyju9ecqf3LBQM5U/uicrB1wblVDRPiXoy1GGEVigd7Gyq1f38FsXumnK40UhztB7R+8Fyj1uj3K3KyRj+AWMb5RjwNFW90Zli2uzchVKYb3vZmWdO1vpK7pMWVEkB0pVlrvnKcswkcvRp6f3cqXbfYfir9Qjvsz9qnJhpT6H1l59RufX6opZvfOUFkQARZ1UIILpqEsvuk6u3CfXiEpYY/BV5aKqZzmewmwAcKU62bzffJ15sXm+uQHPm0JzgTnXnGNOsiRY7JY4S6wl2mKxmCwGC7eQhXgSPshUj/wWSTLZJTEZJDbovJ1LzCMfRJxZOM2mQKJo5a0XNgSqPK0hc3heoNrTGjC3X9oxzNjPOllrYGQJtS52BL6+0Bli0XMXBIzOBhZIaKXW+Q1pMA7wm0KM5neEWFj22Jopf8TfQ4wVb70tU9KWrbd1dlLKhrq0uoTa+JqWph9B/gnc3OQ5e6V5POdI2YG7Wi/sCDyR3RnwSiac3dkamCR/6N/DV/IVzU17+BWSdHbsYcv4yuZ5sp0ta+qE2XTdjGr5FTAjnyQw4wupVpqhfeEPzNgwmpuGa2sjRnPYsDTCppmjGy2IGDX+0Ejcwhp1o0Zxi250f2RAN+LAgKokMDOuJLc+oNu4UjdLk2bDLhc89bqkybDXBYNhl1dXzz2rLoqofxNR/0aqQ4yd1Ve6ItEWkUsfwcWLYOP5H7x6Gv4/OrHgzA2rO+Q/aPzO5h6AP3DLhmVpgYHFDsfw6g0T/7lx+RcvWSZpd09gg7OnKbDa2eQYntnxI+oOqZ7pbBqmjub5HcMdak+TNlOd2ezsbuoMtm2uXnvOWDefGat684842yydVcux2tb+iHqtVLfJsdbKsdbKsdrUNn2s1nkNrLW9Y9hCDZ2NCyM0yGOisVv8mbmdDSn2vlp960zPTbsuc6+B2OMU4+kMxDobAlaAVJXUl9RLFba0VMXJf8JNqNKum56buZc9PqGyozne2UDr05qXN+FvHa7166/ChTVet25iS0UU6z3Nuh4G68Gt1y9YgpewTm+d0K+nq85eHk/EltZ5GjuGfb7mtOVNmfIHLPne7elcRx5PZECPhzAmZq2/6KfoL/oxppQpb/o+9H3lEyP6G/4oYEx/wx/B2/0oYAxv+DlipHa0dqxWjPhGfWOwPTx6eOywGCkZLRkrEVUTEcihOhkiPHtf5Vl3lWz2MH22+rwhrves88gpf78GkDyyVa4Krki73s8DL54zfT1nmXUR5VV6l0jrurMF/B/cM1s9DWVuZHN0cmVhbQ1lbmRvYmoNODUyIDAgb2JqPDwvVHlwZS9Gb250L0Jhc2VGb250L0pQU0ZDWStTeW1ib2wvRmlyc3RDaGFyIDMzL0xhc3RDaGFyIDM5L1N1YnR5cGUvVHJ1ZVR5cGUvVG9Vbmljb2RlIDQ3IDAgUi9Gb250RGVzY3JpcHRvciA4NTkgMCBSL1dpZHRocyA0OCAwIFI+Pg1lbmRvYmoNODUzIDAgb2JqPDwvVHlwZS9Gb250RGVzY3JpcHRvci9Gb250RmlsZTIgODQ0IDAgUi9Gb250QkJveFstMTY3IC0yOTkgMTA2MyA4MjhdL0ZvbnROYW1lL0ZSU0ZQVStTeW1ib2wvRmxhZ3MgMzIvU3RlbVYgMC9DYXBIZWlnaHQgNjIzL1hIZWlnaHQgNDY3L0FzY2VudCA3MDEvRGVzY2VudCAtMjk5L01heFdpZHRoIDEwNDIvSXRhbGljQW5nbGUgMD4+DWVuZG9iag04NTQgMCBvYmo8PC9MZW5ndGggMjE2OC9GaWx0ZXIvRmxhdGVEZWNvZGUvTGVuZ3RoMSAzODcyPj5zdHJlYW0NCnja1Zd/XJXVHcc/5znPc+/VKV5AgyKSGyE6ZYLMkakBpcylM6bl0ByJAvraREjUNC1FMmHKylmOOeasNafm6o4MnWtMXur8heuHGmtTy4W/NnWuQG8K9+57Plx7rf34d6/XHl7n/Xx/nt/nORcoAD2wDBpZM0oKyhCLPLE0S7lrxoJ5CXMmVtoiXwGs3sVlM0sKYsq8gDa2mpmzFxU/fKrloOjPi3/JrKKCwiv9nzoFuCQGX5klhh6HVIvoY0x9s0rmLYxPcd4RfbboCbNLZxRY21Sr6KtFjyopWFjmiVDPiL7R+OcUlBSd9pUnib5b9L5lpeXzgg14VvQPRR9SNreoLH/LkM2Auzfg6SE2BTMeMyKXjATwwS1/ChYcGaEt1ss4guFYaVUjE5PQhHx1EfVqLVapFFSLdzheRT32S8lACqbpTRLTgaPYiaPWVBwWrRhp1q3yHo+HJKrOsqx4zEeTWocmK8LKVNuwwapTS7ERU9DXTpbINuTp7ShBurUZ+fa3rRVuoNx6CfOVF+XIt+6zxnezUGtfRYaTg6l4E35s0iXWOXc+RqmA1D4LJ3EaQ60MTEeNNV162qiOqgbVoj6yJuAttUd1qCPOGP4Vy7hjcNlpQoMVh8fQIHocMrUd9pu16IsB0n9TitVa57DaIOPPldFfRhrWY43Y10ucH2m6Filaeo4LeED+BuhasaQ7lSLvkZWY4BzFFFWH+a4nZa7EpxtUPdJ1rVOp9lOvNSurzrjiMcz2WcmufKzEBcdvjbRa8DgqrasSuR0fODXWJpmPKKfOqlTTu+YE450JWOXUoLfMjE/eU2VF+jptmKB2WSnw6k1q6825cQ5a56werhwUOhfVZRVwDXYlqXonYAGVqsk1FCNVhytdNbqGuSIko1LmsXHxiqUhLEdqltvl2NpSGJTg9VtJXyv0Z30jL+HAZF/KoH9RE7zuBD9y/T0XJewMhXLz7Dhnst+53a+TPH47KfH0f3OeThk0NjcvYadyjx4Vrnb0tFFinJgnotHELPbRo1LM7rVQHFxnFzsvy551Iyarm2xc5XEsG4ObTzSnwXus+VhzanSkLzLJF+krttFRruM6zgTXuSMCH891DQBPQmMQ1honIDs/LitCfYprOuCyNIrsQpe3rfWiVNPadjFV9fFFJkZaa4JvVDmBysAqd6ArN9NaI7PGXHxqXbdvuKBVkf58rk+S01WOGhtMqQo2LXdfNbkV0u6km+1K7jU74JJMjRLJ7Wj9LHeoNKyOBLer49XO/MqApys305p0s13p83Ut7RbJ4nwuN1pS0yMr1LjqYOZy97xA9/B4PSrHNVjmrE9Wd6sNn9jS40Lb28butqaqRNPXqqqgx5Ms8dK0R9oKxysTL7NT8k/x0oY6Um3Cr70PHaoH7GNOf65JPOZlD4CjPGZhpC6PrJlX9rkH0egj9MIjMXEidYetusEtBVK0WKPkHS3vWMlxiaxktLES2RN3eN+7dHJE+wivwHu8vbMdgzuP75NyyXuys70zTSYtw6elRLsSExDphS8hxt0v8U706Y30IRl28o1VqXb56hsXUu2YV34RCp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d3ceiMXQJE4IZmI/nEUezq7RnIqUoMJ2svQK/RzvG2wlYiHq7kD09aI6bfeakedsW4RVzyHSZY8FM/TinGISOoBX7bDruxD766ZjqQon4TD9/GMn++1RutgVHzQ6Ov5Cj70AOtuMh6tuZL44c14hsx57jHD7P30jXSCU3qKV9iLNfFBzHPNOEVeF7OFeMuX2mBbmuMag1h+U3srU0czqcgYmhTDs8XIrNOBfE7RR7Eneh1l5izr14M6i3zZyPtKDJ1pqFvXOC2UERtgb1GMiZyeR7PldkcHARReaAzUaqaza7L89N8JI9Y5PDM7A4OG86TGd4TDjLtASdFqg1reHxmGK6wrnmYHhiOIUlajmPB9fVre/BRozNi4SDkLMGo6OpcZv1ucXxvC+WRI/Mzcwe/R9uNDUSjaMw3ndtdH9PT2FJKD2YGw+uibuspHgoa0j7fwu2Z4+eVVgS3W8i0wsS1U5fUECxuISm9yhTn16Q7XesRXl3Q6g8eJInMYJBeX1CCJukwIYwpu1UWw5S32h7o23sgP6Z/bMy+2eWh9BV7dK7Tnc3RFI6310RHgntfqWzj3TOuaPf5PeMSdJhePHw1Sc+fF9uhectcVZUJmj6oIlnaE737vdPJW34MHL5sSGeW9tr68Qqh8XdTOlMFqnIY78ROcuzZBI9SUvUE0ZfoLB43rTC20YVr61cWLXMl9XT/bQ/zx/x+LgD8ntsjQnQDWdCosM9pJVtRHiiR+wWPxC7xPfFf4md4j/FS+J74kXxH+K74t/FC+LfxA7xr+J58S/q4Z9ln8NZLEbAt/e87XBG9p/E0+I74tviW2K7+Kb4B/GU+Dvxt+JvxF+LJ8UT+Doy2NoJDKH3urTXaYfwmuxXE/TKK7J/JbaJR3GEfFn2S+IR8bD4S/X9Rdm/EA+JreLPxYPiz8TnxZ+KB/AT3MJ+Hej1el5l+15x/JI+hxRG9uMKeTWMPMevVJiajzgyj5pXHH6MceRenlOX34M9/KrmMt8efgsc6fO1qIUfqa9xPMsWA7699iz332p6XvOeb+mZRA0+4khfww8xi/ZulXlK3CX+QHU28xZ0+L7sJ6V/T60/IeXxRH2P8z7xnq/PKw7fVbkdyCe/wzVxaFLpx9TadtmPio1+H+PbuI5skPIt8RHVsE3Rh8WH1OaDij7AnezwTeWpV/Qb4lat6f3Ks0W8DyM8ey6wb5ulbBLrEnunDjfQ87bjl3GjxlOrHLVat40azwbO3ylGNiiyAS8wUoP1bDVQxJF+htfjXkym5iOO9DPiFX9afcmviev4vfC51vV6audu5VorZY14l7hao16V33uuq7EC01myutdTSa843nUxrf6disRQpdWPafVj6lsVlmMYtSqtfpX65hWHr6pMhbhUXCIuEu8QS8Uvi/PF23nH+7N+u7x56udc2SXil8Q54m3irWKxVqpIdqF4izhb/IJ4szhLnNnzR/b0JtU/Q0qBTvSNsqeJ+WKeRjNV9g3iFHGyOEm8XpzI0o57ztsTxM+IueI4MYeaw1jZY8RPi9niaMwkR8n+lDhSHIHhbCPg23vDtUOHyc4Sh6IfOYS3heP90UBmSo9yjhz/m/j8n5SSIfsaMT2/dx9cLV6ltq9UrkHiFeInEkzl7AxEf7YY8O21AbyDZtEboBbTErE0nUZvO5bpFn3ZfjpdKVL6isnix8WPiX3EJDGC8WSYX1cH3VHQHaV7yPEGyxB9zUb9X8DRL6Baw9ofZNrJFGd6gSkCY26uqzfVo/4nD0b93z0Z/wZdWKlwDWVuZHN0cmVhbQ1lbmRvYmoNODg1IDAgb2JqPDwvVHlwZS9Gb250L0Jhc2VGb250L0pQU0ZDWStTeW1ib2wvRmlyc3RDaGFyIDMzL0xhc3RDaGFyIDM5L1N1YnR5cGUvVHJ1ZVR5cGUvVG9Vbmljb2RlIDg3IDAgUi9Gb250RGVzY3JpcHRvciA4NTkgMCBSL1dpZHRocyA4OCAwIFI+Pg1lbmRvYmoNODg2IDAgb2JqPDwvVHlwZS9Gb250L0VuY29kaW5nL01hY1JvbWFuRW5jb2RpbmcvQmFzZUZvbnQvWkpYUVFLK1RpbWVzTmV3Um9tYW5NUy9GaXJzdENoYXIgMzIvTGFzdENoYXIgMTIxL1N1YnR5cGUvVHJ1ZVR5cGUvRm9udERlc2NyaXB0b3IgNTMgMCBSL1dpZHRocyA1NCAwIFI+Pg1lbmRvYmoNODg3IDAgb2JqPDwvVHlwZS9Gb250L0VuY29kaW5nL01hY1JvbWFuRW5jb2RpbmcvQmFzZUZvbnQvVkxIR0VSK1RpbWVzTmV3Um9tYW5CZE1TL0ZpcnN0Q2hhciAzMi9MYXN0Q2hhciAxMTgvU3VidHlwZS9UcnVlVHlwZS9Gb250RGVzY3JpcHRvciA4NzEgMCBSL1dpZHRocyA4NSAwIFI+Pg1lbmRvYmoNODg4IDAgb2JqPDwvTGVuZ3RoIDIxNjgvRmlsdGVyL0ZsYXRlRGVjb2RlL0xlbmd0aDEgMzg3Mj4+c3RyZWFtDQp42tWXe1zV5R3HP8/v+f3OOTrFA2hQRJ4TITplgsyReQEMnZvOTM2hORIF9LWJkKhpaopkwpSVsxwz5qw1Z+aKkaFzjclLnTdcF29r08qFt02dK9CTwjn7Ph+OvWqXf/d67cfref++1+f+/J4DFIAuWA6NzBlFeSWIRY5YmqTcM2PBPN+cCeW2yFcBq3thycyivJgSL6CNrWrm7EWFD71/8qDoz4p/yayCvPyrvZ84BbgkBl+bJYYuh9RJ0UeZ+mYVzVsYn+y8I/ps0X2zi2fkWdtUs+hrRI8qyltY4olQT4m+yfjn5BUVXIhf2kv03aL3LCkunResx9Oifyj6gJK5BSW5Lw/YAri7A54uYlMw4zEjcslIAD/c8qdgwZER2mK9giMYjFVWJTIwCY3IVZdQp9ZhtUpGpXgH41XUYb+UdCRjmt4sMW04ip04ak3FYdEKkWrdLu+xmChRNZZlxWM+GtV6NFoRVobaho1WjVqGTZiCnnaSRLYgR29HEdKsLci1v2utdAOl1ouYr7woRa413BrbyUK1fQ3pzkhMxZuoxWZdZJ135yJbBaT2WTiNMxhopWM6qqzp0tMGdVTVq5PqI2s83lJ7VJs64oziX6GMOwZXnEbUW3F4FPWixyFD22G/WYue6CP9N6VQrXMOq40y/nEy+itIxQasFfsGiatFqq5Gspae4yK+KX99dLVY0pxykffISox3jmKKqsF811KZK/HpelWHNF3tlKv91KvNyqqzrngMsv1WkisXq3DRqbWGWifxGMqtaxK5HR84VdZmmY8op8YqV9M75gRjnfFY7VShu8yMX95TZUV6Oi0Yr3ZZyfDqzWrrrblxDlrnrS6ukch3LqkrKuDq70pUdU7AAspVo2sghqo2V5pqcA1yRUhGucxjw+KVy0JYgZRMt8uxtaXQz+ettRK/kV+b+WCO78Bkf3K/f1F9XrevFuNquy7y7QyFxuXYcc7kWufOWp3oqbUTE878N+eZ5H6jx+X4dir3iOxwtSOmZYtxQo6IRhOz2EdkJ5vda6EwuN4udF6SPetGTGYn2bjK41g2+jedakqF91jTsaaU6Eh/ZKI/0l9oo61Ux7WdDa53RwQ+nuvqA56EhiCstU5Adn5cZoT6FNd1wGVpFNj5Lm9L8yWpprnlUorq4Y9MiLTWBt+ocALlgdXuQEduhrVWZo25+NS6Yd90QasC/cVcvySnqZFqdDC5Iti4wn3N5JZJu5NutSu51+2ASzI1iiS3rfmz3IHSsDoS3K6OVzrzywOejtwMa9KtdqXPN7S0WyCL84XcaElNiyxTYyqDGSvc8wKdw+P1qJGu/jJnPTI7Wy34xJYe59veFna3OUUlmL5WVAQ9niSJl6Y90lY4Xpl4mZ2iz8VLG+pIpQm//h50qA6wjzm9uSbxmJfVB47ymIWRujyyZl7Z5x5Eo4fQC4/ExInUGbbqBLcUSNFijZJ3tLxjJcclspLRxkpkV9zlPXH59JDWIV6B93hreyv6tx/fJ+Wy93R7a3uqTFq6X0uJdiX4EOmF3xfj7pVwN3p0R9qAdDvp5uoUu3TNzYspdswrvwwFLwSfVEtUrIrdm7Kj9Vxwt8o8d6POOjwnWD8neO9zHS61ZG/xvuDuc+I+2LFvWJ73ZQcf6Tak1QzNPPv233Hi1jtUF5SZkFWSD3H4e8scp6a9Rr7Dk4Jbb57ylH3mufV47CMo1FFoCJeycBFZvl0tciKBu5GJXCyRb1AdDqlh4f548LjMXJzMl5nlTJl/uC/Id1qFexsVbsslc4iJD04Zfv/kvhMWFU0vnm3OEp/gNnNv/IfH8++mrJC1XDkIyvaxSY2lQouyImGIEBkk28k28iZ5gwyQ18lrZCvZQn5Cfkz+g7xK/p28Ql4mL5F/k+5p/JXyRVxAvuydi9SMrHGe8jnyLNlMfkT+hTxDfkC+T54i/0z+iXyP/CN5kjyBJ2XPOvJOEO1d2t4V2cY7lN8O01jeovwHsok8jAPCQ5QPkgfI/eTv2fd9lPeSe8hG8ndkA/lb8k3yN+Qu/BoPSL92dWiht6V9Y9FyY+9AhHh24jZqy8WzQ25Dl9iMRwszxWYsGm9ggHC73Ac6K4TX5fZOk7jX5c7RQhNXxxZ+xb7W4jVp0ZG3sb0me3GBaMZmNNPSq+EajEcLTQ2vYLTIW5nzMrmF/AXr3Iz7hD+n/BLtP2PrL9LyQri+F+R3i9FMfcai8VPmbUSW8CeyJho1zH6erW2g/GOy2uxj/Aj3CtfT8hz5LGtYR+8PybVs8xl6n5adrPEDxlTRu4ZczTX9PmMqyQqYr2NF6Kr0bRUtT5Erw3tnJYaJZmQtN/AKjqecEeVctxUcT5nM3ynxlNFTht3iWY5l0qpDjxaaGV6GJzBEbMajhW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