Title 17C Land Use Standards
Chapter 17C.124 Downtown Zones
Section 17C.124.220 Height & Massing
- Purpose.
The height and massing standards control the overall scale of buildings. These standards downtown allow for building height and mass at a scale that generally reflects the most intensive area within the City. The standards help to preserve light, air, and the potential for privacy in lower intensity residential zones that are adjacent to the downtown zones.
- Height and Massing Standards.
The height and massing standards for all structures are stated in Table 17C.124-2 and as shown on the zoning map. Bonus height may be allowed as defined in SMC 17C.124.220(E). The Bonus height provisions are not available within downtown zones that have a maximum height specified on the zoning map by a dash and a maximum height specified after the zone map symbol (i.e. DTG-100).
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- Changes to the Maximum Height Provisions.
Changes to the height limits are not allowed outside of a downtown plan update process.
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- Pitched roof forms and accessible decks may extend above the height limit; however, if the space within the pitched roof is habitable, it shall only be used for residential purposes.
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- Projections Allowed.
Chimneys, flag poles, satellite receiving dishes, and other similar items with a width, depth, or diameter of five feet or less may rise ten feet above the height limit, or five feet above the highest point of the roof, whichever is greater. If they are greater than five feet in width, depth, or diameter, they are subject to the height limit.
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- Rooftop Mechanical Equipment.
All rooftop mechanical equipment must be set back at least fifteen feet from all roof edges visible from streets. Elevator mechanical equipment may extend up to sixteen feet above the height limit. Other rooftop mechanical equipment which cumulatively covers no more than ten percent of the roof area may extend ten feet above the height limit.
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- Radio and television antennas, utility power poles, and public safety facilities are exempt from the height limit except as provided in 17C.355A.SMC, Wireless Communication Facilities.
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- Architectural Projections.
The height limits do not apply to uninhabitable space under four hundred square feet in floor area that is devoted to decorative architectural features such belfries, spires, and clock towers.
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- Ground Floor Allowed Height
The first story of the building may be up to twenty-five feet tall and still count as only one story.
- Special Height Districts.
Special height districts are established to control structure heights under particular circumstances such as preservation of public view or airport approaches and protection. See chapter 17C.170 SMC, Special Height Overlay Districts.
- Downtown West End Special Height District.
For the properties shown in Figure 17C.124.220-1 that are located in the area generally west of Monroe Street, east of Cedar Street, and between Main Avenue and Riverside Avenue, the maximum height shall be as shown in Figures 17C.124.220-1 and 17C.124.220-2.
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)
Figure 17C.124.220-1
Notes for Figure 17C.124.220-1.
-
- Thirty-five feet high from Cedar Street and Main Avenue street grade (highest street elevation fronting the parcel). Horizontally, fifty feet in depth from Cedar Street and Main Avenue right-of-way/property line.
-
- Seventy feet high from Cedar Street and Main Avenue street grade (highest street elevation fronting the parcel). Horizontally, seventy-five feet in depth beginning fifty feet from the Cedar Street and Main Avenue right-of-way/property line.
-
- Seventy feet in height from Wilson Avenue street grade (highest street elevation fronting the parcel).
-
- One hundred fifty feet high from Riverside Avenue street grade (highest street elevation fronting the parcel). Horizontally, one hundred feet in depth from the Riverside Avenue right-of-way/property line.
-
- One hundred fifty feet high from Cedar Street and Main Avenue street grade (highest street elevation fronting the parcel).
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- One hundred fifty feet high from Riverside Avenue street grade (highest street elevation fronting the parcel). Horizontally, two hundred twenty-five feet in depth from the Riverside Avenue right-of-way/property line.
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eG/jn8KPGGpQ6P4b8ZWuq6nPrV34dW2jiuFkGp2Nob64t3DwrtK243gthWH3STxQB6zQAUAFABQBW/5af8Abb/2nQBJB/qIf9xf5CgCWgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgCte3ltp9nd397MttZ2ML3E8rnCxxRqWdmPoACaAPnz9mayur7wPrHxN1KFotS+NviC98bqr/wCsTTL3y4dFib0Kabb2+R/eJ96APoygANAHwL4m/ZY8d6tb+G5rXWtGk1fWL7xCnjS5uXnBFpr/AIi0rXGubFhExknhj0eK3RZMLsI5wgFAHS/F39mbxB471X42eI9K1nGpfEK38K22lWE2r6jY6eI9CurW6uftMVqWRJnNttiuERpYwTtIyQQDkrL9nn4q2njrwR40/sHRSnh7S4tLk0//AIT7xQzwGHVp9RE7XhtfNvgwmx5Nz8i42D5aAPatX+C3iDUPh5+0n4Ri1KyS++M9/rV1pUrGTy7ZdT022s4hcfLnKvCSdueKAPn7xB+w/qF94g8THQ/FH2Dw3rtlPFA+pX1/q19Fcy6ANNV3kvZJ3eMXKhinmY8vIGKANGf9l/4r/EbxifFPxb8Tw22ltql3fw6DofiLWXSyebSrqzLWd4EsZo45Jp1YwD5FRQuXoA9M0/8AZtv5tJ/Zf0bWfEV5ZwfAzwcmg6nNoGq6hpVzdXkenabZoYri0kglaEvZsXR2wwI3A0AeQy/sXeLY5/EF9aeMo7268TW3icm21e8vr6w0m+vfEcfiDSp9LtZGaOBJjbxw36RqnmKAwJI+YA5v4wfsdfGL42arqfj7V9f8NeDPHuqSIYIdLnu7m005bUaVBE0c728MkkksFvdLISi4EiJ8wUkgHuOjfAHxz4B+HPwi07wTJoOoeL/g54n1vWNPsNQmnttJu7LWF1a2+ztNFBNJG8cGoqysI2wyFcYbIAOHuf2cvjHe+NfGvijWH8N6xffEDQLTT77UbPXda0e2s7tdDOl3DJocEU1pcJvYshmbcBjoQKAM7UP2Svih8RbbTLL4g+KdE8J6dNa+HdJ1e28Ng6j52n+E7HUY7DP9pWQikea71EySB4sIsaBct8wAJvB/7I3xF0XxX4U8c6943i13XPC2t+FGl097+/8A7G1TTNB0tdJkubvT+IDfoESeCUoSsi7d2DkAGj4+/ZQ+Iviv4heO/ijZ+PrSPWvF82taMuizwx/YIvDmoaIdJgj+1LbG681ZY4rhk3mPduwO9AHHeDf2Pfin8IfG0Xiv4d6v4b17T9J1O0utF0bW7i6tILG1fQtZ067tUkt7Wc+XHdaw8kKBfufJleKAOo+LH7Gmv+N/h5+z74I0fxVYwzfCWyudJ1i6ukkRNQ0/UYrRb2GJED4V2tQQrHGAM0Acfpn7FPxRsdPbXZPiJp8njK/8L3fga804QqNJGgy+F49AhSO4FqLsus1pBOVZvLzvIXcc0Adl8MP2O/Enw9+M3hP4qReJrFbeHWfEGo+JtMg8wx3zXVpNa6PcxbkGJoUu545c8MhT+4KAP0GoAKACgAoArf8ALT/tt/7ToAkg/wBRD/uL/IUAS0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAfO37TN9c3fw/tPhrpU7Q698atYtPBFoyctFa35Z9WuABz+506G4fI6EA0Ae+adp9rpWn2Ol2MS29jptvFa28SjASKFAiKB6BVAoAu0AYcms6Ldate+E01iBPEMenJfzWEMyrexWdw8kEdyEB3KpeJlVsY3CgD8tPEXiL4i+FPDvgfxLbfFrxPNpXiD4h69dab4f1fWNS/tTXdNsr+z0jTtIsL6K3ZWklCy3Qikcb9+ApRGKgHZftC6x8TdP8X/ALR2taVr2o6T4b8NaV4LsLC8/wCEi1DTLWyk1K/sDeYtbeCSNEeHzDLdq3mRLkKh3GgDhLDxjPJ8RvhhpFx8YNBHhT+xYp5pU+J+vmwub1teuUlWwvzZCTULgQBA0E4jVThA23mgD2+Cx8R+D/hV+2XrOleLvF17rPhu51/T/D0up6vfX72cFnpcFzbNZieR9riWdvnXk8DPAoA87+CXxE+N8n7Q3hrwh4v1LWNW8B+KPE/j/VdKvpd/kxW+mCaw/sm5J4Iikt47iDPaVgPu0AeU+MfiT4zs/CPi+68HfFHxDfeLZrvxrH48srjV7w22gWll4yhtNCm3qsradvs22KYwDJEWfa23NAHd6dD8WfHPi3wV4e+E/jp9YWw8NHU31vQ/H+p6roen3i+IAss1zPe2ay6ifswMZtnjAGcAgfNQB18dt8T/AAh4rvT4A8Sa54i1j/hfZ8KWdh4x8Q6rJpL6HF4TfUfJlkEV+yp9pnZt6xMSQinhRgA+u/2ZtX8Ta78Dfh/q3jG6lvPE95a3LajLK7ysZlvLlSA8io7KAoCkqDgDgUAe7UAFABQAUAFABQAUAFABQAUAFABQAUAVv+Wn/bb/ANp0ASQf6iH/AHF/kKAJaACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAPmqHHxD/aWnuAPO8P8AwA0E2sbr80UniXxOqPMueQJLTT7dOOoF170AfStADJJI4o3lldY4olLu7kBVVRkkk8AAUAfN/wAAY38V6r8UfjZOjNb/ABM1xbPw3M4I8zwvoKvZ6bNFuwfKuZGnukOBuWVW5GDQB9GPa20giD28biB/MjDIpCOM/MuRweTyKAHPDDIHEkSOJMbwyghsdM5HNAEP2CxGz/QoP3f3f3a8c5444oAnMcZDqY1Ky5LggYbPBz60AIsMSlSsSAqSVIUDBbqR9e9ADPslttkX7NFtmOZBsGHP+1xz+NADoreCD/UwRxcY+RQvv2AoAd5UWc+Wud2/OBndjG764oAcqoihUUIo6ADAoAdQAUAFABQAUAFABQAUAFABQAUAFABQBW/5af8Abb/2nQBJB/qIf9xf5CgCWgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAMLxP4g03wl4b1/wAU6xOtrpPhvTrrVLyZuiQWkTzSMevRUNAHkn7Nvh/U9H+E+iax4ihaLxd8Qbi78Z+IPM/1gvtene88lz/0whkjgH+zGOBQB7xQB4B+0nr2pWPw1n8I+HpzbeK/i3qNp4C0aZDh7eXXGMFzeLgE/wCi2nnXBx/zzoA9m8PaFpvhfQdE8NaPALXSPD9hb6dZwr0jgtY1ijUfRUFAGzQBxfxFvptN8DeKr628W2ngO4ttOmaLxDfxRT2+mvtwtxJFPLDEwUno7hc9eKAPgD4XftA/FvW/GnwSs/FPiu3utA1ma68P63Y2b6P/AGrPq41PxBaQvfWiQs/kpHpIVprVkjZwzrlOKAKnjD4ufHyw8M/tE+MLHxN4ksbLwr8QoPCnhydbbwuumR28njDStJeK0a5jNx54tbiRd91+6Gd2cgGgDW0n4n/GS6+LvgPwXP478SDRG8NaRq+qAzeBjK9xd65qtrMb2VU8uRPJtUQLZEuAOm80AdxpfjH4teF/gn+1d401T4naj438QfDi58U6b4be+07Sbb7I3h+2lkhmC2llbJI8rSLvEgZflGAMtkA8c8XftUfG/SNS8VSy2Ungz+zL3ULZdK1WHT702VvF4Y0u+W8mks2lDJFNdSXJAkztG1sDigDpY/2g/iV4b8Y2/gbw/r/iD41XukeItZs9Qiu7Lw7pt5NaDw7JqFm8d3bTw2csSSxGYMFhk2ERsjEZIB0198T/AI0eJdO/Y/t/D+ta8l/8UfBl3r/itvD1roJuJpreDQn86UatH5KRIb6UusOGOflBwKAPFNB/aT+O1vqHj6LWfFV7a2RsdUexvde0/SFtLO3/AOExg0CLVtJ+wxI8sNhatK10t0chvKYja+SAQfF79qL4w/BvxhYaNp3xEHxB8F+DPEmoWesa1PYab9o1a0utG0SS3hmks7WOBXs7/WF+aFE3LtWTJBJAPavBfxV+LPij4N/s4Wviv4mL4K8UfEfVfE2n+KvG8FlpyPC+gNqzRQwQ3dvJZxtMbNQS0R+RWx8x3AA4ST44/FqXxB8Z59L+LFz4n8OeAPCEd/omr6Xb+GbTR764Pgu31ZbxrO687Um8y6lMoETPGMhfugigDM8Y/tL/ABY8HeC/EPhbw/8AEUePvGt9deFZ9A8Spo0N/NF9u0651fWLCSz0aykSQxpYLEGEOYxdIzkbd1AHS6Z+0j8SvFvx38Jnw54g1G2+FvizWfCNnZLPZ6V/YCxaz4bh1i6srq5MX9opeyF38gBgm8bD3WgC/wDGH9pz4hW/iD9oXwr8MNftrfxF4ZuPC2jeB4b3Tz9kk1CDVdKtdfdrua38qZZH16K2dEdmgMDN8pkU0AeX6Z+1Z8UvHEPjXxlY/EV/h/Z+ENF8WeItO8L6hp2mltQvtD1K0t4NAuftFsJyxZnt8xMshYhsnigDqf2t/wBpj41/C/4iXmgeCNXTRrLXvh7pkWkWUtlbXL2nirWry98i5ZpYWLCK306bcjHZx0oAx9U/bI+IUWseLlt9fEGhW/wrmtNJnOkP5P8AwnWn6DHr0979ue0+yN5iyywC28w4aDPlgNQB33wS/aQ+Lfif476H8MPGlwraRrmveN7zSryO0hRL/RdGeayitmdIl2y2l1bEtg5ZJUyTzQB+ldABQBW/5af9tv8A2nQBJB/qIf8AcX+QoAloAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgD5r/aQLeJ7D4e/By2PmTfFzxTaWOqQqcH/hHdKB1PWHYf8APN4rVbdveZaAPpJVCBVUBVUYAHAAHYUAOoA+aLnPxA/aatLNj5/h/wCAnh77c6dUPiXxMDHAWHTdb6dDIR3AuAR1oA+l6ACgDzf4oeNvCHgnwpreo+N7P+0fDkOkanf6pa+RFdI+nWFq810ZYJWAdCNse3ByzqDwSQAfPngf4v8A7O+reLvhVpWgfCxfD+u6jp3keGdQ/sHSoo9Ft7xtT+zWa3VnNN9nF2umXLxpCShC/OVLAEAm8VfHb4VReGfirb658ENf13wH4U8TjRdaL6Roc2l61rkmuWem7YYLjU082Q3tzHIZJ40+7v3bgBQBhWXjX4ES+L/BPhK1/ZYnj8SjTrPVrFB4f8Jr/YVpd6peQQyNINUwn+kW8s2LcyEZ3ffOKAO98P8Axx8Ba/4A+NfiXU/hH4k8KeFPh62qN4rs9c0zSV/tS6t4pH1OJILXUbtJ5QsYEhlKhty/M3OACDwR8cfgN8SfHN54W0Hw0k3jCLxR4h8JX5utLs1livtDsYxdvM/mO5intQqROM71GxgoUgAHnWlftA/s7+CNO1D+xvgbqPg2y0m91H+w4bLw7otjFrdxHqsPhzUJNJaG9SLd591GknmtCxjbJBUHAB1t3+0p8NfC2oeFrPUPg94q0KTTNGtZ47iPTNFeLw5peq6mdGt1le01WUxxy3FooK24cbQpYDGAALoXxu+EOv3sOla18F9X8HxL4svfh1HP4j0jRIrVNTvrK71TUbbdBqN1iKSK0Jm4w7OmQ2TtAPV/hvofwZ8dfDnwzqvhP4beH7HwRex3Mul6ZLo1hDDAr3P78pbRI8SeZLbK52n5iFY8gYAO/wBW8A+BNd0A+FNc8FaDrPhZpjcHRr7TrW408zNK0xk+yyxNFuMjs5O3O4lupoAzLr4TfCy+1Ntbvfhp4UvNae3Fo1/Po1jJdG3WD7KITM0BfYIP3e3ONny/d4oA09C8A+BfC6WSeGfBeg+HU00ztaLpenWtmIDdBBOYhDEmwyCNQ+MbtoznAoAdb+A/A9pbmztfBuh21o11b3xgi062SM3VmVNtOUWIDzIio2NjK4+UigCSXwT4MuBbrP4R0WdbS4mu4BJYW7CO4uZ47qeZAYzteSeJJHYcs6hj8wBoAzJ/hh8NLrUbTWLn4eeGbnVtPupL61vZdJs3uYLqaQSyzxStCXWR5FDMwIJYZJzQBrap4N8Ia5djUNa8K6PrF+FjUXN9Y29xMFiEwjHmSxs2FFxIF543tj7xyAVpPAPgWXSE8Py+C9Bl0COd7pNNfTrVrNZ5FdHlFuYvLDssjAtjJDH1NAF228J+FrK5sb2z8NaVaXmmPdy2c8NnBHLbvfsHvGhdUBQzsAZCCN5+9mgDoKACgCt/y0/7bf8AtOgCSD/UQ/7i/wAhQBLQAUAZusapbaJpWpaxeLM9ppdtLdzLbQyXExjhQuwjhiV3diF4VQSTwBmgD49b9tvwJDF8M7i98M6ppkHxF0DVPEjHULizs5NNsdKnuIZFmiuJo3knYWsjCGIM/wApHWgDdf8Aav0yP4QX3xSn8D3ul32meKNP8J3mgapqNjaNbXmptYtbPPqDSNbJEYdRhkZi2FBIPKmgDkte/bRs9A1HWtMuvBGmG68O+EYvF16jeMtERpreaxvNQVNOVpM3g8q0OZIcqMg9KAOntv2m/Et+Ph0+kfCi28RW3xG1y48P2l3onjDRdStILq2t5rtw9xbNIjYgtpGIByCAp5IoA6vxR+054F8J+PdX+G2ovCnizTtf8MaFbac19bR3l+PEvlbbq2tXcStHb+bmQhT0NAHH+Cv2tIvH58N6j4b+GmpXPhXU00iHVdVl1PT4G06/1mwi1GK2S2lkR7jyobiIzNGcqXAVXIbAB0Hw/wD2q/AXxJikPhkRahcWXw+Xx7qVvaX9rdSafl3RtMulhdjHcKUOQ2PpQB5bN+3FZQ+D/Bvi9/AOni28bm/eyX/hMtCEUcOn6fa6hKtxdNKIo7nZdqBbMRJntzQB26/taWE8kWsWvw61p/h4uoaRoN34jnuLaB7XXNasbW9tbF7Bj5pAN9DDJIDhZW27SoLAAy/gh+2j4S+OXjTwb4I0Pwdq2k6j4p8H3/iy6lu5YXj002Opy6cLGfy8kyyeUZVK8bCPWgDnPCv7dWi+KrET2nw5u5Ly9/ss6fa2Os6dqBk/tW/OnQxXbWzubWbzQD5UqhiuSPumgDS8S/tveFNKfwiuieFf7Vg8Vabot8bzVNasNCsbKfWrTU72Kzubq+ZYllji0t94JHzMi9WoAu2/7ZmjHxm/hK78DTSNBPHYSPpOtabql614+gRa+Tb6dBKLia28qTyxcxgxs/Q4NAGFb/ty6U/gu18YS/Di6nh1K3v7nT10zW9N1G2uVsrKG8MX2q3crHMPOEUsTqDFICDuHNAGx4i/bJtvDF9Y+HdZ+HqaD4y/tPU9K1XTte8TaRpNnYzabbafeDbqdzKLebzoNTiaMKQ33uPlNAH2lbTGeGORlVJGVS8YYPsYqCV3LwcZ60AWKACgAoAKACgAoAKACgD5q8HgeO/2i/iL42RvO0T4UaPB8PdMfqp1W+aDV9bdD0+VPsUR7gq49aAPpWgCjqepWOjabqGr6ncpZ6bpVtLeXdxKdqRQQIZJJGJ6BVUk0AeC/sy6bfS/DuX4h63ayW3iX4zatd+N9QSYESxQaiVXTLZwenkafFbx46ZU+tAH0RQAUAfJGsaTqXxj+MHxf0mx1gaPpPw88Er4Es7t7S21GBda8TNaavqEklrdpJDL5MFlYDY6kHew4NAHOeAP2PT4L8a+FPGM3juO9/szUX17WdOtNKSztrvVhca7cW72arcSC2t4z4gmBiAfO1DuB3bgDZ8T/sg+D9a8H/FrR7D+yLPxb8WPFqeJr/xDeaPFeO8UOvWWuxafdxGWM3EAezEZVnGQc0AY2n/sn6vYeN/B3jlda8AG/wDDGl2WkG0TwNEtrBFY6pe6ikulR/2n/ocpF4VZwX+ZQ+O1AHsV58ELe7+Hfxq8AHX5Ei+MV/4hvpbzyAWsTr0QiZFTfh/LxkEkZ9qAPN/Bf7Ivh7wX8YtC+Mtl4luZNc0258Uy31ssIjh1CPxFdT3MAlAkID2hupVR8ZZWIOBjABxutfsYaj4k0e90XxB8SbXVbDTLrVLnwraTaEjWth/bPiC11+9F/G14TeB2s0hxmNfLLcZOaAO/8H/speFNP8W6F4z8caf4W8T6l4Y0S20nR7LStATSNM0+S11K81JLq3sxdXKrIXu+eT8yhhzQBsa7+zL4Z8UEW/iW5tvEGjyfFO5+JtxpuoWMVxbTPPpFxpYsZI5GZSq+f5gcjqMY70Aer/Cb4e2nwq+Hnhj4fWF0Lyy8MW8ltBKsQgBjeaWVVEalgoUSbQAe1AHolABQAUAFABQAUAFABQAUAFABQBW/5af9tv8A2nQBJB/qIf8AcX+QoAloAKAEoA+S9Y/ZF8Ja7o3hLwjqPjTxJceBfDlvNBe+H2e1+y6qWu7u9hkncWwkjeOW8bmJl3KFV8gcgG/4e/Zj8LaR8P7bwDq3iPVvFUY8X6Z4zv8AUtRS08/UL3SZLE20VxHHbrD5XladDEwCAlRnO45oAz/HP7LWj+MPEXjTXNP8e634Ns/HugQeHNU0nSrHRZLX7Hb2lzZJ5DXmmXM0R8q6YYRwOnFAHa6L8EobBfAr61421fxPeeAPEVx4isLi4ttMs98txYXOnmCWLT7G0jMYS6ZgQobdjLEcUAR6/wDs/wDg3xH4n1/xbfXN4usa/wCIPDPiF5UW3LQTeFzEbaGF2gZ1jl8keaN2Tk7StAHjtr+w/wCA7D/hCrGz8Ya9H4d8IXnh3Vn0uWHTZlvdV8MRW8NjfGeSyaWCRo7SJZvIZBIqAHHOQDufDXwU+E/gG2ubez8VJZ/8I78PYPh3qkk1zYQvHYyOzx3l6Vij23Dljhnwp7LQBDq37NnwU8TaJ4I+HupfZb/T/APhq/0dNMT7Est1BqOn2lg+oXKJEGE6pbRukyBcPg+lAHn4+C3wneQXmoftCXGp+Ezqel6prGmXOqaMbXUPEumWMVpa6jc3Cwq6zstlHM8asqvLHv2/eBAD4Ofs8/s+fAvx0PF/hr4npc68NKeFrbUdW00qbN9N0yEyeXGkTBdmm/aMg43Syt90qFAL3hH9mT4I6RH4Z1zwh49lXSdCk0C0vJLC801rPV9R8PaguoafNfPFAVa5HmGIlCrNG4BGQhAAQfsn/C6K0uZfB3xD1LQLhvF178SIr20k0m/W2TVbS6tFgjjvbO6h+xJFNJ5OUOOSG4oAkT4F/BWNU8eyfFoprs3iOW+l8a2upaVY3Mz3OgWuhXmli6tYYYlhlgtEmMaYZJfnj24GADh5f2VfgzqEGv22tfHW81PxHqNlcXN7qaXehW1ylpNpkFnHdSQQ2ixErAiymZ0JkZtzkrtAAOr/AOGfvh7rtzbeLtM+P2oXnizT7nV9U1bxOkvhy/e9+3QadbTtcwy6dNaRpDDp9uqlIk2jqctQB6D4Wkuvhp8ftb8F3t/Nd+GfjPpI8UaJcXJGB4h0eK3s9Zt02gKpuLYQXIVQBlZiAKAPp6gAoAKACgAoAKACgDlvHHi3SvAXg7xT421uTy9J8KaVd6rdnOCYrWJpWUdeTtwPegDzv9nnwlqfhL4U+HV8RIU8XeKWuPFPiMHkrq2uzPf3UROTkRNP5S8/dQDoKAPbaAPm79piaXXvC3hr4P2Ejrqfxt1638NTCIlXTRY1e91ybKkEAWNtJHnP3pFoA+jYYYreKKCCNYYYUWOONAFVEUAKqqMAAAcCgCSgDC8UeIdN8I+GvEHirWZ1tdJ8N6ddapeSt0SC0ieaRuATwqGgDyT9m3w7qei/CnRtX8RW7QeL/iFc3njTxAH/ANYt/r073nkse/kQyRwD/ZjFAHvFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBW/5af9tv8A2nQBJB/qIf8AcX+QoAloAKACgAoAKACgAoAKAA0AflN8S/hz4r1bxb8fdf039mTUL++1m8t9H8NKbLTrjTr9HvzPfeJr4S6nG93cK7s9tBIqIiKq5BdtoB6f8CfhF4j8EfGvUtV0/wAE+JdJ8PXXgeDTb7V/FiaPcSzrbaZ4ftNKt7O6tQ15HKq2cwu4WkaIOu4FiVNAHklx+zX8QfC3wX/Z/sJ/D97r+s6P4jg1XxDY+HvC/he41HTYRoWp2gjlg1FUtL0rPcqDJOWcbsjmgD0r4TfC7WbX43+JNT8XfDPxEfDPi6W2lthqfhfwi+lrZv4ZsLNo9Qu0eS+tpFkheNre2zAG+UAozUAdHY/BTxRpH7LXwe8A6P4Li0vxTo3iHw7qmuadZpbwMHtb5XuriYxlVdhGi5OSSAB2oA8z/Zn+AHxm+GXhr4s+EPFOmzXOiXXwf0LQfB7zTJJcrcyQa3c3ukytvPNrd6gUQ9PLKDJxQB51qnwL+IN9B8PfEGifBjxB4F8N6D/wiun614esNI8NX+o3WqaRoniG1v8AXBpV7cz6bIkjajbQh5T5jBC20FVNAHv/AMPf2Zb7xL8X/EnxI8baTBo/hS11XRdQ0nR9T8P6VDqepLH4M03RbiG9mtZJYY7YSGZXtY08sugIO2gDx/Wv2X/iufhToegeC9On8A6nB8HfFejaxZ6TZaU39q6tf31s8Gn3Jnik2tLFF/rUIYAAbxQB90fH7wpreq/Dix8S+F7bz/HXwlvrTxpoEAzuubnSo3+02IK5P+l2kk9vj1cemaAPYPCPijSPG3hfw74w8P3AutE8T6dbanYy8HdBdRrImcEjOG5560AdFQAUAFABQAUAFAHzV+0Ix8WXvws+CURynxR8SR3WuYPKeHvDe3Vr8HHO2eWG3tjxj99g9aAPpRRgAAYA6CgBaAPmrw3/AMV/+0d408Uj95oHwW0aLwXprH7ra5q/k6lrEinp+7thZxeoJkHc0AfStABQB81/tHZ8U23w7+DNvmaT4teJre31aJe3h3RwdT1Z3/2JFt47c+8wFAH0moAAAGAOAKAFoAKAOL8c+O9D+H2l6bquuLczJq+s6boNlb2cYluJ73VLmO1gRELpkBn3Oc/Kis3agD4u+Oes/EnSvF/x+sh8WG8HaBc+DvBc+iag9vdRWPhyO5126tr+Z5LPzpTJJHG2+b5Qilc7VTdQB5/+zJ8TPiD4q+L3g6DXNY8QRS6hosouvD+oXd1dWY8Nx6FpNxp+sp9oUMxudSmnCTOd7Kdjfd4APPtfuPido3w5g8b+I/Fcuiaf4v8Ai5e6U2p3/jrxLawvpVtf+IkEd6kFrjTYl8iFUNqZN+FDYFAHXfD7xFbeJfjtbeGdX+J9rN4eudK8P2WlW9v4+8TpPcm70dlnbSIxFGl+rXBP7+5dJM/NjcBQB6PpZ8Z+Ff2TfEeu+HPEfiDUfG954xaC3utd1fULyTbb+Khp8EPnTNcSRwm3jVX2LyCzYJJyAeL6t8RPjfH498d6d428Q6hoeiW+t6hb+Kz4avL2ez0nQBrHgiK9uNPuJIIJkEVpdz/vRGrRq8rL0zQBm33xX+LV54Z1+L4PXl9JoPh/wb8TQl34g8TX2rRSwWEmiSWt7pGqQaYHumg+1SR25lyeHBmbGaAPqTxbYfELxR8e/Advpl7dyeGvDnw+03xDqUTeI9W0REuRfvmdLXT4JYb2QiMBobhkQrwTyaAPkHwF4v8AippOjWMHxG8V+JfC/hPxXpHgbWPEF6mu6pqUtzoGo3l0NT1q3vLhI305o3MFvdxQfLEkm9X2gPQBz/j74l/Giw8TeHYPh3438W6p8PtZl1/wV4au/tE9w9zpevXz6dpWsvcS5aU2lyMRXDEsYgGy2ckA+jfEGv8AxOb4R/sn+OU1nWLdINL8LS+LfES6tfwzWA1K80yOa7vNMhQw30cgDRSmdh5IfzACN5UA4DTvGvxq/sfwZ4SXxD4kuv8AhbOjp4xGsGacyadH4TXVX1e2E3VFuPstgoT+LzZKAOD0nxL8Q/Enwx+Gtv4G8TyfELxbfXk19r2laD8QvEz3c/2fwzqF2kNzdTW6yW1wZ4WK28f7p3UKzgUAbmufE/xfBrHhnUofinr3izVNR+HWlx2cVhfahpepx3DeFr6e4vzo0lvJZ3ljJcxFri53pcW9wpjz8uCAZF78SvGkfgv4k6j4b+I/im++KdtY+M113S31K+lg07w/beEJLqxv/IO+O1dNQWLypo9rszMPm7AH6Hfsm6tZ6v8ADW4ntvFOneLJ01NlurnTfEmreJ445jb27mJ7vWIopkfDAmJRsXOQeTQB9QUAVv8Alp/22/8AadAEkH+oh/3F/kKAJaACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACjUAoAQgMCrDIIwQe4NAHzN8ECfAPjT4nfAi4Jj03w3dr4t8GrIfveHvEE00sttFnkrZX6zRdTtRoR3AoA+mqACgAoAKACgAoA+avAOfHXx8+LHj2bMuk/Dm2tfh14fJ5QXIC6lrsyHGMtLLbwsR3gINAH0rQBy/jfxZpvgTwd4p8a6w2zS/CmlXeq3XYmO0iaVlHB5O3A4oA84/Z48J6l4V+FWgzeIU2eMfGclx4v8TZHK6vr8rX91F1PEJmEK442oMUAe30AFAHzT4JH/Cd/tCfEzx5gyaL8MNNg+HGjueVe/nMOra5KnToXtIT1+aJueooA+lqACgAoA+aPEOfiF+0h4R8MH9/4b+COjN4x1FRzGfEOsifT9IjftuhtBdy46jfG3cUAUPHX7Stv4X8XePPAVl8PdT13WvDMPha300XUg0+11vUvFmovplra2800LqIo5APMnIZc7lCkqcgGT8JP2rtF+LHjHw7oOl+CLrSdJ8R6bsg1ie6icprNvpljq95pTW6xBtsNvfribdsdgwC9CQDzi5/bkaDSdW1hfBHhZLSy8aSeDIxdeN4IHgmjuNTg+0aov9kv9jVhphZA2/duAzxmgDr9B/ax1bxL8Qbf4c6P4N8Iz6zcaVp2oQq/jiJXvZNS05tQjXTYho7G5hAAXzgV4y23jFAHV+Hv2ifEN78HtU+LPif4Zw+HUsvECaFbaXa64uoNcf8AE2TR5p2n/s+2CbJixC7G3KByM8AGN8GP2u/D3xn1O60PT/CdxouraXoniPVdVs7m6Eklo2h6hZ2kMRXyE3pd299HcRyDACnbgnJoA8+vP23L7w/4U8J6x4h+FGn+GLzxzp/hzW/DsN74phi0yXRfEQn8q5utQ/swfZ3haJRJEYWHzrtc84ANsftj38njbRvBFr8PtD1S+1lNEhgfT/GEFw817r9rcXFqLSH+zVee1QwhZblfuKS/lkKRQBJY/tlQafoeg678VfBGlfDbSvFT+MLfTpp/EkV5FLP4QmNpNAzPp1oA1xOjrGOeBu5zgAH1x4E8SQ+NPBHg3xhBZf2bB4r0PTtYjtN4k+zpf20VwsW8KgbYJNuQozjoKAOrxQAYoAMUAM8qPzBKUXzFUqGwNwBIJAPXBxQA+gAoAWgCt/y0/wC23/tOgCSD/UQ/7i/yFAEtABQAUAFABQAUAFABQAUAQXFzbWkL3F1cR2sEYy8krqiKPUsxAFJyS3BK5xUnxP8Ah7FK0L+MNK3oSDi4UjKkg8jI7etSq0O5XJLsdXp+raVqkXnaZqdpqMX9+1mjmX06ozCqU0xNNGjTEFABRcDi/EPxC8GeFg41zxFZ2kyDJgV/Nn/79Rhn/SolVgupSpyZ5vb/ALSPw0muGhln1K0hX7txLZsY35wMLGzyDPXlB71msVBlewkcZ47/AGxfhT4KE0cMGt+JrqIHIsLCSO2UgA/Pc3AhTGD1Xd0rSNWL6kunJHyB4x/4KEeOdREsHgbwjpfh2CTIS61Bnv7kAg4KqphiB6dQ49qsk+QPFX7RXxkm8eeEPinefEG6tNb8NtcaUsqRwxxfYtYEcLW5iEYQq1wkDcg4K5FAH0n4b/b3+M+kbI9as9B8VQD7zXNq9tORx0ktpY0HHrGaAPf/AA3/AMFD/C05RPFngDUtMz96XTLiK7UdOiS/Zz696APfPDX7YfwC8SiJR4yOhXEmMw6vazWpUscAGTa8RP0c0Ae9aD4y8JeKIln8OeJtL1yNlDZsbuGcgH1COSOncUAdLQBxnxF8ZWPw88B+MfHOpEfY/Cej3mqOveQ20TOkSjuzsAqjuSBQBx/wC8G33gb4TeEdK1sZ8U6jbya74klJy0ut6xK9/qLs2AT/AKRcOBnnaAO1AHsdAHzT+0Cf+Eu1b4T/AAUjJaH4jeIl1TXo1PJ8O+GGh1G9Rv8AYmuPs1u3qJT70AfSoAAAAwAMAD0oAWgDj/iB4y074eeB/FvjnVQX0/wnpN1qkyL96QW0TOI168uQFHuaAOK+AHg3UfBHwp8L6dr3zeK9ZSbxF4jfj5tZ1qV7+/GR2Wa4ZF/2VFAHstABQBT1HULPSdPvtU1G4S00/TbeW6uZ5DhIoYULyOx9FVSTQB8//sz6fe3vgjVfifrVvJb698bNaufGcyT/AOth066WOHR7ZupURafBBlc4DF8daAOg8f8AwI8KfEPUtd1vUNW1rRtc1mw0Szh1DSp4Ip9Pl8PajLqmn3ln51vOqzJcSkkuHUgAbeuQDmfh1+y58O/hf4r0XxV4Zv8AXCdB0pLC00u7uIJLAXX2G006bVGRbVJDdzW1lGkj+ZsOCQgJJoAuat+zd4Nv/B2h+D9O13XvDQ8O+KbnxdZavpctkupLqN3Pfzvue4sbiJkB1GVQGjJAxzkZoAPDn7Pdp4Y8ar45svij43udSuRYf2rbXM2lNa6q2nQfZ4mu1TSEcEx8N5Txg44AoA6Rvgj4Rf4cy/C83Op/8I7Nqzay0gmj+1faH1U6wQJPJ27PPOMbc7OM55oA5XwP+y/8Mvh74rbxr4dTUo9en8HT+CbmWWaJludPnvRfeZMqwJmZHARX4GzClTgGgDjbb9jXwPbaNommDx/45m1Dwqui23h/WZr3T3vtJsdAE4sbG0B0s24hH2hi2+FnYhcvwKAPYvAvwa8NeBtc1nxV9u1DxX4r1620+1u9Z10Wct5s02KSGLy3trS1Cblk+cKoBwOBQBi237PXgS2tPD9l52pzweG4/F0dqJZYWJHjS6ku9RL/ALgAlJJD5JGNo+9u60Aer+FfDth4P8L+G/CWlvNJpnhbS7PSLNrhg8zQWMCQRGRlVAWKxjJAHPagDfoAKACgAoAKACgAoArf8tP+23/tOgCSD/UQ/wC4v8hQBLQAUAFABQAUAFABQAUAcB8RrjxVDodvH4ShuPtV1f28V7dWggae0sSSbieOO4KqzBRgDORncOlZ1nK2hULX1Pi3W/CkvidLfVJviY14t0iT2/8AwlUN5poZHVmUxzzLLAxZY+NrD3rzpVpN2bOtRSV7HnMng3Vo1vpmudK+yWEzxSXA1G12N5ZGWQeZuIwc8DpzTdGSjzCVWLdipqEGl+F4YdTu9WvLiaRwkD6PbyJE7Lhykd/N5UZJVGIK5xj1GKmE5vZluEep97fAyLxdb+B4r3xZqkd/p+qsupaG0szTXcOm3Uayxx3krJGpcbv4RgdMmvSo8yjqcdW3NoWPFnxu+G+g3Vn4dj8eaMfFmtXdtp1hYwSi9mFxdTLChkigLFQC3Vyo4606snGDYoK8kjzTxn4F+L3iHzNvxGivbR/+XMRvpsYU9V/0cSBunG78T6+ZPHyZ3RwkUfPmp/Bz4h6bvZvD736AszPZSRzZ43FtoYOc56AE1l7ZMfsnE4K+0fVtMYpqWl3mnOM5W6t5ISMYJyHVT3H51SkmJ3Ken3MmnzG4iSC6LNvAuolmCjOSEPBHtzVJtCex876l8F79pZZdN1m3kEhLLHcRtGASf76GTsf7tdUMZZWZhLDNvQq3f7P9rrmhanpev604fULdo1+xLtEUuMxyB35OxwrDgdKJY130D6sktTmfA3w6m8XeFbG/OsfZPEFpJLpur2UsO4w6jZSNBcp8jKQCybl+XlSD3qp4xxZMcPzLQh8X/DXxP4ItLK/1u3jSy1GVoYJFLKWYDdykio449RWtLExqbEVKLhucCMkgKMluABzk1rKSW5CuegeE/h3478UJ/anh7Rrz7FaTeU2oqkixRSbc7fMRSQcHt61lVxMIGkaEpH0boV/8evCEMK6D8YNStriNMm0u3lnt84AX5bjzwQB6x1j9fRbwkhvjf47fH3xLd+BPhj4tvPDnie01TXrXxBqETQNbtdaf4duIL9o7lrVI1EMtwsMZHlZYE1osZFomWHkmfb3h39rO5lnitfFnw7msVOQ15pN/FdRZBxkxTpauBj0LGl9dgH1eVz1ey/aP+FE6ltQ159ACRo8rajC0ccW9ti+ZIm9FBJ+8SF960p4iEmTKlKJwHwf8XeF/ij8afi58TtN8R6ZrOk+H0svh/wCFpLe7hlDQWaC/1e4hCuSRLd3CxE45+zjBrS5B9a5oAWhMD5q+PQPjHxF8IfgqgL2njrxANf8AEAXqNC8KNFqUinHO2a+FpCeejnrzTA+lBx9KAFoAKAPm/wDaUnn1/wAN+Gvg1pkpj1f4363D4dmZDhoNDgBvtdnOCCB9ht5Igcj55U5zigD6JtbaCztre0tolhtrWJIYo0GFREUKqgdgAMUAT0AVvtlpgEXUJDOIxh15dui9epxwKAGS6hYQTLbT3sENy43LE8iq5HPIUkHHBoAg/tvRjGZf7XsvKDbN/nx7dxGcZ3YzigCWLU9NnmFvBqFtPcEbvKjlRnxjOdoYnpQBIt7Zv9y7hblF4dTy5wg4PUngetAD2urZN4e4iQowRtzqMMwyFOT1I7UAQQanpt0cW2oW1xzt/dSo/OCcfKTzgE0AOt9QsLtEktb63uUkdo1aKVXDOmSygqTkjHIoAZHqulzTLbxajay3DjKxJMhcjGeFDZ6UANk1jSIjIsuqWkZhYJIGnjBRjnCtluDweKAJ3vrKOeG1kvIY7q5UvFC0iiSRV6lVJyQO+KACO+spmiWG7hlacMYwkisXCHDFcHnB4OKAEN/YgZN7AB5Ylz5i/wCrY7Q/XoSMA0ASJdWzpJIlxE0cQDOwdSqgqHBJzx8pB+lAFb+1tK8i3uv7TtPs144jgm85PLlcnAVG3YYk9hQBZFzbFtouIy3meTjeM+YF3bMZ+9t5x6UAN/5af9tv/adAEkH+oh/3F/kKAJaACgBrOq7dzBdx2jPc9cfpQA6gAoAKACgAoAZIiyI6MMq6lT9DwaTQHxzYpMPhqttFfi4NiZAXQ48yOzvmQqY1uYicRW+05ViD/EMceRLSsekv4J3HjDRdISyfV49AsI75beW4+1R6aY5pFElu8rfaVkmBYIhx+9Xvg4FdVd+4cVHWofOvx2jhfRbF1AM6XsKSSIUxseK7QkMrSMPu5OZuBgcdK5KL1OyrY+QvFl98b/Fem21i/jK91LwzaRrbafpUV59khjtIcpArQRiGJiEVckkn3rvp4yFrHLUoO+h4rbaJ4x8MatpupxaLdwX2mXcN1bMIjKomhdZEOU3KcEDvWjrQlG1zNQlF3P0I8C/tRfGGcwL4u8CaNPZ/KDcLNLY3JHOWMYN0CfbalefXw9JbM7Kdao9z1G0/aS1RZpPt/ha1lt2JKi3uXR0XjCkujhj15+X6Vg6KNFVO5sfj/wCBtRAg1exvdNSTAYzQi5iGTjnyy7H1+7S9lJbD9qmai/8ACj/GjABNBuLm6IXIUWV0S5yF3YglBJHTOaV5ofutFPU/2ffA97uNnNqOlOzbv3EyyKOScBZUfij28kDpo8Q1n4VWmgeILjTbjV5dQtreKKRSsQgLeYGOGO+Tge2KvnurkOnqeO2FnbfDX42XGmaZpT3GlfGLTzeWVraJ5s66/o0SpcIqliSbiz2vnPLRN1JrZpzhd9CF7syT4r6PP4zg0/TPEOk3mgWmmXJuFMilJZGwYyu50CgZPbP4UUKrp6oKtPn3OM0jwd4c0Jd2m6VAtyoyJ5h5kpI/22yQPYU51py3Yo04o9I8PtDawXGoHTtQlktkeZ7q2l8q3jKLjfkGLoM9WJ4xzUS94pOx9nw+NPg/4h0dLy51/wANa5bpFG03mSW9w+du35kO5ieo6VjKFSLNlKLR8Fw698MvE/xV+KvjLQvCpvNI0n7F4N8OywySWNsE09PtGqTrEV3DfdTiMqFXIgByDmt7SUEjFtNs6S1srTUY5J7fS9ShijVmkmhkjngCRoSSBKtuckj/AJ6t7CpbsPQ2vjL8KtR+HPw58W+N7290vVtP0fTGmW3lVke4ncbbe3CMjqTJMyKoz1NFOpeVkKdL3T5z8JfCPQfCnh/RtDvrKGTXNLtlN9f2M5UT3tx++unWS3kAbMrtk/lW7xEu5n7KKR9CeF/Ffj/S1hsvC3iDWUitvkSGO5llhQhcfOszPHnA6sPSpjiJrqN0Yvoeg+KPj98XPht4WbxLqF3pev8A2W4t4Wsbu35kWVgjZnhMJB64wCM/lW+FxMpzszOvQjGN0eD/AAy/bj0PWvi/46+JnjjwPeRGDTbLwZoo0y5juYrSCyllutSkQTLAxM9xMgb/AK4qMnFdpzH3F4b/AGyPgH4h8tJfFsvh25kx+51i0ngC5GeZkSWEY95KAPfPDvjXwh4uQyeF/E2ma+qoJGFjdRTsqnGCyoxIHPcUAdPQB80eD8/EP9oX4g+NZf3uhfB6wj8BaCeqHVb4Rahr06n1VRaQZHdJB1oA+mKAOf8AEviXw/4W06LUPEmow6Zp95e2elxPNkiW61G4jtLaBVUElpJZlUADvzxQB+VnxE+A/iqw0y/1bwl8M9TspvFnjvxc2l6Zo9s6Jpd5btHp3hTVHhRl8qPy7WS484jCNOXJGRQB9GfEf4MeJfFvx7+JPj5dG0u50rS/hpp9jo8uoeH01G+uNT2+IQ8ek6m9xG1pKhniL7I3LblHFAHx9Y/CbWl8AfB7TJfhjqiDQtaS48Uxt8Ho2UO3h+6to2udLMu3UStxx9pYgozBsc0AfdXw1+EugaR8dtX8f6d8NLLQLO++F3hZLHVF0OHSpV1WS51xdQQRKgaC4+zG2WZM7gojRiQooA+IPDHwY/aI0Txz4D8T2Ph3XxoF54t+HWm+K9JuhIqpp2ma42pHVYlJ62hR0m/6ZzZP3aAPevi/8MfjVrHjz4i6x4fl1B/B958RPCd7HokOmebJfQW2k28U99DfCdWSKJxtdRGQSDk0AeFeHvhF8Tn+Dvgzw34I8EaxoPjuzs7tdVlTwWPBcq3T+DtWstk18sv+lyPcyCMXTFSHdW43ZoA9I8I+CviXrfxA0P8A4VX8Ov8AhQ/gjS/GsV9puq/8Ixd2ojRvDWs2t5/aGk3moiJ2R/s8JuI0hSWR9w8wjNAHo/7N/wADpfDviz4P+KfFfw1gsvEOkfCOC21PWbzTIo7qPxAl8sZMszIXFz9myuc7hH8udtAHjHiP9mf4ra5e3Oo6X4U8K3mpeJviR451cW3iXwlHdQG3t4vEH9lNrdy92PtUVw1xELOR0UW24FQ+aAJYPhz4tOn6dpr/AAw8Y33xG1Cz+HX/AAr/AMU6xZtLdeHbHRoLCPW7a9v+BatHLBdPLGdouFlUKJM4ABzv7JPwV+OHhL41fDnUfHPhTxBpnhHwHo91Y6bcX3m+SD4i06TVtU81WJClL+ZYRn+JSKAMaT4C/H1viZqayeGdbfwdL4ovfANs4aQpF4R0HUIfFmk6iB90xzT3E1oD3II7AUAeteDdH8baX8Lfjf8ACvxN8NviK+q+NvDHhwWVzpmmSeUyWvgfw/ZXsUV7P/o/nJcWsyGFz+8dTGfvUAcXo/gDWoNEMvjf4E6r4s8ETaT4r0nwnY6R4bn04f2/dvYmz1dvD0lxP/ZT3Co6JIuyOJkaTMYl5AN74W/CP9ovwt8ZfAep+KLTVtZ8L6r8RBq3iieV3kjs7/SPCEumrqMeTzb30uoSKz9PMgXu1AH6sfx/9tv/AGnQBLB/qIf9xf5CgCWgAoA8g+LmpNBpFtYw6ld6RcS+bcC6t3uYY4zGhWISz29vcY3Suu1CBvIwDmsMTVUVa5dKDk9jtfBniW18WeHdO1m2WWJpowk8U6FJIp0AEiMp9GrSlUU43JnBxdjqelWIZJLFEpaWRYkH8TkAfmaTaQWZ5h4j+Mvw68Nh0ufEMGoXKZBt9NP2p8jgqTGSgOeCCwxUTxEIoqNKUjwrxD+1LcPvj8K+GlgU8LPqr7m69TDA2B/38Nc88cvsmsMM+p4/e/HP4qXbXTR+LJLB7mIxZt7a1xGDnmNZIJFDDP3sZ96y+t1LlvDxsdv8N7m41b4M6vDLfXOoXaPrUd3NMcPJOZ5nlcpE7j52lZxmMDkYHFc85N1Ls6IL92e7+LdQutY8LWktvC0rtZzTWDRRyr8/2C5ZXBeym5K5Aw4OccjrXXV1pnFTuqh87/G0iTw3AjYaZJ0n3O/zbYnjjG0NO7nPnL0Trzkda5KW521dUWPhr8JPCHifwH4NvpFvdPvtUt71riS3uN5Dw3DKoKyecoIAwQMfnU1JuLHCCaNTVP2cL4bm0XxLBMOoS9haPrngvEZPb+GpVcHRPN9U+DPxC0reToq6ki/x2EqzBsY5VW8t+/GVFUqsWT7No8+bR9ZS7NjJouoQ3SlvkltZogdrFGw0iKp+YEcGtLaEppuxux+C9VAtpL2WGyimmSJlBMsihyQM4woO7Hc9anmKcHYl8c+ENI0/wH4sliSaa8TS7gpcO58xXCHDIFAUEdRhaKcveVxTVonz/wCAvjj+07EkK6P4mudR08bVB1+1iki2gf8APWWMSEAHqtdVWlQsYU6tU9n1nx18RPF8fneJdUsNKv54UiuJPD8MkJbZnG2W4kmI687VFc9oJ+6b80pLU+eNZ+Hep6JfJ8QvD2t32seOPCE0eu6G+oyGR2v7FxMkbyDGUmVWhZduCrn6Vt7bmjytGfsrO9z9FPAX7Ungfxx4b0TX7zSr3SrfXLOC6Q4W6iXzlBZGK7XDI2VYFOP5cdSg4s6I1Ysh8cav8JdYs9EvdFOjR3n9pIJwYUtWMRtrvAdXWMEbwvrzj2oip2CXKcXp+o+CPHviaD4Yv4iEtxrUF0l1DpkiNKsUcTFw0myRF5GCOtW4yUeYlcsnY5v4w/CLQPgh8OPEvjbSNRUafodtLMtkbVVlnm8tvIhVkdd7u4CjI70QrOchTpqETF+FXwusPAXgXw1pGo2b6x4hit0k1AkecZ9UvpPOujHGMKS9xM2OO9OpNuQoRsb3ijX9eso7myl8O3ehQSI8Zk1GB4mZD8jMqsAmOeCCRSUV3G00eE/EObxl8WviD8PfAmp39zcwWkzeM9UN8WSBLTSmWK0RYVXAMl3OjL8oyImwcZrSEVFNkyvI+gdO8D6bbBZL+RtQlHzbW+SId/ug8/iTUc1ylTXUs33i3w9owNpAwu5IBs+zWCq2zH8LEFUU+xYUco5SVz5++N/i77f8PPE8+qwC203TLVryC3tX3XE93ECLWISOuMvKyqBs5JrWg+WWhlV96J4F4b+AVzo3hnRrGHXguoJbJJeC4hLA3UoMlw25XBO6V2PSuiOOs7WMfq3YS8+E/jC1t7q6t4rfVYLGGS4na0dsxxxKWdn8xIwOAe5zVxxsJOxMsNJI87trme2mintZpILiJg0ckTFHVh0KspBBrpbsjKzPSI/2lfjD8NdGvtU074h60kOk27yx213MbxHaPPlxhLoSglmwoHvilzxewWZ6j8EP2vPin8LfCVhoWpaXoniZ7q5u9Y1Wa5hlgu7nU9UmkvL2V54pApLTTMRmPgAL0AwwZ9c+Hv8AgoP4TlCL4s8A6vp7cBpNJmgvF5xzsne0IGc/xHj8qAINd/ae+DPxb+MPwg0BPFa6P4W8ByXnjXWv7YhktVfU4k+w6JbHIdTh7iefJOAYkINAH3povi/wn4khS48PeJ9J12BzxJp97BcqeoxmJ3HagDos0mAtO4B+lABQAUAFABQAUAFABQAUAFABQAUAFAFb/lp/22/9p0ASQf6iH/cX+QoAloAKAPB/jF4fh1O0vbsajeabPBaWzFoLqSNJIobnfIjRIwHGeGI4J4xzXBmDs0zrwSfKzkPhZ4g03wZYa3pkOn3V5PcTw3hmaXIkLqYyGZyeR5WTgEndzU4fFqENQrYdzlodffeP/EN5xbtBpSN/DCvnOBjp5ki4PPfYPpRUzGT2HDBpbnFalv1iKeHVZptQS4jaKQTyO+VcbWAyeOPTFc8sRN7s2VGMVoedL8Lfh9qclvpEXixvDniWbCRWU8kU3nMQ+x44mMTMDj7objBHvUupKw1CJxWtfCe+0HWptLvdYikhSNJ45YYWDzRyF1B2sxCcoe7f1pqfMrh7Oxes/B+hWWHe2+2ypzvuTvAxznZwv6UXbGopHdfDSW3utD8c6bBGj29vql2itakzbhNaRSllRVuAGXcFwEXoPm6AKompK446pnrdndTXngjw0DbyLbz2Fg8MMnypEGhTDDzLGEfLnqGI9zXc3emee3aoeBfE6KQ/DRbeRQsxhsF+YsoXypbebKhvIBD+Xj/UtyOpxXHTXvHdPZHxbpvxy+NXg3W7vSPCGrz3elW8zfZ7Ca0iuLaJfuY3yoDGCVyRvXPp2rtjhqc43ZlCjiHL3Ue8eHv2yvitYukfiz4TWmtwdGn0y/S0lxx83lt9pU454GPrWU8uh0Z0xw+J6o928O/td+AtXaOPW/DviPwvK33mubI3MSnnOXtmlOP+A1zzwE4mkaFXsZnjj4l/D+a0OvW/iYajKt4GS1tra4a4MAW8yBF5Qblp1OCPr0rWNKXKkYxwlVTbsfJ/i/8AaK1uZJLPwl4A1DYGVl1DVYJgAUIYMtvGhPBA+84+netYYLTVk1adfpFifAHxtqniv4sQxfF7UBdeGbvTL6H7PqMQttOhmKo0ZCbVUP8AKVUk7uetGKoRjT93cijh67n70WfYnibw98BDa3Mul+JdOstQJXyYIdXVY2dmVcMZftBVcnkgHAzxXHFVXujolg5W2PA9Q8OzaerSRaxo2rwjJDafqNvM+3Pyjy96Ox552r74FXGL7Gbw9RdDmGurZSwe4jQocMGYKQcZwQSKrlkS6FR9Dx7wLe2XhXxj4y8AteQJp17M3ijQAJF2C3v5G+3WyckDybrLY7LKuBgVU4tq5CpTUtj2Nri3RQzTxqnXcWAB/HNQ4yRXsanYsaNazahqVtP4ehjuNW3OLe4hkjhYMsbyECdmXHyoeAfwoabWoKnK+x5r+0F8SvF1hp3w68IX+pX2utd69Hr+p6VfOk0EdpogWeBXfc7EPdTw4IkGQpGMcDXDUE2Z15SSOL8LfHLxHqXxN8Bav4y8Ry6d4d0vxFpt1eRJG0VpDbxXUTSMyRA7wFBPO4+ldNTCwVN2MoVJuaufrBqPxX+Gfivwnrknh7x3oerZsnYpFexeYMgn5o2YMDx0IzXmewqKWx2ucWj8w9F+PvhGy8VfE/x7FHN4m1nWNSHh7Rbe2+SGPR9E3xI7XDKVAmu5LiT5Q3ylcZrtjhJyRyzrqLbPcf2dNa1H4/eJ/GeneNZXstH0zTorizsdLcwqjvLsJlcgmTjs3HtWeLp+xSsXhqjqN3PpDUf2bLMIf7D8TyWwQfLBd2yyL0+6HjeLbz32t9K5Pb3N3SR8m/F34QeKH8dfDv4erLZahH58njPVjBK21NO0SWBYPNDxqR5l7cw7R32NW9KacWzGcHex61p3gWzt08/Wbn7UUBdokzHEoHPJyGOPXj6VEp66FRSKPiXxDpUek6n4c0e1CNf2k1rvCeVFEJo3j8wIQpfbnpgA/wB6nTTvcUldWPBfDXgHQPDbC4hiN7fhcfabjDEc5+VPur06gZ962q4icjOFGMTiviLYaf4s8ZeBPA0lpBcwi4bxPrRdFP8AoOmOv2eJyR0lu5I+M8hGBGKKdSUVcJRTdj1K2+B2jeIMTRaN/Y8D/wDLwHkiXBySUhyQenoB70LFTj1H9XUj5Y8a6NaeGPFWvaFaXL3NrpNy0KTS4DlVAJ3YGODmvQo1HOFzkqR5ZWPHvBMgvI9Z8WTnEnii9aS2B5YWVrmC1AHfcqmT/gdWSd6up3Gnbr+3862ktlaQSwv5cq7Bn5SGBB/GlLRAldn3d4S/4W94O0GzudU8b+Km0nWIFFuk1xcCxKkH5ImkZsnHXBGR2xXDXxbbsjqp0ElqdrY/Fj4l6PG39m+MNRYhWCpcut0nPYC5WUDn0rOGJmnuU6EWeteGv2xNQjtLaDxt8KtVguYI1invtIvLW9jmdFUGb7OfIdA7ZOwbtvTJ612QxUGtTCVCV9D2bQ/2nPhFrB8u51i98OXAxmPWdOurVQCduTP5TwYz/wBNKuNeD6kOnJdD1/R/F/hXxAIm0LxHpureeNyLa3UUrMMZ4VWJ/SqU4vqJxZ0dUIKACgAoAKACgAoAKACgAoArf8tP+23/ALToAfCQIIiTgCNefwFAHlvjf44/Cn4eCVfFXjbTrG7iyWs4ZPtN3wOhggEkgP1FAHi3hb9qyD4p+KovC/ws8F6jqNlE6tqWu6qUtreztzuzJ5MbSuxbb8gJXJ64rDFYhUoXNKFF1JWO71rQpLO61t4d8sWtaPfxrPKwbZOyxuwlLAkhthIPbkeleU6sp7s9JUlBaHkWnX9raXzvNclEuLUFUCsQ+xuCAM84c9qLaELRmf4h8fS6RBHLb+HNRkinRZIrq7ia2tnVlDBlcqxPUcECmop9QbZ5LfeM/G/iSWW1tL6W1jlwgt9Ki8sqDgEPM3mOCc9Qy+2OtVypEc0mcxq+pX3wx8Mp43ufsV1qK3lvPYi8ie4uYrkSiTb56MDghWz/AOhYq6UPaSsKcnBXOX8W/tg6j4lMN5D4atbDUktUt2LSSzW4ZWkcyLHiNsnf0Ldhya6IZaovVmTxz7HhHiH4t+JPFBaPVNfu47SQ821r/o8H0KoQSPrmuiGHpwRlKtOTPqH9l34q+D/Dvh7xLoHiDVTDjUPt1oklrJIHRokWQb1tbiPduQkA/Me3FcmMoOUk0duApVJxtY9Xm/aMttI8KaXoXg/w89pqdmirJeXXkhCUkJAZI03uCgAPzJn0FaxXu2Z0Usik53kzwDWfG3ibXrFNM1DUT/ZiqE+yW8aQQsq8AMkaruHH8WamnRimenTwNKKscoqhRhVAHoOKtHQoxWwtO4BSAKAQCncGGBSCwUBZB/SiwuVCHBGCMj3osg5InlfxOtjpNro3j+yg3XfgS6+1XKIvM2lXAEOoRkDk7Yz5oH96McU4pPQwxNOKtK2x6hFJDcQxTRMs0EyCSNlwVZWAIIPoRStY0jCLV7EgVQu0AAegosinSguh5N4MtoPEHi7x54vlgjktobtPDWm5UFfI0ssbmQcdWuppFJ/2BTWhzUqEJzk7aHpMmj6RMczaVZyk93gjb+a0czNpYWj/ACo88+JFnomg+ENX1DT/AA7pb61cLHp+lg2kO431/IlrbgfJnh5gT7A01ruZYnD0owuonTeGvAnh7RND0fw5ZaNazjTbOKAHyEMspiVVaViq5JY8sfU0+ZsqOBoKOsUdVokj+Dbuebw9e3Phi8vE8qY2NzLaPIqnIVtjoSAecGpnDm3Q44WgtkjuIPiP8QIMNF4z1sg93vZpBj/gbsKj6vHsN0KO55P4T8eeNfGHirx/4+vvEuozpqM8XhrT5POYFrDRHkDnK44a8lmPvtGegpyoRStY56OGpzm5dDvpfFHiWWGW3k8R34imQxuPNwcMMH5sZ7+tL2Eexr9SonUT/FPxve2xtdS1WHV4Su3bf2drc8Z/6aQtSeGih/UqTOIudQvrqc3DXckDNncsOI0OTn7gGB+FHsYkvLqO5598JvEl/Prvi/4kiK11Ftcvl0vSnvoRLs0vSGeFWTY0ePNnM0gYditOdGNrHPRy2nO7PpFPjBqyQPv0S0mnVW2bZXjRmx8gIKyEDPXk1l9VVxzyt20Z8DfGXTPGd4uoXipaJq/j3VV022FpIx2z6iz79gk2EeXErtnJ4Wu2lJRjY83E5RWi7vqeleCPhdoWm2dhHrd40UNpCkcVlCrqAkQACySlMnAHRcfWs61eT2IWV1Y7o9QuPh/4C1aF4I7WNBNGUP2W4ZW2sM5++ecGuf29TYTwjT1R7Hcajr2u2um2MjXWo2mg2q29vHFEzRwRrgbm8tSATkZY+1YOy1Hyt7GJ3984/GgphQIPei66A0RtDCxy0SMeuSoz/nmqU5ITijqtM8aeMtGi8nTfFusWlvwFhF9O0SKF2hY43dlQAdlAqvrE11I9nG+x1nhTxb8U5pi+keLdW+z7yZJ766luIeeCB55lz7BeM+lNYmcepSoKXQ622/bZ0rwXq1/4Q8d6Bqut3eiTmCbWdO+zZm4Vh/oxMAGN2Pv9q76E3KN2clWCjKx7X4V/a4+BPirbGvjD+wLpsZt9agks2BO7jzCGiJwvZzWhB73o/ibw54hhFzoOv6drduf+WlhdRXC/nG7DvQBt0AFABQAUAFAFb/lp/wBtv/adAH5CeOvEvxc+IKvFq3xT1C30yZMDT7KBLO2UFcbSts0Rcf75Y+9cSxz7HT9VVtD59uPg3rAUtBrFncyFjzKskQI65JHnHNUsciPqzPa/2f73Xfgj4p1fWLzSE8RafrFglnNHZXawupWVJA6rNGoYgBgASvXrWOLqxrqyNsNGVKR9xj45+CNYtbJpzqGlSTeYk9tcwbtqujxkSNC7gjkEEE1xui0zq9qj5x8U/FPSvD8Fpd6bpWp+ILiNHU2NhazcZC4LytHtwuMcbj6A1rTpc+jMZVLH1R8IfH/h7xj4F8PSC6sbLVZbMC+0drhXntpCTuikRtrZwR1UdaxqwcJ2RtTkpQ1PKfEmpaN4Ul1Z9YvLPQ7OyurofvGWJNiSvtZFzn5gAQBnrWsISktCZSUT4b+MPxm0DxhoU/hHR9Nmmhgv/Oj1FiIo2SKR9nlxEFiCjAfNt+lduFw0oyucmIrqasepfCn9nXw541+GnhXxfpE0E3iTWGuo7uPV2d7RDbSspMSRKecbfvD8aalOpV5bnRg8HGpE7df2UPE8ELQWtx4aWB+DCpniQjOcMFs2JH1Jrf6tJdT06GEow6GhF+zL4zggCJqWhoI8BYoZJ9oHoM2yCj6vI6oTjHZFF/2dviEhwg06QDuLnA/VBSeGkivrCEk/Z3+IKRhkGnTPg5QXOD7clQOaX1eQ/bxM2T4B/E5ORo9rIP8AZvIc/kSKPq8gVdEcfwJ+JTnB0WKPHHz3MWP0Y0fV5B7dFOb4KfEyEkDwzJNjvHPAR+sopewkP2yKTfCD4nhgo8F3hyeoltcf+lFHsZB7ZCTfCP4k267pPCN6QecRmOUj8I3el7KQ/aozJPhz4+jGW8GayR/s2Uz/APoKGj2Uuwe1iNT4eePJFLL4L1sAAkhrGdTx6AoDR7KQe1iUJvB/i+3JFz4S1u2A/im066jT8GaIKfwNL2cuwe0iVV8Pa+7bF0S/Z/7otpSef+A0ezkPnj3Kl/oGpJFNbalo10kUyNFLFPbuAyMMMpDKOCDzTcJX2FJxascz4X8NP4X0DTPD0El3eW2kRfZoJLhSZBChPloxA52LhQfahp3vYVPljG1yr451a68J+ENd8Q/ZJTJY2zC1UoR5t1KRFbRDIxl5XVQPekoNsVeqoxZB4J8Pjwp4T0DQGffcWNpGLmQ8Ga6cb7iU57vKzN+NDQUUowO1tLG9v5PKsrWS4fODsHC89WY4A/E1LVjWKckczdeDZPEvxY8KeGtQmD6f4LsJfFGqRQHIS6uQ9npkbuQRu/18mMcbFINVsiHR56yXY+2vg1pen6Z408uxtUt1Oh3u4ryzYubD7zHJP4mtMOlcvGwSWh9TNGkilHUOh4IIyD9c10OKucivY8g+NGuWHgH4a+LvFVloNjqOuW1p9m0a3e3iY3Gq3zpa2EWGQ533EyDHelZGVafLG5sfDX4Z6D8PPAHhTwNBaW16vh3S7exnuZIULXU6IPOnfcpJMkhZjn1pcqKpR5Y2Ook8IeFJiWl8MaTKzdS9lA2SevVKbiuxd2cTrPgLwVPqi20nhbTPIltCzIttGikiTg4VR61lWR04RXucjqPwS+H1+H8rTJ9MlckmS0uZAeccBJTLGBx2WsrI6ZUIs8+P7M+g6faQWHhzWpNJsrVTHb27WyPFFGB8qqqNFwKVrkvDJbHL3v7PniyA/wChappt+gAHJkgcnPPylGUD/gVLlJdCSPm67+GfjfXPjBPYroMupWXwr0sTXQtHSZI9W1hT5QO1ss6WiE4AJAlHSqcbI5nFzreSPRLDwT4hvZ2hmsX0xYmKSPeK0TKQcMPLI3kj6D61J0ww8pHdR+AdGsdPupbxP7VvI4JHR5x+7RwhIKx8jg+uTUztYuvhacaTbR9WfDm50DTdYu9N860sLqGyTyIDIkZMc0h3bYyQTzGtedUhJ7HzLnFTZ6xqXhzw9rYLapo1lqJkBBeaBHYggA/MRnp71nzSQ1FM+e/iX4R+Gvh2GRrfwrqr6lIhcf2U0y20YYHb5skgmhT7mdqrnHOMGtKc2TOCPl05DOpBDBjlT1UE8A/QVqZBQguKAzMqIpd5DtVVBLMfQAZJPtQB2un+Ebyz0+81e+kl01LW3kuFtoGKSuY1aTEhUjHI6Dn6UotN2DZXPgPxJ4pfxFreq6/fKIJ9TuGmkVchVzwByc8AAc161KHLFI4ZybkYZu4ZV5fy4+gGMO59h1H86skfZSTW919s0++m0yWHIEtvMyyL04VsnGMA8dKAPZ/C/wAfPjf4WA/sf4mawsKn91FeOl9HjOSTHdrOvP0zQB754e/bq+MGllF17S9C8TwqRuJgezmK9/mhfZn/AIBQB7p4d/4KBeErgJH4r8Aavo8uAGl06eG+hzg5JEn2VwOBgANQB7v4d/a1+AniLYo8cw6HO/Pl6zDLZAYAJ3SyJ5Q/F6APcdH8V+F/EMSzaB4j0zW4XJ2vY3cNwpxjoY3b1oA1s/vP+23/ALToA/JvTtC1jUIY3tNNmkQoCrOPKRhjqrSFAR6c149z0FGVjq4/hf4+m0+PVIfDc09nICymGa3mc7cg/JFM7ZBBHTrU+0j3BwZxl5Y3unzNbahZz2Fwhw0VzG0Tg+6uFNO6YNWKnGQo5YnAA5J+goYG5b+Gteu4xLBpcxBxxLthb8pWQ0x8kmdLYfD++dlfUL6O0Ufw2/zyfg7AAfkaltMcYHzX+014c03w3eeEr+1jupW1kXcN1K7tJmSIwFGYE4BIlbOB2rty93ujnxitY+Xo7y1YsZIpIEU4LzAIv6tk12nLqfoF+yN8ZJZLzQfhC+k2s1oDqN3Z6nHKwlTcjXDxvGAVIPlnDZHpyazhQSq8x6OVV3zcp+i3Wt+p7KFouMKLgFAgouMKLgGKLgGKACgAouAUAFArBQFgoGRSQQy/62JJB/tKD/OlYD51+Jtvb+N/ih8Lfhda26XOnaFeL4+8VIigJFaaaWTR4Zs4B8+/w6rzkQPkYwafLYwqS5ppI9/Ok6WeW021YjuYU/8AiaTgjdNnyT4vnsrDW/E10/l2VlZXd1JK2AqIkTNvY4HQBSa5avxHoYd2o3PCfhBbz6laeJ/iJexmOf4laodTsQ4w66LAgt9KUjqu6BPN2nlTI2QDkVLROEi3eb6n1F8KP+R4/wC4Je/+lFhWuH3Fj9kfTVdD3OE+d/H/APxXnxi+G3w7gzPpHgVv+E/8TBfuK8QmtdCtpMkAmS582cLzjyASBlSQxm+eaR9ED9aDYKBnOapD/wATCK5/6dzH1/2s9Kyro6sD1K1YncFAmYviHxBpPhTQtX8Ta9eLp+iaDZzX99cuCRFBAhkkbCgk4VTwBk00RWnyRbPLvgRoOraZ4MvPEXiayaw8V/EfWLzxZqtvJgywG/ZVtLaQgtzBZxQxH0205GOFhaN++pi6jcG61HUbggYku5ymP7nmMEP124rN7nbT2MfUTL9iuFhYLLKvlqx/hLkKD+Gaio7RZljn+4l6HwH8W7NvDXxG1zTLXVb7UpbFbZnvLuZpZjLLBFKwEjMW4L+vHTPFa4W0oao+ExEnzmdoPxn+JfhQqND8ea3pcMW0iE3MrWwwCBmGbdF0PdaueFpS6EqtOPU/S39mf49aN4n8H3J+InxB0dPGd3q0oEF7Pb2UrwJDbRQhVYxqxJU/d5zn0rzcZhnCfurQ7cJWUo6s+o7nQPB/iSDzLnSdK1mFh8sphim4OCCrgHHQHINc15o6OWMjhNS+BvgC/wBxgsbjS3OebW4fAJzk7ZTIO/TpTVSRMqUbHgDw+EvAGnz6vq15Hp0UQ+e71BlM3tGoVRlv9lFyT2rWKnN2RjK0T5w+JX7SNpe2d5ofw/jN5HdxNBPqtwjRKqOMMII5ApzjI3MOPTvXXhsA73kYVsSmrI+QIrMy4cYuHzgMfljX3Gev15/Cu85SeawECAlt88nG7soHXAHSgCe009LiNWaMQ2sTYZyeGYdFA6n3/KgDb8zSrZAdrTMOoA24/wC+ytAGJd+K9JtwV2QxOrYxl5Dnnp5aHPT1oAqnxZauQYzF5ZH3Wt5Ax+hLD9RQBQm8T27nctpIB6bVP/tQUARW3iCa2uBJZaheafJncJYdsZBByMFPm7UAdn/wuv4t/YP7I/4Wf4s/srzP9R/alxsxjONvmdM9qAP1ch/1UWP7i/yrxD1We7fDyTd4aji2eWtrc3CKc53b3MpP/fUhrGpuVC1jqtR0nS9XhNvqun22owEY8u5iSRefZgaSbTG0mfMN1oWlaNq+qwadp1tZpFeTohgUcIsjBRuPOQuAa3UtCEkLQhrQjmmht43mnlSGGMZZ5GCqoHck4FNJsTaR8eftF6t4U8Y2eg2emaouo3+i3U0sot08yPypIwGXzCpUkso4Umu3A0pRepyYupGSPkJtBnkMknk+Wq/xSxZ4HGMAqTXacp7h+zR52kfG/wAB3XliG2mu5rYsqFGJubaeBQckggmT8KcWdWXtKsj9nx0qj6AWgZQu9V0ywkiivtRtbOSfJiSeZI2cDGSoZgTjPah2QFiO6t5mKwzxTMACQjqxAPQ4BpXQrk2aaAWgYZFABQAUCCgYUAFABQAUAISACScAd/pQKWx88fAkHxRqnxS+L0g3Q/EDxC+m6KzDn+wvDZk020Kk87Zbhbmcf9dPTFIwoR5m5H0RQzoPzg/aSuri4TUfA+nyGLUPid4lbwyHX70VndSSSalMvulnFKRyOcd8VzT+I6HK9JRXU7y1tLextbaytIlgtbOJIIY1GAkcahUUfQCo3Z3QSSsek/Cj/keP+4Jff+lFhWuHObH7I+mHdY1Z3YKiAliTgADkkmul7nC3ZHz3+z8jeIbTx78WrhGMvxV8SXF7psj/AHjoGmf8S7R9uedkkMDXCj1mNIxoRu3LufQ1BuFCA5XU5GOsJEPurZ7j65aQgf8AoJrLEHXgeo2sTtCgTZ8+/HMt4ou/h18H4SdnxH1tbrWcc7dA0Ex6hfAj+7NIkFufaaqitDmxUnJqKPoBQqgKoCqBwB2HpSN1GyPna48r7Tc+QS0XnSbT7bzUPc3h8Jy/i/XU8NeGtX157UXo0qA3AgL7BIysNqlsNjnHak48yscuaS5cNJ+R+cnivWr7xd4h1PxJqW2K/wBUkEkgg3JGuAqqApLdFUDnNdFGmoRsj4Sc+Z3ObMM6dJ8j/bXP8tverJZEUJIL2qOeDlCM9fcLQ7Bc3tE8XeJ/DDJL4e8Uaz4cliOVNpdTRbTzghlYjuehqJ0YS3RUako7M918OftafHbQAgPi+HxJbINoi1a2ilOBt4aZFWQnjkk96xnl9J9DWOMqJbniHizxr4m8XXMV74n1GfUmiXbFCnMMYAAwFAAAI6nHPfNa06EILQznVlLcyNPn065njhmv4oZHO2OAsACR65xk+1aELQ6uWJIImkO1o4xneh7dR0+tAHP5kmZnlJiZ+N2NyxjoAcY9fzNAD727axtY96BXjAWPypC68DopbntyTQBwN9fajqUwQMT22qMKM+tACxaYIRnbvc9WPWgCXyCO2KAHiL1BoAcIaAE8tun+3/SgD9rIv9VFn+4v8q8RqzPVSPYvhjKDY6vBsdTFdq+SflIeNRkcDHKHNZ1V1KjZHp1Z2HZHzv4xgMPinW/3QiSaSGZMfxBoIgzYzxlw1b03dEyRzfv2FUk2Jnyv8R9RutfvrlReSNpkb7YogxEe1eC20cZOM16OHoKMUcFao5SPCrq3VblURcAAj8K3RlIelh5wbjIAqgudr8N7N9M8e+D9RWLzGtdXtGUEZ5MqrnHtnNCNcG7VkfrgOKs+kQtAzgfF2nW2pXdvb6hYw31g9u+UnjWRd+5f7wPasMTdandlkVJtM8b1v4OeGNTPnWD3GjXSHKGJ/MiB90kyR/wFhWCqM7J4KEtjzXVvhr8RNHc3WlavcamsY4ksruWC5UL0+Uup6f3WP0pqozmngGtkcTc+KviDpN0Y73xBr1jdLj5Li5uFyB3Cu2CPeqVSSW5jLDpbovQ/Fb4hwy+aviy9kyMbXKMg47ApTVaRPsImpafGr4kWZ/5GA3CkEFZ7eCTk98mPPH1xT9vITw8TXtPj/wDES2yZZ9O1A7cAXNrgZ9SIHgP60KuxPDo17T9o/wAZpn7dpGjXBIIBgiuIefX5rmb8qf1hi+reZr2v7SurBW+2+FrVmA+Voblxk+4ZDj86r6wg+r+Zqw/tLwBE+0eEpGkJ+fy7pQoHtuiOaPrCE8OzaT9pLwviIzaBqw3D94IRbuVOe2+aIEe+R9Kf1iIvYTNZP2hvALeWXi1WEOMtutkbZ7EJM5P/AAHNUq8SfYTOE+M37RnhDSfhp4mPhfV5H8Wa5aDRtBV7adANS1RhaWzsWQAeW8ocj0U0/bRZniIyjE9B8D+MvhT4J8I+FfBWleKrRbLwzpVpp0G8SAsltEsYZsp1O3JyaaqRCFFxVj0GLx94JnkSFPFmlebKAUVruJC2ecDcwyfbrRzRK5WfAWp3Vr45/aK8Y6xa3MWo6F8MbeTTbOaB1lhbVtZZbi6dXXILR2scS8HjzGHWuastTfBLnnr0PUOe/asz0LHoXwo/5Hj/ALgl9/6UWFbYfc5cfsjrP2hNd1DTPhpqOh6FI0fin4h3Vr4O0QocOl1rUotmnHB/1ELyTE46JXS7HmYhvlsj1Tw5oVh4W8PaF4Z0mEW+leHdOtdMs4l6Jb2kSQxqPoqCkaU48qsbVBQULcDmL+EjVJpz92S2hReOPleUnB/4EKyrnVgepFWJ3CGgTPnz4fE+NPi/8UviBMPN03wk0XgDQG/hH2I/adZmT3e6lSEn/phiqe1jkoe/Vcu2h9AsSqscZ2jP5Ujr6HzbCGVMMMMSWI9CxJx+tQ9zWC0PMfjVI0fwz8TuriNlih5ILD/XxcYBHWnDc4M7dsKz8/ITPInzSDe4BUiB8AHpn5j/ADrpPhyRrWcJKXmhDR4znKgD1INAGZNdJG2BLauMdTOBz342n+dADBdIVBNxbRnv+9D/APxNADDNCinyLqAu5yzPIo/HjIoAu2elNdxoILcTZU4+zToc7R8xILpz+FAFd9CW4uhCLRpJITultrmMOxQkfMoVhkZPc/hQBvnTBpKxW8GmbYJAhxZBwFLZJLx7QAQcev8ASi4FdJoEaIC4ms3lIAS5Tgseq84O4bsdfzpPRDim3Y9Gsvgf4p1C7J8T6jaaNaGV0SK3Ek915IxiQoQsa7jnhmzx0wc1zTxyWxtHDPqSy/s8ahau0ujeKLC/XqY9SjlspeuCEZBdQn1yzpShjovdBLDdjzTW9Ku9Bv5NM1WJEuo1DExOs8ZDDIKyxF0b3wa6adSM43RlOLi7MxwttKWCSoxHUBgSM/jVEjTajqMEUAIbcjqMUAR+Sc4/2/6UAffHiL9qHw1p8f2fwvpFzr1wqBRPMfs1sDjg8hnb6YH1rzqeBl1OyeLj0OB8L/tdfEvw1rtzqQtdMvdLvRGs+ltEUTbEXK7JgfMDfvDzkj2raeXwkjNY2aZ9r/D79sn4W+LvJtPETzeBNVkwrLqJElmWOPu3SAKBnu6rXFWy2pDY6qeNi9zrPH+saD/ag12LVbRtLvLGGUX4uI2tmVTIPllDbeO/NRSpy2sU5x3PmHxn8ePBNja3em6LqY1e/kUxebbcwR54Y+aeG46bcj3rrw+EnzXZhWxMVHQ8EPjvTb3KuSqdARxxXeoI42zNkvdPuZd0U6BW98U7CN20SJUDKQ+7uDmhoDorbVLDSHs72SaO3uobiGSAFsMXR1bIHU4xk0XSNsNCTqKx+k8PxC8CTKpi8Y6LINucrfQEY4yf9Z71XMj6ON7Gnb+K/DF0nm23iHTZ4x/El3Cw/MPRzIexm68y3MulXVtPHNahLgExuGDFvKKkYPONp5rLFr3TtyqX70yK5T1tw9aAKV9p1hqcBttQs4b2A8+XMgdc4xnDDrzQKUE9zzDWvg14V1DdJphm0Oc5/wBSxkhJPrHITj6KRT5mYzwkXseS6z8HfFmmB5LEQ65ApOPs58uXb6mOQjn2DGndGEsLOJ5neWN9p0vkahZz2M//ADzuI2jb8mANBi4tblXNArhQAUAFABTA4TxF4ev9e8U+C7iTyx4d8MzXOrTqW/eSagsRt7NQox8qrPK5OeoXinzaGVSm5TT7HpFjpl9qTD7Hbl484MrfLGO33u/4ZpNm8abex0V3pWieGNG1PxB4juRLZ6LZzXtyzfLDHFAhdztz82Ap6/lTTZcqcacG2Z3wQ0XUNK+H9jf63bi28Q+LLu78R6om3ayT6nM06QsPWGExxduEpPcjBU2oa7nrWKR06noXwp/5Hjr/AMwS+/8ASiwrbD7nJmGyNLVv+K5/aI8O6SF36N8E9Dl1+8I5Vtc8QCSzsE/3obOG5Y/9dVyOldDPKn71T0PofPtQb3FzRYYUWA5nUJy2pS2pyRDbxSj0/eNKP/ZKxrbnXgdmQ1kdpwXxQ8ZR+APh94t8XmMz3Oi6bNJZW45a5vnHl2dsgwctLO6IvHVqa3McTO1NlX4SeDJPAHw58J+FrmTz9UsbITarcd7jU7tmub+duTzJcSu3Xv6UMWGhaCPQ5WKxSMByqsfyFI1lsfN8MrzxRTyf6yZFdvqwBP61NzaHwnnfxVikufB91ZxypE93cWyB5F3r8kqy4K5XIPl4696ukvePN4hmlhT5MNtHp58ma2WwYMAsn34GPpuONv0OPbNbnxRcjtrWSQLdW6Ix79Ub6H+hoC9yObwtplyx/deWf9n3oAfD4BsJB/x8lFbJwQf8aAM7UPB2l2ahEvQ0pP3R6e/JoAqQ3R8Pr5doRNHMGS4t5ctE4PRh6HtxQBFf6v4Wumtrm2sU0vVIMrcBR8siFMDEiBfXof8ACgDz++1lYpZI9N1G5hDP5rKJd6K3+zv3YHH3c7fagD6D/ZW8GyfF74g69aa9qbJpfhzSjewxwrGGF3JIsUchzuDbQzHBGAdpABGa5cwrOnBeZvhKalI+5tT/AGedXtVLaJrkVyi52xXMXzMB0y6GPbwP7r8+grzVWTO2VI870z4YaneahdR+Jpo7XT9PupbdrW0kZjctA5jYtLhCEJU8YBNVz9iFDufF/wC0k+naj8SFtfDs8UthoWl22nRJY4eOORGmkePMbqS4aY559jXo4OLjTuzkxMk5aHk3/CCeN3sodQi0a8urCch4gqeY20EDJjkSWXBHPUeo4rX6xC9rmfspWuc5Pb39mzRX1rJaO7AuLi2Ycdf4JAB61SmmJxaGiaVlWONoJDnhTczQNxwTyrnHHT9aq4rFzDY2bG8r72/z3xnb/eznHvQBftuArW8quFAyjjcB+B5FAFiSZA25oDDnuvzJn+Y/KgB6vG6hkww9RRZWBFn7RK0K2zTSG3Q5WIsSgJ64XOBS5UPmZBtTPIwKaVhXJA5T7rkfjQBMl1MmCshB9c0AaFrrd/bEhbqVVPUBiKBH3j8OvhNoni/4e+GfFVnM+na9qFq/nyTL56yPFNJET8x3rnZnhse1c1Sb5j7TJ8BSlhoyW5na78OPFugFnk05r+0GT59l++XH+0mN4/Fce9SpXOqeGlE4TEDcPAhK/KflHGD0wR2NF2ZtLqjTtr26tpYbizvJrWe3BEUsEjRugPUKykEZ9qLt7jglF3R6Xonxc8T6Ztj1BYtdtgQD537ucD2kQYP4r+NFkbQxMo7nrmhfFjwnrGyK5um0W8YDMV6NqZ/2ZRlPzIPtU2ZvDFRZ6THIkqJJG6yxyDKupBDA9wRQbJpkgGOlA2wx7UCKV9punalCbfUbGC/gbrHcRrIp/BgRRcTgpbnl+tfBnwtqO6TTWm0Ofkr5J82HJ9Y3OcewYU0zCeDi9jybWvg74s03fLYrDrNuP+eDbJQPXy3I/Qk+1O6MZ4WaPMbyzvNPm+y39rNZXPJ8udGjYgcEgMBQZOLRWzQTsaFhpd/qZX7JCTEesz/LEOv8XOfwzQVGnKR2+n+E7O2Cvet9um67SMRD/gPfp3/Kg3hRS3OpUBQFVQoHQAYFBpax438X/wDifr4Q+GkPzv491eNdRXrt0bTcXl+W/wBmQRpCfXzKqKObGPmah3PY7eYO14mfltpVTJwAP3Ubn/0KpNVpoc7qnjDTrIMlr/p869QhxGD2y+CD+ANO2hM61jhm8d+I9PupNYtdYm0iSCCRC9qxiCwttd1ODkj92DyT0pptPQ5a0uZanm3wm8ceOZ9M1rx7J4o1aDVviVqUmt3Di6lDNbKq2unK3zDO20gi6jqTVOrJM5sPRi1zNHvWkfEP4s6iPJ07xRfNGDhp5fLdU28HLyRsc+wyaXtpHRDCp9D0vwx8XbvwXqEsfjnxHqnidrm0LJCkUGIpN67SAoiIGAw5JralOT3OTMq9LDNLqdXN+074aUN5Hh7Upcfd3NEmf1bFaXPPecR7HC3X7Q0Goa89zFY3Wj28kEEIO2K7TMTTEtJH+6Yg+b/C4PFZ1YtnTgs8pp2aPWdN8Z63f2Cahp9hp3iqyk4Emm3H2WUkk/ehucqmBjIMuawk+U93D1FWjeDueMfE7xtZ+JvG/wAK/CGsaPrHh/w9o+rN4y8QXF/ZSG2K6KEOnQebAJozvvZo5Blv+WPI5qlJWMMQpSmk15n0dpvjPwnq2xdO8RafdM4BVVnQMRkAYViCeopXN1NG/dTJBa3E8h/dwxPI3sFUk/yprYq9z5qmvobLT2v9QdbOGCESzE8BOASP8Ki12aVKkaVPmbPk7xf4p/4TPVGnh86O1tC62qsSqhRnBKg4yepNdFOFkfF5vmM8TVeuhjKZpItlyizAja2/qRjkH1qjzm+hmTWzWaF4UaWxH34SNzRj1TPUDuPy9KAL1jMkbKsspa2fG2T7xXPTJ7j3oA2bqWMLtV8rigCpFb2ufMkRHPqRmgDH17RkjszexSp5rNtSI9yc4HX86APMLvw1fyxMkM8Ku/8AE4PVjyeBQBx+s6IdNNrp1ozalqd220QwxlTt53SF3IUAd+e/pQB9j/sieJfCfwc1XxbqHjJ7q0l12ztLeGa3ga4ijEbyvIr+WGfklcEKc85rkzCjKqlY6MJUjTbufoYvx++Dz2j3Z8eadGqKW8qQvHO2B0WBkEjH0AGa876nVT2Oz6zTaPzw+MHx48V+KpdS0zwdZ3Oi6DdzTNPqWDFdXKSuWxEAAY0wcf3j3xXfhsHy6s5a+KvojP8A2RfBul+Jvi4ttr2mR6rY6do97fGO4XcolDQwo5zzuBmyMc557VWPm40tCcIk56n6Rar8BvAuoK5s0vdFkYfKbWcso4x92cS+ma8tVZHb7KLPj39oDwFpXgrwZ4zb7YutXNubO3tHkiERi+0TwBujNudUcnII6dAa68FO80YYiCUGfnU9nG4xksM5w6q44xj7wPpXqHCip9hG7btjx5nX58/dxjG/09/wosK2h1l7o8kJTfGVbGFYZB/AjFAzLaO5h4P7wDs3yt+YGD+IoAhHkO56wTHv90n+YP60gHYnj5z5o9uG/Lof0pgTJOjHB+Vh1B4P5GgCyCGHAyKAExige7Ot0jwTr+rbW+z/AGC2YA+ZcgocEcEJjcfbgVLmkd+FyWtVd3oj7U+FfxBf4f8AhvT/AArqNm2q2Fi0hS4gISZRI5cgIx2nBJx8wrCa5nc+py6X1akoH0pofjzwt4hCpYarEly3/LtcERTHvwr43Y9s1Dizvp14TRLrvgvw14j3HVNLiknI4uIsxTc996YJ/HNJXRUqMJnjWt/BC7i8ybw7qi3Cjlbe8+R8eglQEE/UD601Luc9TB2Wh5Hquh67oMhj1nS7izVTgSOv7tv92QZQ/gaZg4yjuZX7qQDPP86BOzNTSNd1/wAOuX0PVZrNSd3lKQ0ZPcmN9yH8qCoznDZnrmhfHK5i2w+JdKE4BANxZfI49zE5wfwYUnE2p4x9T2XQ/G/hjxEq/wBm6vC07DP2eU+VN/37fBP4ZpWZ0QrQkdV+tBomL7UCDtQFjP1HS9P1e2a01OyivrV8ExyruGRyCPQ0Ezpxa1Pn/wAV+AfDmi6vC1paEW80IkW3klaRFYM2ThiSc+hJHpTTOeVCKkUwAAAowAMADoMUykrBQAHjk8CgLnzxpPiSz1n4qeN/FaKb228JW8Xg7SFQ/uzKCt5qk/mcjBkeKI4zzEeKu2hwqqpVpPtsbt/qt5etcG4mIjuZBI1vH8seQiR8jqeEHUmlsVKq29TGZi39AOgFJu5G5538SxqGo+H7fwnpCudT8eX8HhyFk4KJdhmunDHABS1jlbk9qcTGvzSXKt2fRfh74f2Gl2tpDdhZI7SKOKG1iyIY0jAVVzwWwBjsPapkdtDDKK1Og1bxFpmhwm3j2z3UaER2sGOMDgNjhR9aCq1VQi7HzpqV34kvL64v5ofMmuG3MVKkY7AZPQDitozVj5XGYHF1qjk0ZEut6pbsIp4djMOjKP8ACtOZM4a1CdN2kjSsdRaYlpBzwDj2/wD10yEdx4b8Yax4Vvv7Q0S48h5F2SxSDdFKuQcOp6/XqO1TOmpHXgswrYaV4s+oPCXxr8Oa75dprRXQtRbC5lYG2cnj5ZD93/gWPrWEqTWx9Pl/EVCtZT0Z3WpeCfBniKMzXeiWV0twMieACNnB7+ZEVJz65qNUen7OlV1PN9X8A2Xhq6sho2savZaXeJcCeyW7cQn/AFY28YOCGOckk469acZMyqYWEHc+fPiV4wGr3R0LTpQ2nWb/AL91ORNKOwP91f51tTh1Pms+zN1Jezi9EcBbRIrIFA+6c9Oa0S1PDqbFhtpONtMgAFxQBzUkSWt09smDbzq0sS/3SCA6gemWBH1oAsWmWZoHfPlAFCTyUOcfljFAGiZBCMjACjJJ6cd6AOYublryczMTtAxGp9P731NAFaWRYY2kfO1Rnjr9B70Aa+m2/wBnWNriFJLm5bzJM8lRj5Uzzwo9O5J70Aal/eW8cYS3gCEZ3Beh6UW1AwUgF1OlzLbbWjUgHb2OO+KLDOyWWFrWKJlyVXGPT6UCLunRLZs1/aSy6dfKMR3FpK8EyjuBJGVbnvzUygpKzHGTR32kfGX4yaI6R6T4ul1CEN8tvqkaXiMOeGeRS4H0YVjPA0pdDWGLqLqeY/EzxN8SfiXqP2vXY7SG3yJBbWamO380IEMm0s7FjjqTx0FVh8NCktCa1aUzxS70C/tgWl0+Vu2Y1LD9BWxmzD/sq63/APHpLu3Z27T0xQB7e9pbT28cUkQcAA575x2NAHI654TZo/Os5wCOWjYDn6GgDzW4t3jLR3EZXBxhuhoAqeW6f6mXao/hfLL+HII/OgBC6Hi4j2Y6P1X8GHI/SgCVRIhDxyCaM9icn8GH9aANOC4tnG1swTDordCfRW6UmOm7TR+uGn+E/DHi/wAK+HLzU9KSS4uNLtH+0qPKuAWhQnMibSeexyPauSTakfoODpU6mHi/I83134H30HmTeHNVS8Xkra3o8uQc9BKmQfxUfWqjNingnujxzV9E1nw/N5OtaXcaa4b5XkXMbHttlTch/A07o55QlB6nQ6D8RvFehbEtdVa8s0wBb3f76MAdlJO5R9GpOKZcK849T2fQvjbo95ti16xk0iXABni3XEJPqQqhx9MHHrScGdFPGRb1PWLPUdG1+0Z7K7tdVs5RhwhWRcc8MvOPoRUtNGylCaOG134S+FNX3y2kL6JdNzvs8CPPqYjlfyxTTM54SEtjx3W/hN4r0jdLYqmv2qAkm3+SUAd/KY56dlLUJmE8NOJ5pcQvDK1ve27208f3o5VKOp9wQDTMpIqNAyneh3bTkEfeBoFax2eh/EnxfoGyOLUmvrVOPs96DMoHoGJDj2Aaho0p4icT2bQvjdol5si12yl0aU4BljzcQ5x1+VQ4Gf8AZP8AWlY3hi4vc9d03VtL1iAXOl6hBfw4B3wurgZ6Zwcj8aRvCopLQ0vWgqx418Qd39vWpydh09OPfzZKcTKo/eOIpkNnO6j4m06w3RxN9suRkeXEeB/vN0H05PtT5TOpWSPIfH3jq60jwzr2v30mLXSrOS5W0hJVZJEH7uMngsWchQO5PSqSOXE4iSgzkPh/okvhjwfoumXREmrSRG91OX/npqF4zXF2/HrLI2PbFEmZYeHJA7CGGe6mWC3ie4nk6Ig3Mf8AAe9QaqMpbHe6T4Gdtk+ry7Bwfs0R5z6PIP5D86Danh31OKmvNHuPjG5fy7fRfhXoflQxRDrrWuEM+FABLx2cKjPPE3JFUtjJzi6/odFq/jHUL7dDY50+1PBKnMrD3b+H8OfepKnWbOUhhmuZRDbxPcTyHhEG5mJ6k/1JoM1ds68+HLbR7CTVfEUuQn+rtImxvY52qzjk59B+dOMW2TiqkKFNzkefyaCmvXT3kk/lmX7qxgCNF7Ko4wB6V0qOh8pisQ603Jl208K20Uslv9pZti53EY5Pt+FMw5mixNovl/Kp3c7d2eMn1oGpGdNpDrjbL1zz05pWKTNjQfFnjPwk6tousSxwA/NbSHzIG9jG2R+IwaUqaZ2YTNa+Hfus6nxj8aPEXiDRIdL/ALJXS7/51nu4HYqyMFH7tCuVJwQfmNRGjZnfiuJalajy2szwIJMW2gMTnn6+9apWPElO+5qQLMgyzkt6fWgzcrlnzJBn5jQIqzXLICFY5oAy5ZS09mHc5807e24+XJkHHtzQBJcTvbzW0kZAZi8ZB7qVzx+Kg0AQXN691ugwBGP9YR3PZf8AGgCAUAQ2rJc3pkc5trFuB2eb/wCw/n9KAOoWeLa8u8FyNiigCGG386Q87sHLH+QoA1JCqoEXGAOvvQBVjBJHp6UAX4WdjsVjgnHBoA0W1WDT1KhQZiMbuuBQBi3PisoQrRKyLkjb19qAGQeJLS7YRs5hBwDn26UAWvtWn+b5mYs+Z97j+7igCqsiQwpI/B2jGfpQBmTTPO3zHgdFoAx9R0CHVlEYG2c8hhx+fWgDk7zwRq1qN0aLKgyThhwPegDDfQ9UQ7TaOcjIIGRigCsuhaoWKx2k0LHnKrgH8wRQAr6Zq8Kv9qsHKKMs6jOB3yvP6E0Ad94H+NPxE+H+yHQvEEl1pkLBf7O1DN1a4Un5FViGQf7jColTiz0sHnOIoWSeh9ieCf2vPCeqiCz8a6ZP4Zv3wGuoAbmxJ9SR+9T8VP1rKdBrY97BcT0pq01Y+ptO1TQPFOnC60y+sde0q6XG+F0uIXBGCpxuHfkGsmmj16eIo1o6M8+8QfBvwlrG+ewjk0C9bLB7MjyST/ehbIx/u7aakKpg4S1R4rr3wk8Z6HvmtIovEFmufmtciYKP70TYPT+7upqZzVMLOOx55b6jf6ReFopLrSNQgODjfDKh4OGHDenBFNNMzUnFnrOgfGjxFYbItUWHXLUdWb91cAf76/KfxXPvQ4I2p4xrc9o0H4peEtbKxG9Ok3Z4MV9iIfhJlkP51LidNPEwl1Ot1TQ9E1+BY9U0+31GIg7GkUFlzjJRx8wz7GkVKEJHkmufBOylLz+HdTksXY5+z3Z82EeyuAHA+u6nzWMJ4RP4Tx3XfA/ibQd7appMjW6Z/wBKtczQ4xncWUZUcfxAU0YzoSj0OLeJhkqd6+3WgyaJLO9vNPnW5sbqayuUPyyQOyN+akce1BUZtM9Y8O/GbxDpskUGtJHrdkOHcqI7kDnkOMKfxX8aVjWni5Lc0/GHxE8Paw1lqWnLcvcCAwPayR7HQhiw3Nkpj5uoJ+lOMS5YiLdzyPUNd1HUiyyS/Z7c8eTDkAj/AGm6n+XtVWMJ1XIxuFXjCgD6CmiDn9d0Sw8T20Gl6hbyXVst5bXawxlh5ktpMs8QZV+8u+MEr3xSu0ROHOrHpGk+Cb262Takxsrdhny1wZm+vUL+p9hUm9PD33PQIrfSPD9qzIsVjADlnbgsfdjyT6UG6UYI8/8AEnxDjs7S8uLNhZ2NlFJNPeTj7sUY3MyLnjgHk/lTRz1sTZOx4D8L4L2Xw03iTVg41nx1ezeIbzzeZB9uINvEx65S3WNMe1OTOTDqTjd7s910fwff6hsmvM6faHn5h++Yd8Kfu/U/lUnVCg9zotb8QeDvhvp3m3sqW8kg+SCP95dXLDgALncfqcAVUYNkYnG0cNG8mfK/in4na74r1A3KILGwjYrbWvLFVPGWIYfMfxraMVFHy2ZZlUxU/I7vwh4R8bXV9cW+vx6hpenmwlubaSJ4QpugUEcMmWJQHJ3cZ4x7jGti4paGFPDt7mpcfDP4iGWO7h0/VhpDYaW+ezeYSID1SeNtgXjqVAFZLHaFPCmN4z0C88FaDFq6anMt9cX0VsbV5NyFJUlkLkquN4MQGfc9etaYfEOc9Sa1FRicHaePNUQBZZWdV5GdsienzAlG6ehrqMDVs/iBbz+WszRQPuwQfkLH2Dn+VCHzM3YtYsriTzpJw8ZGAP8AJoHzM34TazRholQq3bFBLY+XUbKKIRSRqsi+wwR60Aczd3sDlmRgOp4oAwZrgKOu5j+NADbMNcTmdwNlvlV/32HP5A4/GgBmpT5ube3jGZkDOD2UsCoz7YJP5UAKiCNQo9yT6k9T+NAFS9uGiWOCIgXFySqHuoH3nx/sg/ngd6AJrdYYY44YuEjUKM8n6n3PegC2CCMA80AWVaZQgjlKkHLY7+xoAvi4c43AHNAE63CAHPBxxQBYW7EUGYyDI3H0FAGHdSscjO5m/wA5oAzmiL4X727/ADmgCVdNgVSclSOaAIP7Of73m/Jv3Y5/u0AarzGYR57AYFACqCGWNRvlfoB/WgDpLK0Fum5vmlblm/pQBdYbgVPQ9aAHrAioflGccUAQ+WjHlQcdOKAIZ1Tbt2DLUAcXqXhbT9TldpIRCwHyyR8Nnt9fxoC7OG1LwVqdkrS2zi9hHQZ2Sf4H9KBqTSMrRNf8SeD9Q+1+H9XvvD2og8m3kaEt/vIflYfUEUnBM6KGNq0XeLPqrwL+194g0tEsfH2jjxFCMAahY7Le6XHXfDtWN+3QrWUsOuh7WB4qnHSorn2F4H+L/gD4gwo2ga/B9ub7+n3LCC8T6wuQSPcZFYyhJHu4TNaGIWjOu1vwzoHiKIw61pcF+oGAzjbIo/2ZF2uPwNK7R1SpwmjxLxB8BbZy0/hnVmtG5Itb3LofZZV+YfiGpqRz1MAuh4trng/xd4ZLf2rpEwtl4FzGPNgP/bRMgfQ4qlI550pw3GaD451/w8V/srVJrSLj9ySJYCB/0zcFe/YA0WQQryie3eH/AI6xOEg8Q6bzwDdWR4+rQscj8GP0pcvY6KeO7ns+i+KvD3iFA2k6rBdORkw7tsy9c7omww/KpcWjojWhLYydc+HfhPXjJLc6atrdv/y82h8mTPqQvyt/wIGi9iZ4eEzxrXfgpq9t5k2jXsWqw8kRSDyZxjsDko3/AI79KakYVMI0eP6no2q6NMbfU7CexkyQFmjKZx1Kk8Ee4JFMwlCSMv6VUSRGdUGWOKdxN2N/TfCup6ptluAdOtG5BkH7xh/sp/U/kals0hQlJ6no2naLpeiRu8EaowX95PKcuQO5Y9B9OKRvGlCBz+r+Nra33w6UovJunnH/AFS/Q9W/Dj3oM6lddDzi+1C81Kb7RfTtPJ1XOAq8YwqjAH+c0GEpuQ628LXHii2nsZLJJ9LvEaG4a5XMDxsMMpU/eyOw/HFAKi5nrGj+F9K0ONJdqzTwJ/r5QAEAH8C5woGPr7027m0YRprU8k8ffHDT9K87SvCLR6pqYyj3v3rWAj0I++w9uK0hSb3PKzHP4U/dp6s+YJpNb8TalNfXEk+tavcfNLK+OAe3ZUUfgKubjBHztatVryvJn038C/hfpdvrN7qvxPiRNFmsxHYskQuYo52kQmSSORFZgEUgFQevGa5MTieZWRpRpcu5veN/ip4I8ET3Vh4MnTxhO7yQhvtFw2nRQoHWNkSSWRQ2cNtXpyODnOdHCTnuVUxEYbHn/h39q34z+Hbh2t/EUF7pzyGT+zry0he3Td/DGQiyqvsHx3610PL6TWxksXO5yfxK+L+t/FCeRtS0/T9F09rlL57TT49kZuEgWDzCzFm6buM4+Y+1VQw6pCrV3NHkzhF+42QK3ujCxo6H4b1rxVfPpmhae+p3aW8tzJGmDtghG6R2z2UdcZqatRQVy4QcnZH0t4P/AGeJ2t2t9Tiu7jxBcMbe3sraYWpjucNhGLny9wwTtIPqfSuKeNlzaHTHCq2pV1f4H+NfBvh3xBqeua3cQa3odrLf/wBn+UAogiR3IaaNlGWUfKVyPr2unj+aSRE8Jyq588P4g1KSSSSa4kkQnK7gsigdugRj1+vFdtjn0LNvryyEB1jY9wj/ADd+qsF/LNAGpFf2sxVIifOc7URwVLMegGRz+FAHVwpHZWuCflhUs7dST1Y/iaAMW2R2aW8nUrcXZ3sD1ReipjtgdaALMkiQxvLI4SONSzMegA60AYsSyys95KjJJPgBT/BGPur9ecn3P0oAsoSDljjFAFhHkkdILWCW8upPuQW6l5Dk9do7ZqKlWMFqOEHJ6HXa/wCEvEXhKLSpNcs/sbavC0sSb1dlKbd6PtJwy71z9amjXjU2Kq0nDc5/7UU6jP0NakIabsD7x2igCB7snBU8dh3oAj+1uMbjnPrQBahvoyOUPH8XY0AWzL5m1QeOpoAl8wb9mf4v/ZaAIEYqsSoN0rgAAc4z2oA6jT7EWy+ZL80zgZJ7e1AGoOaAFTDHrxQBZ4xjOaAKhAUkjgd6AKEjbmzjrxQAz5VUsxwBQBTu54CgUzKpfpzzQBjXum6bqdv5DxpJg/6zAJB45GRQBweqeFVtifst0WHaOf5gf+BYyP1oA5aazubGRZJRJZzRNlJEYgD0KuMEH8qHYuFWcNUz23wb+0d8UvCBtoH1VfFOlRbR9m1UtM+z0W4z5g46ZLVnKimenhOIcRRsm7o+ufB/7V/w914xWviKO48IX8mBuuR51oSfSeMZXn+8q1lKhJHu4PiWhVtz6H0np+o6XrVlHe6ZeW2qafcLlJrd1licHnGVJFZuLR61OtTqxunc4fxF8KfBviHfK2n/ANl3kmSZ7DEJLf3mTBRj7lc0JsmeFhI8M8Q/A3xJppkn0S4i1y3XkJ/qLgD/AHWO0/g2faquc1TBSWx5Lcxavo12ILyC5069gOQsytHIuD1XOD+Ip3MbSiz0Tw/8YPFuilI7i5/ti1Xgx3pMjYHpLkOPxLfjQ0ma08XOJ7f4f+NXhXVAkWpeZolyxx+9+eEn/rooyP8AgSge9S4HRTxkXuemTQaN4j0/ZKlrrGm3I4+7NE2CCCCMjIPIPakbNRmjxnxl8INCh03UtX0W5m02Wwtprk27fvoX8tC+0ZIZemM5P0qoswq4RJXRw+l+GtO0siXZ9rux/wAt5gCVP+wMYXr2596bIjSjEg1jxZp2lloYz9uvBkGKI/KpH99+g+nX2pBUxEYqx5hqmt6jq7f6XNtgzlYI8iIdOo7/AFNBzzqykUbSzur+YW9nbtcSkZ2p0A9WJwAPqaCIxbeh6RpHgi2g2T6swvJhz5C/6kfXIy348e1BtCirXYvi/wCIXhfwLbKuo3KveMn+j6fbANO46D5RgKvucCqjBtmOLzOjh46vU+S/GXxT8ReMzJbSyvpGiscCwtnI3j1nkGC/Hb7tbQpqJ83j86q4h2WiPM5tkar5QCqDjIH3R9BV2PO3PrT4dfED4BaT4D0XTtV0TULHxpYSSHUNRRGnhuWxMySALI3IJjBUp0HFcOIoVnO62OijVgomR4q/aCybmz8F6DDZR7Ghj1W+AlvCrgBmCY2rwPl5OMninTwL3kKeJ7HzM7F2Z2OWYkn6nk129DnbbOv8I+DLzxXLmF9sAlaHbFteVnRY2OEzlVAlX5m464zg4wr4lQ0NaVFyPprw94O8LeAbKS61O4sWvIoTNMbpkby4kI3yHI3MV7BR16Dqa45VZTZ0qEYI+YvGV/4f1fxbqF54Ztm03QbmWJYUdEjwAiI8mxAFUMwLY7ZrupqUYanLUs56H1VqnwV0rwxd+DdR+EHxPS41zxck9qywXUN0FgW1aa7J8lEcARqSysGz0rmVaU21JGrgoK6Zweqan+0KfEFl44jS+vbzw7NcW9td6ckc0IkhaSKeYWgycvzlzEM561S+r25WJuq9TjPiL8a/iZ49T+z/ABZftagRpFcwRW5smnEWQPPTgnntgD2q8PhaUXdE1K1SW543x9K6bGJE6I/3kVx7gGgDsfB+m755dQZn8q3/AHcSliQXI+YgEnoDj8aAOwuZTM/kj/VRH58d2HIH0Hf/AOtQBHQBz99fwS3Ysycw2pDzY6NJwVQ/Tgn8PegCddft1zFAY5tp+dccg+9ADJbmKZCfusaLh1Ppn9n748eE/hRpGraL4o8N3WrDVdRa7F/aiGR4oWghi8rypNufmjY/e5z7Vx43CSqyumdOFrwgrNHK/GTx9pHxV8Z6BpHw5sp4ree7NraG7JiV5b1reJFCfOURShJ4P3jgYAowtGVGLbFiKkakkone3f7MmueEtHup/GupBtQukIs5tPcSWkckaNIwcvHGx+VCSMD5ehJ6ZrHNz0NHg1GF2fI8d9DPghsA9D25+td6d0cdrM0oo9/3SGLDtTAnWzkkbC8joT6mgC+tmYtisPYD39TQBpJAkahVbdt+8T1LH+lAFXaPOzx/rOvbO3+VAG5ptlHZQLcXRXz2UHB/hHHH1oAW41y1iJHmbyOipzQBz974lb+AiBfUnLUAZMHil45HDPIyk87jkfhzQB01j4ssmysrlD/eJ4oA1JfEOksdkd4jswydhzj60ANW9tJQXSZSFGTzigDNuTeX/wC7iY2tv0LkfOw9FU9PqaAM+TwcJPnWZ1kYcbmJOPTJJoApt4durdtrXM8WBgbDxigCqNCvJXJXUJ02n5Sx3fzoAiuvD18VLfaxK5+8zZJP07CgDjbzQb21y8UZBY9NvyH8O31FAGY8UikJPEYn9+VJ/wBlu9AXsbfhzxL4m8HXw1Dwprt5oN3kFjbyfu3xz+8iYNGw/wB5TUygmdGHzCtRleLPrDwf+2BrdmsVt438Npq0aAK97phEMxx/EYXOwn2BUVnOhc9zB8WSWlRH1D4M+OXw18c+VFpviCLT9Skxiw1Mra3BY/wqHba59lY1lKnJHt4TOcNW2Z6bqOlaXrVr9l1Syg1G1YEhZkDjnupPQ+4qUdbjGaPGfEHwJ0O9DzeH7yXRrhskQy5ngJPpk7x+Z+lO5jUwMXseG+Ifhn4w8N75LnS2vbSMnNzYhp4wPVgqh1Huyinc5qmGnA5rRfEOt+Hbr7Vo2oTWE4PzbTlWwCBvjbKtjJxkGgiM5xeh6/D8cLy80bU9K1/SUuJb2zmgS5syEO6SNlBaNzjqRnDD6UrG6xrcbM811fxXqOp74omNjZ9o4j87D/bfg/gMfjTMalds5lVJZY41Ls3CqoyxPoAOaCNzudH8FXNzsn1VjaQNz5C/61h6Mei/qfpQawoPqd1PPofhbTXnuJbfStPgG5nkYKDx3J5Zjj3NNJsdavSoq8mfOvjD42X+pF9O8HRPY2znyzfyoDPJnj9zGd23PYnn0Faqklqzwcw4ibvGn958/XrSfaZ2u/Nn1CVi0xmy0rMepkLc/nWiceh4dSpObu2ZrW4Y7pGIP91CQB688E02rEaMrtBIhJjmJH91xuA+h4P60DWw2G2uL24itorKS4u5flQW4LsevAxhv0qZTUdxqMpPQ19a8OeIfDM8NtrdjcaTNcRCaKK8TG5D3BBz9QTke1EK0ZLRjlCUdzGaWReJISMZyU+Yflwf0qlrsSfUvwq/aSsPA/gG7+HeseDYPEOns95cWt2s3lXVvc3S4D7XRh8px02muXEYP2kr3OijieSNmj134Y+NvD3xuS+8DP8AD63Xxq80uo2l/HMIEj06ARIIRMJI5C6k5wcqcseK562GlSV7mlKsp6WOb8RfB7TfP1a0HgzU45vs91FaXVzD9kskvUDqubvYvm7XAyqlunJPNTCu01qVOimtj5b0Lwj4tutffTdMtruz1WxuZbWSWLfG0MsRaOVQ6leRgg4I9+K7ZV4JXOaNCUnY+4dM+IvxB+DngPw5o93p2jePdBsJk06PT5rRoriIzeZIBFcoWDkEEkmPjrmuLljVk76HQpOEbHN6q+geOLiHWrjwdLN42vXuYYrK7kivdPsrWaaWSJIEEUTGREcbmfIBzghQBSUpQ0TKspLY8G+MHgfwd4Qg0x9Fv4YdcuGZb/SIr1bv7N80gHDKJExsGd7HO4Y9T1YWrUnuc1enGK0PDI0kmlihiTdLM6xoPVmOB/OuwxPXIoV0uxtrGAgy7Mbvfq7n8TSAYqhFVR0HrQBmaxqQ02zZ1INzMfLgU93I6n2HU0AeabVOXOTKxLPL0ZmJJJJGDyTmgYogu3Rp0V5YUPzM6b1U/wC+ACDz60nJdRXZ7v8ACP4K+Kfipo+uavpWs2OjR6PPFbQi/wDNMN3K6mSRVkCPt2LjgZ+8Kxr4uNN2NqOHdRXHeNPg18VPAttLqGt6Al3pEBIe+06VZogBn5iFywGFJOQMDrRTxlObsKphpxPMdM1KWC9tb60uJLC9tZFmgnVtrJInzKyOpIyDz1rZpNWMotrY9p1/4t/FXxf4c/4RfXPGNzqWkM4dhLFCJm+V0KtOkayEEOcgtWMcJTjK6RrLEVGrM8uj0G7TISAsB1IHSt7WMiwbCW1AyroxGTkEGhgQRa29s4Rl81UOPegDWTW4JkAPyE0AKb2KT7sgBJ9aAJcfLt3c78+2dtAGFJqM0yq01y0mAO+B0oAx7jUcZSH5vpQBnfNKwedjjPGelADJ/JXLRuAfSgDPaZjnDHmgB8Fy8OdoPPWgDYgv7xmj8sEEMDn+VAHf6TrksYX7TbmZsD5qAOzttVtZsMzeU+PutQBeJiuh8pDY4xQBm3EEKPsRgGI7f4UAVfszg/Mvy9yKAHPBE67XQED1oAwr7Q7G7R0EPzSdAOn5UAcNf+Dr+2bfayGVc/6uQ5GPZuo/WgGcXLBf2UzLMcZP+rnAAP8AuyqMd+4oAsxxyzqztbNAE6M5Xkg/w7Sx/Si1xxk47M9V8H/GX4j+CRDHo/iie806Ej/QL4/arbGc7VEmWT/gLColSiz0MJnuKobPQ+rfBv7XegXojt/HGiTaBMMK99Y7rq1P+0Ywvmr9AHrKVC2x7uC4rpT0qKx9P+HfGfhXxdALjw1r9lrMZGSLaVWdR/tIcMv4is3Fo9ehjaNZe6zN8SfDrwr4ojlN7pkdtfSDi9tQIpwfcgYb6MDSuXUw8Jo8C8Q/AvxBYeZNoN3FrkAyVifFvceuPmbYT77h9KfMc1TAyWx55ZeD9bubma2urdtMNq/lztcDDKwGSAnBJwQew96ZiqMnuel6ZoOmaNHvgiDTKvz3EvLkdTz0A+lFzbljBanlPjX43aJoTTad4eCa/q8ZKMyHFrC3+1IPvH2X860hSbPLzDP6dFcsNWfN2r+M9S1+4a/8Rag126ZKIflghz2jj6DGevWtdInzmKx1bEO8mfZX7Kvwz8J+NdM1fxTqVnDqOuaVqUX9nR/aBHPamBVlSdIjlTl2/jBHA4rjzCtJadC8HSi1dn0v46+Fvh3xBY3g8TaLpeoTeWzfatRs/st7COGZ0vbX5XIA6AcngntXHTxE4vQ6Z0YyWqPyY8d6MvhvxbrujRwNawWd06wxM4kZIm+ZAWGc8EV69CfPBNnnVY8s2ij4P0nTfEPi3w3oesan/Y2lavqNva3d8NubeCWQLJIA2QSqkkZorVHGF0KlG8tT9E7f4K+FvhfbWGseD45fFmk6lwdcKxyXML5VREQAqq7E8fKPQ15k68qktTuhSjFaFXXvhxIIPDvxBtoYPibBqMMV7Z27KYE0+2uI/OMszEPGqoVUFnO4kfdyAAlN7bCnTW55Z8TfhRoMvhbxN4z1u6t7XxZLbrcxNYoLewhdPmS3VGw07uDtLdScHC9K1oYpxlboTVw8WrnhPhr9n34h+JdAvNeudNt9JhigaWztr19k93gA/KpAEYIzguR+XNdEsdBSsYxwkrXPILU6tpF5PNp1ze6Vf6W5SZozIjwMWK4Y5VlyRjqK392W5jrFnvel/tR/FzTvC0nhK9u7TX7DKtFc30XnXcbrIJhJ5pdCzbxn59341jLA027myxU7WOn8B/tSz+HfCWo+Edf8G2PiQ3011dDUWc2179pupDM0j7opA3znI27cVFXAcz0Y6eL5VZo9Q+Hvjr4Q/EbSkX4leM7jwZ4w+1TrbwqhTTYrUnECRyNFJGDjlizKSTjpWNbD1KfwrQ0pV4yWp6zf/BS5tNH1TxF4G8dR+ILH7HJm50uZYJ40VCWK7JZY3YdQCR9M81h7V31RryXWjPkf4o/A0+DNF1LWrua9stRsEglnGoSxy/a3uXUBlZTy7Bi3BPvzXZhsS5Oxz1qKirnifhSyTzZtVn4htBsj75kbrgewOB9a7ehzM68bnZpZB+8k7Z4UdlH0oAHdY1Z3YKqAszHgADqTQB5bqN+2qXj3Rz5Kjy7dT/DH3OPViMn8B2oAp0WDc+6f2RvEWn67Hqfwll8L2k91fy3OuPrEly0MjQRpbw/ZGVI9xXdz97HJ+XvXFjlKPvJnRhVd8rPsa10W0+B/h7WD4e0ZLDStRu5L2W3kYXFs87x5cA7xIo8uFiB0/lXE5OrLU61FUo6HxT8Xf2ptC+IPg2XRdF8Fy6DrN/5kF5M8yPAsT7fmQoELHqBuUYyfx68PgXCSdzmrYlSjY+L4LzyJiEiVl6SYGBjHAxjBNd5ymva+I3sJ4zExiGf9WBvUnI52kH0oYHa23jnUNVkNrBYLcSKpYLAPJYj334Xt3apnNQV2NRcjR1NdfsrC31PUtEvbPT7vJinaPzIyM4yzxGRVB7biM1MK8JOyZUqUlucvDDDqsmYW3SHnavU56cda0IKusabd2zx21gGuLyUhCmCAhPdmPGBigCKLwfr1ojXV5IMLhmJPc9CvSgBPOu9/lZOfM6e+3rQA8aYzRoGmcfKM9KAtYfHonmRvMJnjhTozYG/2UAD86AM6ceWpRRkDjmgDNNuSct9aAIzEi8AZNAFu3s2dssOnT2oA6K2tEjwWxQBsROqjCigC0suOpGKAJBq4tCHWYqw9DQBV/wCErt0lLTtncc7uv6UAd3pmt6bfW6JFcxyOygkZHX0xQBZmjByV4zQBWWLyzk8nqSaAHOqt94ZFAHPahpdpcAo8auG7EDBoA4W88MSxPv09/LdTkI+WT8O4/OgDDVorA3H9oadm7mYbZi2I1xgDBHHboRQBs2Wl2+oz2q/2h9quJcl4XAREA6AMoIJOe/pQBrs/9jXsT6I89hqNrIGS6iYxOjjpskU47+tJq5pSxNSm7xZ7T4O/aa8f6Hd29nraweMtNX5Zd4EV2gAI+S4j+UnPXerfUVnLDpnsYLiivTdp6o+rfCn7QHw48TlIZNTfw5fnbut9WUQKCf7s+WiIz/tfhWUqTR72E4gw1db2Z598TviB4T8I6lq17d6glxJPIskVtalZZZmaNMFFU9CO5OKIQbJx+Z0KCbbPizxr8VfE3jNpbTzTomhk8WdsxDyDn/XSDr9BgVvGkonzOPzqriNFojy/ft/dQrlh1HRR9TV2Z5ruz2/9n3XJ9D+I1hbQeEovHF94mhfRobGW5W02tcMjF0kf5BgR4O7qDXPjF7l7muGdpbH03afCiS08YXmuarocXhfWY5vOTTdLJtLayUnKF5Ytm447r97rzXA6zkrHVyK5xvjv9pnx74S1vW/Cei+ILHxf4dltVhcX0ZuPImZcSLDPHJG/ykDhmauijgozjdmdTFSTsj498QeIdU8S6vfa3qriW/1CTzJWVQi5wAAFHAAAxXbCmoKyOWc3J3Z7p8Evib8L/Amia/a+MfCl5feKr+9gl0vXbKKGaW0g/dpLCBJIhG5d/Kg5zWOJpyezNKEknqe9/Fn4ifCGz0O7bwxql/a6vq9lIRZQ21xpeoLcssZga9iX7OrAZ3bmXtxmuPD0ajkdFatFI+U/hh8ZPE/wrtvFNlpFta6lp/izT/7PuoL4ykRKqTKrwFJFCt++Ocqc4ArtxGFjUsc9Gu4H0Z8KPjJqPjfUvEMniLTGadUso9HbS9Hh1GO2kiNwZ4hJdyhY2kLozEuPlTHYZ5a1CFOxvTqync920LxdompeLfD/AIB1PWWn8Vayzu8MECKlkixvKWkG4x7gBheWHQ7ccnCdKVnJGsKkb8rZ3ni74N+HtM8L614U0Dwgmtaf4uMsl0uUFw9wSZGuJ7hhuyrHchGdp4VegMwxM7psc6EbHyhq37M3hDw58MtUEury33jaO0bUk1IbjCHgjZjFHATxCccliWzznotdVPGTczGWFioHwkGlfbE9sbjf0ES7yf8AgOM/zrvckkcnKWJrae0aNJY7ixkmjEscdwjIWjb7rBJADtPYikmpbA4uJpaV4k8ReH5mn0bVr3SZnUo0mnXMkDspBBDBGXI5PGTSnSjJbDjOS2NPWvGvirxm9hb+IfEOoa9LbhYbWO+meRhnAABc5J9zk0QowjsEqknudfa26W1vb2cZ3QWg6jgSS8l2+mScVZJb70Acb4m1Hef7KhbIIDXJH93qsf49T7fWgDkwrEhVBYngAc8n86TaQJHrHg74Y3utXMa6jH/rVDJbq7KUXH35mAyuPQf/AFq5a+Ltsb06De5vfEz4faX4C07Rta0DUrmK+mvvssiGbDBljeVpYsYddrBRyT1GPcw9Z1HZhWpKCujj734t/ErU/D0nhbU/GmqalochBNvdztMRgEYEj5fBBwRu6cVtHDU73sZ+3m1Y80dndvLi4IHL9cfT3rW1iAYrEqxxrlmzgfzJNAAkZBwMu7kDOOSewA/pQB9sfBf4NaFqnhSHxJL4ytBr0gmuNS8J3ZNrdotrJKI18tzubco3/d6MBkV52Lry57HZh6No3NP46eINJ8O+E5/DjXsVzrPiKzi+zWtrjNtA+GaWXk44GE9ev0WDpylO4YmaUbHw8jXaABLuQgHpIAwHXpjaQffNekcdy9HqmrQFGFxK+0g8MGOeO0oPf3oYGhceLdZukjjvJ1kSM5w6mIEkY6/MP1oAq/2y+d/2Z9+/Ocrjp13bsfrQB3Vmsbr5VwjCVQCynvx/KtcRQnSlZoxwuKp143iwvGbbsAwMYA9AKyNjmJ4wGJNAGfIQDtXlqAHwW4zuOWJ79qANSNdgAJCj0FAE5mijGWbp6/4UAVJdZRBiMbjQBlzaxcP907QaAMuS6mkPLk0APtrZ53G7OKAOstLaK2VWc4I/OgDVXxHNaFdsm9F/hY5oA1rfxpYuFWcbHPBIOf0xQBrLrNrPj7PIGJ9eMUAPD7yXJyaAIpmRQS2AB1JoAxZrOK7UnblD6jrQBztzoDQMzaVM9tI5+ZVyUPtjPHXtigLFSG8u7VRpeqJ9l06bAuWALiZe6FiOAc89PSgDtbB9FuZrxrSOLTre2hSKBovuyM2FGVxjuBwOPWgDag8M3a2xl8uO4LnaAjbW9R8rcf8Aj1DWgKTWx534j0z+z98s2nNYru5kaLCHJHWRQVySfWlsVKTkcTIyAqzB4Q+dpljaMNgkHaXVc8g9KFJNiaaK/lyKSYpAVYltrDjJ54I5poT1Njw74p1rwhruneI9DuX0rWdHl8+0u1SOYRyAEZ2yI6ng/wAS4qZwjNNMcZOLuj1Dxz8e/iP8Romi1rV4oYp40iuv7PjFt9p8tdoMhUk9DyowPasqeCpwdzSeJlJHjeMCt0jJ6nUeCvCOp+PfFWieD9Gkgi1PXrgW0ElyxWFWILFnKqxwAp6A1FWfJBsqnDmdj7d0j4JeGvgMTqnjHZ4l8XQxie3nSN3t4wxYKbSHkk5GNxG7j+EV5tXEyq6I7qdBU1cxda+HM/xZ1iDxT4uS40K3S1a2sNPg2/a5kJZkknypCY3ZCjp/Ee9VTrunohVqSlueUfCn4ZeAbn4wa74I+J2ux6dpOkWlwbS4kuY7NZ71JbcQxkvw2UdiUB5x14ror1puldHPShFVLM+svDXhfRtX1K28O+DvGraS0NiUutQ0hnn0tJW2tFaTQyqbYuMejEHGcniuGdR2uzrUV0Pmr9o/4M+O/A+pjxzr2v6fqdvOba1gmso3tZg0S7UYIuVBAUZwV9RXVgq0ZLlsc2JpNanRfs5eLvjX4rbxPp+n+MpLzw54a01JbyHU/wDTZYY5pMhrXzOd22FwVL7cEnaxxRjqdOCWhWFnOb3Mn42fFPxHYanffDrSoY9J+2BFvr1Au+WK9UP5MaKAI1CyYOD9MCnhsOuXmYV6zvynuOi/sg6f4D0+DxRe6yvi/wCzWy3FxbvbfZdhIDbgvnzB1XP3cj/gXSsKuLlJ2NadCKjc8O/aa1Dw++i6Ro88ttJ4kgvY51tkCs9tZ+VMrl3A43NtwM9uOma2wMZKV+hjiWrWPjdrdkwEkeLgEKfmGCAQcHJ6ehruTuctnc6nwvaSy3ElzIVPkgojLkYZh8zYOeQDgc989qNwPQANowBgDjHpTAztW1FdMs5LgqJJT8sMecb3PQfTufagDy37SSXkuN4lkYvJIw4LHkkkZAoA9N+E/irwj4R8Z2Ou+M/DQ8X6DbxSpLYLsJ3yLhJAJPlJTOQCR9RWWIpucLIujNRlqfY+o/HD9m+3fT77QNH1XT47mC5N5YQQyoUuEiItzJ+9wV3H+Fj05Xk1wRwNbqdUsTT6HxV8RPGR8ceI5dWitGsNPhiW2s7dm3MsSZ+Zz3diSW+td9ClyRsctapzyPP97OxSM8KcM3p7D3rUgGYRKFVcs3AXuT/nvRcAVSuSW3O3Vv5AfnQ9APRvhTd+HNN+IHhfWPF8MkvhTS75JdSZI5JAihX8s/uiG/1m0jBzxWVdtxaW5rQVpJvY+6Pi148+Cy+GBrnh/wASWPiqW6t7mKysgElvIbvaohco6JLGqly3zgdARmuGhh6jlqdVWtDl0PzgyzEszFmJySeSSe5r0oqxwt3JFpiJ0jZu3WgC1Hb56nNAC/2fBu3eUmd/XAznGc9KAPRZLcSpFIh2TRqCrf0OO1fUY3BxrxPiMuzKeFqX6FExvcFxjY0bESA9QR6ex7V85iKEqUrM+xwmKhiKalEzp7YHdgbj7CsjYwZYTbHLRHB7nrQBAbsgHj/CgCu95J2O36UAU3mZsksTQBXZ/egCPJPH6UAXrezJIeQhV96ANUXdvbLhOW9aAKM2pu/3QeemaAM95pJDyx5pXA7Lw54E8Q+IB59pbLbWpB23N0WjjbH93Csx+oGKyq4qEEaQoyke16D8GpLuAWy395c6s2CZbZQIIh6MHHTnqSCe2K5pY53NY4VWscL4s07U/AevXHh+/vINQmgijlMtvu27ZASAd2MMMciuqhVc43MakOV2OdTxBpkhzeSSJt/gAG3j15rUgvf29aXAItAQvTe42j8OSaAAXsONsUgklPJJ4H40AV3gMyMbiVMNzyelAHLyi1sJEe0nIuHkGY4j+7YZ+YkdMjrxQB6t4Hs/GPj6+vNN8IWUl7faVaG5lAmWNVXooJkYJvYj5QeuD2BrOtWhBal06Up7HuPh3RPh22mWtl8VZ9b8EfEazWWV7LXrbytKutjNs+zyxq6ngDLh8bj3GK469WpN+7sdVKnCK9488+LniXwbrmh/2BpELahqdlcRPDfQQollDEuRJHE5YO2Rx90Ke1aYTDzi+ZmWIqwloj5o/sWSWQQ2cMhnkztSEEknudgBH6V1SmorUwSbO40T4SeNNaTzLVLRY1UljNI8ZU/3W2xuu72B+uKy+t00zWOGmzgNa0e+0DUZ9P1mxl0y9twGbdjBVi21t6FlKnacZNawqRmtDOUJRZnr5vVXWVP9vg4/3lGP0qrE3NjRvEGr+GdWsNc0O6uNO1bTJBNbXdtjfFIBjK9T39KmcFJWZUZOLuj6v+H/AO2D4s03xRBrfjy0j8ZWkemPphECxWtwitMkwkOEKsw2kYO3r14rkrZdF/Cb08ZJP3iz8Sf2oNO1KbUX+G+hXOiTaowZ7rUY4Ve2BRQ4giilmXJcE5JA77cmlRy5r4gqYu+xe+DX7Mtv8VfDdn8T/E3jA6kl7PcT3Gj8+dKbeeWJ/tVyXZhu8rcAF5BxkdaWLxLpvlS0Kw9BSXM2er+NviF4I+GmhQaMCumRPa+XZ6TpKJ9rCuuFdlDxrGoJ6lsnsSa56WHnVZpVqqCPgbxP8SvH/jLTbHRvE/ivUde0vTHL20V7L5hBPA3ufmcgdNxOK9Knh4Qd0cbqykdT8FdQ+KVv4i1DT/hbqJ0+81WzMWptJtNp9mU7Q0+5JB8pkO3CluTjqayxjpW94vDKd9D6u8Z/Afwl8Q72z0bwvfwab8Ub60FzK+oXdy0Uxt/LWeV5EjmDgAnpGh3bc4zXLTxUoa9DpnQUvUguPhp8f/AegQr4D8f6le+HDZyWt9DrE0k1vJMHMLGziENzHFGT93c6Hpyc01WpTfvIl0qsVZM5n4R/s++G/FWi3HxL8aeK4fEmqaff3kd/oMsiuqzW1w0PmXUu93fcVDBWVRggkkVeIxEl7sUKlRW7Z478fdX8NeJ/Gdha+E1tbi4sLY2d3NaRrHbl0b5EV1HziNRgtjHYcYrfAwmo6mWIlFvQ5DTLEadZxW+Q8gGZHHRnPLEZ7eldJhYuySJEkksjBI41LMx6BRySaAPLdYvpNYulnDPDbQjbboTg4ONzMORk4/L8aAM5fPU4fbIvqPlb8uR/KgCJjb5LSRtCefnI24H++vT86AH4YDdHcFh6P84/MEH9aAKzXMn3X2IpPVSSffGQKAJRdQoqgDYOgHbn3oAmjxksWDO36ewoA9u+DXwO8UfGvUNWtfD17plhB4fSCW+k1GWaLK3BdUEXk28+W/dnOccd658ZiFSj6m2Go+0Z9BfES18JfCHwLrPgORR/aup211YeVGqPcTTlGi+0SfMAsKn7p/Idc8tBTqzub1pRpxsfDyoSa9Gy6HETpGO5zTAtIqDHFAFpCB2oAsK1AC5Of+B/0oA9AT7if7o/lX2J+d7MhmUo32iNdzKpV1H8S/4jtXn5ngVWhdbnqZHmboVeV7MdFAsyCWPGxgCCO/vXz0lZ2Pr4yUldEcumwXKlJV3ZHWgZyGpeH5bfLwnchJx3oA5OUNGSr8EGgCuWzQA3rQBZjKRct87+nYUAK9xI/GcLQBATjk5NADeTyaAPqD4EfDTwd4v0HxB4g1rxDYadrOiX8UEFlqRHkvHJHvEoVSW+8CMlWGcdK4sbWnGVkdOGpRlG7PeJNI0Lw7YvrPi3X7LT9FtXaNPs0gkWcxkpiNkBJGRwEBP0rkjGU3obNqKPBfGv7QlzPDLonw+sv+Ee0gZU3xAF1KOclBzsz65Le4rsoYFbyOepiuiPnOe+nupZZp53uLiZi7ySsWdmPUlmJJNdcYpbGLdyn5ak5Y7iaYicFyAqFgPbpQBNH+7+cud31oAbJc3Nw3lhyxX1Pyr9f8KAK7/6IF8uNri5nO1QMbnPoOeBRYEfVv7OPia4+FGoa/qniPQP7bsPF1vZxTxROoe1Fo8zRuqupDE+ec8qfeubG4Z1oqxthqyg9T2j42fE7wT4h8NXlhoAvdSn1OCIRRXEMi/YGSRHYM8vGTt/gZvc4xXPhMLUhPU2r14SifD89yIvlOd5OSOnNeicZ7r8DfHvw18Jya3a/ErwaviC21d4Db38cMck9mqLIJFXJR9rbwflYdOlcmNoVKi91m+HqxhufW9n4a8KeLLVNe+GupifwJD+6uZZY2ja1mUKzRrFIkTkKrrncABnOWxiuCblB2kdcbSV0cp8U9D8GHwRrOjR6J/al/qFqUhvxA0k32iFWMD+aqDCoxJ6hAMgA8iro1ZKW5NWmnE+PvCfwJl1SL7frt2+lWrAlfs20M45wfmBBH1X6ZrrqY530MI4XucLqXw58TReKNS8LaFYTa/LYMB5qots2xlVgXEjhB97+9WscXHl1M5UJcxwd9ZPY3txp+o2z2WoWcnlywzApKjjB2+vQ9jW0GpambVtymY5Uzsk3D+6/P5MOf507sV7I2tD8VeIfC919s0LWNQ0C56GawnkiyDwQxjIOPqKidKEt0VGpKOxTu9Qu9VuZtQvbyS+urli8s8rl3dj3JOTThFR0QpSb1Nfwja6Nd+KvDVp4iuFtdAudUs49SmZ/LCWbTIJ2LjlcJnmlVuouw6drn6d+ILD4OfB7wtaa34R1G0t/Cmp+YGmsZhdzXE8YQrEsyszszBycE/LjsM48rlq1Jane3Tgro+R7bxH8Uvi543HiX4cwXXhtPCsQtoJNOuEgnigmZnIeSSSFXL+WSy9AB0Pfs9lGnTszmdWU5XR9T2+u/EzSvhp4g01/GI1XUrXTZ5C9zbxSJaCLMzhmQQkscEc+v3SKxVOLmi3Vkon5fDUL1Zbm5S8mimvNxneNyhk35LbsEZBJ6V3qnFrY5uZo7Lw/pf2SH7VOhFzcDgHqidh+PU1fQk6OgDiPE+peY40qFvlUB7oj81j/Hqfw9aAOULouAWCljgZI5PtQ3YBxFACEgdTigCp5YlbfEBGvTIGN5/woAyb5J0OI0818ZwDjA9zQBmxT3BkMLwMoOPQ5Hc44z+FALU7zQPB3iHXmSPQdIvdQlaF7jbbIW/dx8sxU8D8ue2ah1oplODsW9A8UeLfBeom88P61qGg6gh2PLYzSWk3yEja4VlzjnINEqcZrUUZyhsP13xVrHinVLnW/EurXGqavdkGa5vD87YHAzgLgD04pwgoqyCc3LVlNGzyOR2qhE6tQBOrUAWEJNAFlMDknmgA3HOcfx/0oA9ET7if7o/lX2B+dvcbPKsEMsznCxIzn6KM1NSSUGVQTlNI4qx1u+CLCiGYHJIAxyxycfjXylaXNUbPvcNT5aSR2VpPJJGDIgR+/OajY1L4AfgjP1oA57UfD0V8zssfkk9CvGfTNAHFX2hvYqTJvIBwDg80AY7W8igt5bAdeRigCInpkYFACbhQAgVm6An6UAOEcn9xvyoA+uPhf4j+Dnhn4c2Go67ceX4ys7y6TULKOORpryN3L2rDICEKuV+8B0zXDiKNSUzqoVIKOp8++PPFb+MvEuo6yizWmmzSAWVnJJvW2hVVUIgHyrnbkgcZNdNCioRMKtTmZxoi3H72PStSCRLYnHP40AXktO/WgCQxog3HGBQBSVWuCSvyQZ5buf8AdyP1/KgCRVdmjs7GHzJmOFUdFJ7t3oA9B0PwzDpONU1dxNcDBwwBVO3yg/WgD0CDxbpJiW2BO5fl6jpQBBqF9FdonlEPGBkke5oYOxkw+H9PmbzZoh58mXZuu0ew6UICjc+H8Em3bCg8f/qoBnsnwu+Nnib4TaVd+H4tNs9Z0C8nkupIJg0c6SyRpGzJKpIxhBwVP4VzYjBxqyubUsS4aFnw1+09408M+I9U1trCx1HTdVjhik0yfeqRRwFinkurZVvnO4kNn06VM8uhKNio4xqR7VrjeJfizoOiePvC3hWPwX4Wv4ZzqN5BOlxcySJMY2dIYwuzDRsN+3POT78U4+zlY6k3ONzlb288K/DTTI0uI3+1XZzb6bBiTUb58Y3S8jamepPA9ulEE5smUkjwKXwS/wAQvEuta/qlhHDNrMkTSW8LMLW0SKGOBF3gAs2yIZx37Ac10fWHGNkZewvK5gfEf4Pab4V8PT+ItB1C5EenywQXcE5EkZa4cKvl9GHLdMnj+KtcNinOVmRXw6iro8EiW6kkWJLd7hnOFEALsSePuYz+Wa6nKKOdXY+4snhfFzay2c57SI8L9uzBT3FJTix8skVmSZRhXEoHQPw35gf0qhbii4GRHJui54D9Mn0OSKXKrjbuj6W+Avx+/wCFNHWdPvfC1v4o0LxDLBLdRtJ5c8bQhhujLK6HhuhHXvWVeh7QqnPlD4h/tE614lsdS0PwzbP4e0bVpGN3IzB7qaMgL5e4cIGC/NgknJ5xSp4fld2OVa54boGmfbJ/tEyg2tueAejOOg+g71uZnoAoAy9X1JdMs2mwHnc7IUP8Tnpn2HU+1AHnljaT399a2aPvutQuEiDtn5pJnC5OPdqUnZXGld2P1I8Cfssaf4Bn1TS5bqHxD4mksxLNqbxxiMQTlozDBbzJKoyFIbLA4I+cZrzq2LlfQ6qOHTR+b3j/AMLJ4J8U6l4dj1D+04bIROlyUEZZJoklGVDuAQHwcEjI4ruw9RzhdnPVhyux55P5k3zI2I+oB/ix6+1aEGVPqF7bttEW8jnKjhR6nFDAv6FcXWsappmi2drJLd6vdw2kZZTjzZ3WNSxA9WHQVM58sbjjG7sfbviX4Q/CJdWtvBegW2q6h440/Za3EmnTrLZSTxqokluWkZ0CggltmMdDzXAsRVk32Ot0aaVj6N8G+D9I+HWhG1geE3rRi41LUJsKihBlmLHG2NcHav8A9c0rNsl6H5+eONOufiZ8TPE+o+DCksF9eRJbtLvVZ/LhSLzMKrfe8ouenXJrqVZUoq5kqbm9Di/E3hjX/BmpnSPEFpGLgIJEktpPNikQ5G5SQpxx3GfatKVWNRXRE6bg9Tnk+zE4QmB/7oOw+udp4P5VoSXE+0A4DrL7MNp/McfpQBbSQjHmxvGe+BuH4EZ/XFAF6KRHAKOrD2Of5UATBx/+ugBPMOfbf/7LQB6Un3E/3R/KvsEfnTFZVdWRgGVhgg9CD2pSimrDhJxdzGXSBa5+wyiNf+ecg3DHoGHI/HNediMmpz1iezg+I6sElJaE8EssL7bmIxj++vzJ+JHT8QK8yvldan0ue1hc8w1brb1NZbiEHaGBPtXI1Y9BNNaF+IeZjBwo5J9BQMsMkdxiN1BgXqD39zQgKNx4YtbqLMRBY9FHegDmJ/h5dSkyQRkAntz+lADYfhzd+YFnBTIyAeM+woA0P+Eb0/S1A2fOwBKscnJz60AZ1xpMUu5ocKT2oA5q90uaFvnhIz0wMigDFaF06qQuccjFDQAsY70AW0UKOelADzfwxoSxG48AepoAqBZLk+bc5SM9IvX/AHv8KALcNvcXa5g/dwDhpv8A4kdDQB2FkdP0W2HkL5tyQdzHuT3JOTQBlXmuT3OVkJKZJ20AYDSosvmr8oPWjcDbs9XaIqULNj+EdD9aASse8fDzwZ4v+IllqV3oFlF9k0l4/wC0bmQl/JRwxBSFPnkwFJIBH1rDEYmNI1o0HMo6raPpWpX2lzSB5rCVoXIGMkd8ZOOO2a1pVFON0ROHLKxzN3IrAoEB65PaqJPNNYuk/tBdPsI3u7zZveFATsX1YgcfjQCPSvAnxG+M2gWknhrwfqV6dNuQ8TaWyx3FvmXJbYkwIQ5O4lSPfiuavCi3qbUZVErI7f4ZfEOL4eeMfEl58V/CcvjSXXYI7W7F2IzPbbX3740ljKsD0wGUY6GprYdVIe4VTq8kvePofxB8Q/gFPo0Wv+FNbOhhXJu9CMTQz8qzfuYmHUkYyjFR7VyLDVU7M3dana6PkrWtR8YfHXxQNB8J6Pcx6ZYWzTRaXa75ytvA+GuZkTl5MzAcA9QB3NdkaccPG73Odt1pWR6B4e+FmtaFZXD2fhrUHNu4hvb2S2kXa/JPmMRhFG0+341zVMTza3N4UeVHoGmeEbWdfslxZxaxdXC4dZUVo1XPYNkAepP/ANao9q1sXyRtqfFPxJ0uw0HxrrumaRcwvZWlxtVYcPChKgvGpBz8rEjr+HavRwzbhqcNaynocUPtEkDTvYy/ZVOx5lQvEDzwWx7HqK0lON7CUW0NTa4DW8m0E87TlfyOcfhimSX7G1ur26htEVSZCS0q9EUdWKn/ABoA9Ut7eK1hjt4V2xxDA/qfrQBMxVVLMQoUEkngADuaAPL9U1BtUvGuBkW0WY7dT/dzy/1b+WPegCrBPNbTQ3NvI0M9u6yxSIcMjqQVZSO4IyKLBex7UP2kfjal7YakfiDfG806LylkZICJYxji5UxbZsAdZAx75zWLwsGaKvNHi2ranqfiG/uNU1e7e8urkgvI+Nz7QAvAAAUAYAArSEFFWREnzO5lyZ3FEYAj7zHov196d7biG/ZGWOOQj91LlldgcPtOCQeh5oVRMfKz7+8Jfsn6L/wjXhrWr3xHe6N4wto49RulAV7aNwfNRGjUxSjYCoJWUcivPq41qTXQ7KeFVkz6B8D+BND8P+GNa1+xs7PR9StJoob+bz550uBKyeW4ecF4v9aCV3MM9+9YwqNyKnTXLc+Lvjl8YX8TTT+EvC10R4dt3/068Q4OozISOCMful7DOD16Yrvo0bas5Kk7s+kPBWlfAG2+HaeJ/Bfim007XdF0y1fXIbyVzIksgRZ8RzbHGXzgqCDwK4q8KznZo6qcoKF0fDfxQ8Yp478Rm/s7c2WlWMQtbKNjmRkDMzSyf7TlskduB2rvw1H2cTlrVOZnnJg3DDYYdwRmtjMkW3RAPKdoiPQ5H/fJyKAJg86ddkw9jtb8uQfzFACeZbsQZEMUh6FwVJOOzD+hoAmVZVAMc+V4xvG4Y+owaAE8yfdt8hc7+u/5en+7n9KAPW0+4n+6P5V9gfnT3H0AFAB9ec0txp2MqW0khfzrRAy/xRZx+KHt9K8zH5Sprmhue5lHEDp+5U2LdvqG9SobaycMjAhh9Qa8arRnTdpI+jw+Jp1o3iy4biSTEaNgnjI7e9QjUdHPNA2IZW4oA6C0169iIB2yBR3FAGXqWvX075ZhGoPIXg0Aeg+H/hTr+raFaeOL3Tru98O3hlMU1v8AvFIhkeJzL5ZZkAZDwQOOelcmJxbi7I3pUOZXMzxb8PJdK0mPW7F5LFZJliW2mO9mBV23Kv3h93HJP0FLC4mU3YdejFK54/Y6T4oiW5v9SuPtFp5jfuPJykQOSF8wdCO/OK6XVina5hyNmHONSkuWgvNLjitpD+7nik3DH+0CqkfrV3QnoUJrGWIkgEoBnd/jQBmt5zHy48O5/h9vU+lAFqLT0U75iJJOoJGQvsuaVwRNcJAYmj80Rucdc425G7oCemaYEkN9PGvkb1EMYwoX7u3tj2oArzXTyOdp+UCgBtvbXN9cW9naxtPdXkqQQxp955JGCoo9ySBSk7IErn0RoH7P+t6ZeGT4hWkmhJAFka2mADMpGSV6g8Hlug9OK4a2Nv8ACddPC21Y7V/h1oXiPVra18C2slhaWqGO8uAS8GRja25y3PrjOe3rSp4qcVqOWHjJ6DNNb4h/DzWr/SPhl4jutaS9tmGqJYKPJBVWRlljdmQkZO0glh0rT2tOovfI9nKF7HkF34i1Ke/urnUbiZ9RllZrh5ifMMmfm3Z5yDXVCKUdDnk3zXZq6fqE962xoiwbgOMce5zxVNCudZYWWj6daTXalfnj3T3JHDtjczbiASB0zjtRJXA+otK+I3wgt/AVtp48KDw7410nT4YIrywtIkOpXEaxq++aFMlpdpP7wdf4s159TB1HO9zrhiIKB8yeKlv/ABDqU+q32I5JAEiiTOyKMElYxnk8kknucmuyjT5I2Oac+Z3OHn0ecZ3RAj1FaEmz4M8WeJ/hn4gXxL4UvV0/VhA9sxeNJVeGRkZo2VwRgmNT68VnWoqqrMuFRwd0e26P+1/8StH1rVNU1DR9G1Wx1dka5sVhkgAKLtJhl812Ukdd28ewrmnllO2htHGyTPYL3wLqfjTTNK+JOiazc2PgLWYPMlisJ2iv55ppDDKsjGKBljaYkAAkjrxwV5ObklZo6LcyueFj9k3xJrV1qWveHY11Twwt/JFDHFdxvOnkkCdZdwDNskDLhfmOK6Hj3FWsYrCXdz0W08M+EvBWhXw1ryLDTrBPL1C4uIgDuHSGOMgkNk/KoGe/WsYznUnoaSUYR1Pz2ukiuLmadIfJaaRnVYhtK7m3BRjtz0r1KaajqcMrXPQtB0v+zrUNKS13OA0jNjIHULkAdKoRu0Acb4p1F9o0u2fa8oDXDYziPsnUfex+VAHF+ZKn+siyM/ej5/Q4P5ZoAPtFuMAzKrnkIeG/75PP6UAO2M53OMRjoh7+7f4UAI7MT5Ued7dwM7f/AK/oKTlZXBas+nPBP7LnxBubu01Px14dvPDXhiN90zT7BPJ0OwoGZlLZxuYADp1rgxGN5nZHXSwzWrPqDxb8PvBuseF18PXOi2y2ulWrfYhGqxvbJGuSwkAOFOPmz97vWFOpO5rOMeXY5/8A4bT0TX/Deoab4q8CPa6yLfFtNp7pPA8q4IUibY8asRgnLYB71s8vk3e5n9cXLY+K/EXxB8W+JdS1m/udZvLOHW9qXFla3EsVs0KENHC0aMAyqVBG4HnnrXXSw0Io5pVpNnFbffrWyRAoGM89eKLJsFsGB6UALx6UAS7MjigBhU0AJz3HFAEflRjJQGHv8hxn8On6UAM/0jOPtA27vvbfn+7652/+O0Aexp9xP90fyr7A/OnuPoEFGgBQNBQHUrzW0NxgyL8y/ddeGX6EVlWwtOqrNHRhsdVoO8WZN09zYYeXNzbdN4GGT/eA+vWvFx+VypLmjsfS5TnixD5Z6MYmtqQAqYGe3WvO1R7A6bXHwY7aPcxHXPA+tAGXJqMzxr5zfPnkA+poC57R4A/aO+IXw90Z/DNhPaar4beOZFsL2FT5RnDbmimTa4O5s4JI9qwrYSE3c0hXcUc7p3j+fxP4z0Gfx5qJTw21/At6ke+OKC0LqJNqxnd93OTyT+lDoKEHy7jVTmkrn2dB8PPB3iBPFEnw+8b2OrWugRxT21uJIZvOheATNhoGyMHcudnUYIFec/aReqOxRptaHxf8Xr/wrpmp2+i6BeJf6rbCT+1JrbAtlkJXbEoBILLg5+v4V34RT3ZyYlRvoeKSzs+X3t83X3rpuYm54b8Ia54knZtNja1td3768mU+RkcfVjgfw/jWVXERgXCi5Hd+IPhRr1lY3Wo6JqS6jBpds1zeRSQlWRIl3PIHDFcADODj6msaWMvKzNJYWyPFRdurhpkKkHBZcsuP5iuu6MbNDmKy/PBLsyc5Qgqe/TpQIFlki/1ibx13pz+a8n+dAF+y1F7a5t7u0nCXFrIs0TqRlXQhlP1BFKUU0CbR9Vxftb+NtStNBsvGOj6X4pGianbXrXDxCCW4hib99DIqAxfvF43BMeqmuWWXQ6M6VjH1PZn+Mf7P3jl/D8FxDf8Aw8sr+aeHW7S3jMMaq0LtG6yWqsoHm4yQBkfeWuaWErRbNViISZy/i/xj8LvhrH/ZnhLUo/EkSXSyW8WlzRyLJAMfNczo20lhx6+i0UsPUnuFWtGK0Pi7xFqr67rera00K2zardzXRhQ/LH5rlti9OBnFelTjyxSOKTuytaahNFiN8mHHIH8XsfaqEzam8RGaIQSDMJwGUnGRnlfxpN2HY62z1fULmSG7u9Jnht4MMs5hdY1LqVU7ioGSCcc1KqwvuDpux1y6tbXb26yHdsO5hxycd6pNCaaIb23N2ka2pw81wik/3V3g/qBj8adgGatp1pY20lx5IllDGNB3dxxjj3o3YHDajYFJfJRPNeNAZWUYA9z9T2oA2dF8d+NNC0y60HR/FOpabpF6uyazjmYxYDbvkR9wQ55yoBrOWHhJ3aLVaa0JvBnxd+JfwvYReE/E1zb2Bmad7C5AubSR5GLSM0UoYAsSclSD3zmoq4SnPdFU8ROJkfFH4ueMPipqEl3r/wBntbZ5Y7g2VkjJCbiO3jt/NIZmJJVOMnjJAp0MNGlsKrXlPc4rw9pnnSfbp1/dQt+6GPvOP4vw/n9K2Mzt6AKGp38em2cl043sMLGmcb3P3VH9aAPKpFeaSS4klb7VM2+SRTjLHjocjgDA46UANzOgGQsw9vlb8jkH9KAHrcRkhWJjf+6/yn8M9fwoAtbhjnp70AP0uZLS8s5pEQm1mjmZJs+XKUYNgsMfex0zmpnG6sNOzufqL4Q/bc8Jaoiaf4+8MXOiyTL5cl1YkXlo2eDviYLIo9hvrzquXSWsWd1PHR2Z82/HD4xWer3Gp+HfAc7JoF9cSvPfRh0NxAZGMUEYkAdUCY3dPTp12wmEa1kY4jEJ6I+UzxXajmaEoAKACgAoAKAL0S7oxQApj6igCIx9eKAIzH7UAQbPmx/t/wDstAHr6fcT/dH8q+wPztjqBBQAUAFABQAx0SRHjcbo5FKsD0IPBpTipRs9iqdSUJproeb6pa/YJj9ivIbmN2wIfNjWROcc7mUEfjXh47LVB3iz6nK86lUjaUWUI9TkjyJE2DO0srxyAH6RPIf0rhdDzPUWJutmXrOM3ReQLJO6DeVUKSF6Z27t3/jtVTwc5rQyq5jTpSSloS+fCd3ZlbBHofesZ05xeqOinVhNXi7jhGsvV/wFK5bNCxF1aSifTbmezuwCqzW8jRuAwwQChB57iplFPoNSaMeXTEiO5FywyX5zz3zVaIVz374d/BDUfEfhOP4iT2jar4fSWeJ7e2OTC1ufna4XhyuOflBGOprjxWL5ZcqOijQ5lc910rwvbWltdXGtzw+HNF0ZU84EpHtVlDBf7qcMPftjNcjvJnRGMYnmPin4xafqk6eA/AmlP/YGpuLPUr9I/wB/Payny7jyEcd4yfnfn2reGHcI80jKddN2RsSeDvCiv/Y2jaMt7paT/wChR3NujXEmOjOBvy/qc/4Vi6073uUoRZ518aPhboXhbw1Z+IxFFpGv39+lulnaMqBo2SR5HdB8pIKqDtGBnknNdGDrTlKzMsRTilc+X/38f3x5y8ZK8N+Xf8K7kc4BIJSWjbEgxyvDA+4x/OgCzG0sf3k84D+JeG/FT/T8qALkc8cn3GzjqO4z6g8igCyDkDBxRYCQIhPOKAOr8HeB9e8feILbw14YtFvtVuY5Zlh8yOMmOFS8hUysikhRwM81nWrKnG7LpQ5nY+htG+Ceq6DdPYeIdHl0GKFTJcXV/GA0ip94xE5Ugeo+Ue9cNTFc2zOqFDlOke4/t6C58JeBLOCHQkHl6prNxGHjYAfMFDD52OPvflgfNWWqdymk1Yw/EHhbSz4q8E+D5ZrfQ7GW0mnn1SaSO2MsKZJAD4RCdmE5Ayenr0Ua0oxcjKrSTkkaXiL4FeJ9FSG98Na9HqtndMPs8GpJ5MjAEf6q4hDRvjuQOMfWinmDvqFTCq10eUIrte+TqUqFdMneNY4W3IXRyGbfgFskZ6V2xlc5mrMbdRW0UNwE+d5mZi5+82emT7DgVQkiM6VpqaZJcy2ytLEhfOeTgdKAObPh8XU0FtGwkuJY2llOMKiqQpI+pPAoAzdU8OR2ZSJZN8khw3HKjHJoAsRxxwxpFGuyNBhR6CgB9AHnOrX39qXgZTm0gykHox/ik/HoPb60AZogycNx3oC2o2SIAMRnC9T9eOtJtIEU3jOCGG4H2poCEQ3YDvaxzNFCoaTYpdUGcAkc4H5UnNIfKx0N8kg2yIcnqVGR+I5I/wA80J3FY17MxZWWK4IK4+UHco9tp6fQYp2BmpdXklxD5M9qHjXpJGSGHuAPmHTsaBJFLyyw3Rt5g+uaBkft39KAFwfSgAwaADaaADaaANGzGQVzzQBcMftzQBEY+vFAERj9qAK3l/NjHG//ANloA9RQvsT5V6Dv7fSvsD87YuX/ALq/mf8ACgFYMv8A3V/M/wCFA9Ay/wDdX8z/AIUBoGX/ALq/mf8ACgNAy/8AdX8z/hQGgZf+6v5n/CgWhi3J0LfL9qXTvO2nzPMaPzMd85XNY1fY/asdFH6z9i5wetf2TvX+yQd+f3gBPlY56bhnOfTivGzH6vf3Nz6XJfrv/Lzb8TZ8HFvMvAEgLbRzuPmgZ7Dbjb+PWunI7anFxR8S3NvWjpW0/bFX7TjjyD++9u2PpniujG/VbPmOPLPr3MuTbzOSTzhJ+4y8f8Jf5Wx7gbhXg1vZ83u7eZ9Xhvbcvv2uatsbvI2Kob/ZJz+HHWoNep1cxsf7NHkqgkwN+GJbHvkDn1pAe8/Ac/Hf+xda/wCEEW2PgDZd/wBoDWjjTS3k/vvLKgy79mP9WPTNcWM9hf3jow/tbe7seQfEr/hY/wDaV/8A8JqJzF9sOPKJGn+bsTb5W0FfubcZ+b8c1rh/ZfZJre067Gj8MR4bF64ge6bWzGfMeZMAQfLv8pEYqRnH3mFZYvn67FUOQ+sbJ5l0S5Hw+t9On8SsjBm1qaSJ1H97bFDLuG7GFBA9Wrjhbm97Y6He2h8C/EE+N/8AhI7v/hO1uv7byc/aSdmzJx5GBt8vPTbxXp4f2fL7pxVOe+pwhJ/ur+f/ANatUQVZzHlcr+952bD8/bO3j86YEkRugRlUZfUsQ34gAigAnJyu9V387ME7/fGBmgEPiN8MfKrAno7YYD6qCDSAu/6UUIXCH1X5mx7A7Rn6mmB6J8K/+Ex/4S7Sv+FYDUT44/e/Zdvl/aNmw+buz+72bM7s8YrKvycr5ti6XNzaH6cvN8U18LaLH8edO8EzaI2o2X2uf7ZNFcLHv+fz4BZyW7HHXZIF/CvKn7K75LnfT9py+8cx4lfw0rzt8MLfTprTyv8AQkmmeLS/tW9t53xQyNtAxj5cE56daUb394J7aHzD4VEK/EK4PxUe4m+IzMTpq36iPS1jydi6eytIG9iwB64Gc1vU5uT3djOO+u56f8RD8XR4N1f/AIRhbJvBP2k+ZywvvtWx/tX2TYD8mz7+75s520Yb2PPruTW57aHyDZnU8D5Fxx91j/8AE16mljk1ubqG+yPNRdn+8cf+g0CZo3xu/wCzZv3aeRtG8hznbkZxlMdKAIfDpuf7Z1zz1Hn+XF5I3HZ5PzdDt6785/CgDF1E3n9p3P2xUE/8ADErs4+6SB7ZoAr5f+6v/fX/ANagDJ1o3H9ny+WoEWP3xUnf5f8AFtGPTr7ZxzQBxr+RkYAx/Dz/APWoAJM4XaB07Hn+VA0fVHwRT4fN4M1Yzz3EXisTSf2ktzFBJatbf8sdrPLG4TGd2Qec+1cWK9rzaHTh+Tl1OO8af8KaMjhAy6gW+Y6GQyg98hwsJH0OfSij7ewVfYkvhf8AsRdOUaBtltOfOaXEc+//AKaqu8Z/HHpxUVOe+pVPltoc54nPgDdL/aS2327PP2Jv9I3c9fLGM567vxqqftehM/Z2PKZ/7LE0n2MuyZPlFwFuNnbcE3D9cV2QvbU5pWuWIPM43hSuBgk4cexABGfpVCQspt9x4/fY/wCWZO7v14x64zxQBRfeDhwjL2OcN7ZABH5GgBg3+gx7nn+VAC5f+6Pz/wDrUAGX/uj8/wD61ABl/wC6Pz/+tQBdsy+/7o6+v/1qANhi2T8q+/P/ANagCJieflX8+f5UARd+gz9f/rUAQ8Z/2t/T32+tAH//2Q==)
Figure 17C.124.220-2
- Additional Height Within Specific Height Designation Areas.
Additional stories for structures where the maximum height is specified with a dash after the zoning map symbol (i.e. DTG-70).
-
- One additional story is allowed for every fifteen feet of upper story structure stepback from a street lot line, up to the maximum number of stories allowed in the zone without a maximum height specified.
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)
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- In the DTC-100 zone one additional story is allowed for every fifteen feet of upper story structure stepback from Spokane Falls Boulevard. There is no upper story structure stepback required from street lot lines that are not adjacent to Spokane Falls Boulevard after the first fifteen feet of upper story structure stepback from Spokane Falls Boulevard.
- Structure Standards Above the Seventh Above Ground Story.
These standards are designed to transition the building bulk and mass for buildings exceeding seven stories in the DTG, DTU, and DTS zones.
- Upper Story Setback.
All stories above the seventh story shall be setback from all property lines and street lot lines a minimum of fifteen feet.
- Exception.
The provision of an exterior public space as defined below allows for encroachment into the upper story stepback. The allowed area of encroachment may not exceed an area equal to five times the area of the exterior public space.
Exterior Public Space(s) – A Plaza or Courtyard With a Minimum Area of Two Hundred Square Feet.
A plaza or a courtyard is a level space accessible to the public, at least ten feet in width, with a building façade on at least one side. The elevation of the courtyard or plaza shall be within thirty inches of the grade of the sidewalk providing access to it. For courtyards, at least sixty percent of the green shall be planted with trees, ground cover and other vegetation. For plazas, at least fifteen percent, but no more than sixty percent of the space shall be planted with trees, ground cover and other vegetation. Courtyards and plazas shall also include seating, pedestrian-scale lighting, decorative paving, and other pedestrian furnishings. The use of artists to create fixtures and furnishings is strongly encouraged.
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- Bonus Height.
The bonus height provisions are not available within specially designated height areas or the downtown zones that have a maximum height specified on the zoning map by a dash and a maximum height specified after the zone map symbol (i.e. DTG-100).
Additional bonus stories may be achieved if a development incorporates specified and described public amenities allowing bonus height and stories above the number of stories allowed outright in the zone. The bonus stories are in addition to what is specified in Table 17C.124-2. The number of stories above the number of stories allowed outright may be increased through a ministerial process intended to ensure that each amenity both satisfies design criteria and serves a public purpose in the proposed location. Amenities provided must be associated with the use for which the height increase is sought. Proposed amenities shall have a public benefit that is appropriate considering the height increase being achieved.
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- Structure Standards for Stories Above the Twelfth Above Ground Story.
These standards are designed to transition the apparent building height and mass for buildings that exceed twelfth stories in the DTG, DTU, and DTS zones. All stories above the twelfth story must meet the following standards. The following floor area and maximum diagonal plan tower dimension shall be measured from the inside face of the outside wall.
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- On sites less than or equal to thirty-four thousand square feet in size:
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- the maximum tower floor plate area per site is twelve thousand square feet;
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- the maximum tower diagonal plan dimension is one hundred fifty feet.
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- On sites over thirty-four thousand square feet in size:
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- the maximum tower floor plate area per site is thirty-six percent of the total site area;
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- the maximum tower diagonal plan dimension is based upon the following formula: Maximum tower diagonal plan dimension = (Square Root of (Site Area x 2)) x 0.6).
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- Bonus Height Provisions.
Preferred uses include retail sales and service or entertainment use, or any combination thereof, located on the ground floor with direct access and fronting on a street.
- The following items quality for addition structure height.
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- Permanent Affordable Housing.
Structure envelop devoted to permanent affordable household living space (housing units affordable to households making less than eighty percent of area median income for the City as defined by HUD) is not subject to a height or story limit.
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- Affordable Housing Building Volume Bonus.
An area equal to the area devoted to permanent affordable housing that lies below the twelfth story may be added above the twelfth story in residential use that is not affordable housing.
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- Historic Landmark Transfer of Development Right (TDR)
Subject to the requirements of chapter 17D.070 SMC, Transfer of Development Rights, additional building height and gross floor area may be transferred from a building on the Spokane register of historic places that is within a downtown zone to a new development within a downtown zone. The TDR may be transferred from a historic landmark located on the same site or from a historic landmark located on a separate site.
- Two Story Bonus.
The following items each qualify for two bonus stories.
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- Ground Floor Uses that “Spill” onto Adjacent Streets.
One ground floor use that “spills” (single use) per one hundred foot of structure street frontage.
Preferred uses include retail sales and service or entertainment use, or any combination thereof, located on the ground floor with direct access and fronting on a street.
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- Canopy Covering at Least Fifty Percent of Adjacent Frontage Over Public Sidewalk.
A virtually continuous canopy structure. A canopy is a permanent architectural element projecting out from a building facade over a sidewalk or walkway. A canopy shall be at least five feet in horizontal width and be no less than eight feet and no more than twelve feet above grade.
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- Alley Enhancements.
Decorative paving, pedestrian-scaled lighting, special paving, and rear entrances intended to encourage pedestrian use of the alley.
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- Additional Streetscape Features.
Seating, trees, pedestrian-scaled lighting, and special paving in addition to any that are required by the design standards and guidelines.
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- Small Scale Water Feature.
A small scale minor water feature integrated within an open space or plaza between the structure and public sidewalk. Small scale minor water features are generally designed to be viewed but not physically interacted with.
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- Incorporating Historic Features and Signage.
Including historic plaques or markings about the local area or site. Reusing historic building elements and features on the site. Reusing existing landmark signs.
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- Incorporating Bicycle Parking Enhancements.
Providing covered bicycle parking for all required bicycle parking along with other bicycle amenities such as secured bicycle lockers and equipment storage facilities.
- Four Story Bonus.
The following items qualify for four bonus stories each.
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- Additional Building Stepback Above the Seventh Floor.
An additional ten feet of upper floor stepback from the street lot lines.
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- Preferred Materials in Pedestrian Realm.
Use of brick and stone on the building facades that face streets on the first three stories of the building.
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- Multiple Ground Floor Uses that “Spill” onto Adjacent Streets.
One ground floor use that “spills” per thirty feet of structure street frontage. Preferred uses include retail sales and service or entertainment use, or any combination thereof, located on the ground floor with direct access and fronting on a street.
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- Major Exterior Public Spaces/Plaza.
A plaza or courtyard, with a minimum area of four hundred square feet or one percent of the site size, whichever is greater. A plaza or a courtyard is a level space accessible to the public, at least ten feet in width, with a building façade on at least one side. The elevation of the courtyard or plaza shall be within thirty inches of the grade of the sidewalk providing access to it. For courtyards, at least sixty percent of the green shall be planted with trees, ground cover and other vegetation. For plazas, at least fifteen percent, but no more than sixty percent of the space shall be planted with trees, ground cover and other vegetation. Courtyards and plazas shall also include seating, pedestrian-scale lighting, decorative paving and other pedestrian furnishings. The use of artists to create fixtures and furnishings is strongly encouraged.
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- Workforce Housing Greater Than Twenty-five Percent of the Total Number of Housing Units.
For this bonus, the housing units shall be affordable to households earning one hundred twenty percent or less of area medium income (AMI). For homes to be purchased the total housing payment (principal, interest, taxes, and insurance, PITI) shall be no more than thirty-three percent of income. For rental housing the rent plus utilities shall be no more than thirty percent of income.
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- Public Art.
Public art includes sculptures, murals, inlays, mosaics, and other two-dimensional or three-dimensional works, as well as elements integrated into the design of a project (e.g., fountain) that are designed and crafted by one or more artists. Such artists must be listed on a registry of either the Washington state arts commission or the Spokane arts commission. To receive the bonus, public art must be documented at a value that is at least one percent of the construction value of the bonus stories.
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- Through-block Pedestrian Connections.
Through-block pedestrian connection providing a continuous walkway accessible to the public, at least ten feet in width, paved with decorative paving and lighted for nighttime use. It may be covered or open to the sky.
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- Major Water Feature.
A major water feature integrated within an open space or plaza between the structure and public sidewalk. A major water feature is designed to be viewed and is large enough to be physically interacted with by the public. It shall be at least ten square feet in size as measure in plan view.
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- Green/Living Roof.
A planted area of a roof covering greater than fifty percent of the roof surface.
- Eight Story Bonus.
The following items qualify for eight bonus stories each.
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- Workforce Housing Greater Than Fifty Percent of the Total Number of Housing Units.
For this bonus, the housing units shall be affordable to households earning one hundred twenty percent or less of area medium income (AMI). For homes to be purchased the total housing payment (principal, interest, taxes, and insurance, PITI) shall be no more than thirty-three percent of income. For rental housing the rent plus utilities shall be no more than thirty percent of income.
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- Bicycle Commuter Shower Facilities.
Structures containing two hundred thousand square feet or more of office gross floor area shall include shower facilities and clothing storage areas for bicycle commuters. One shower per gender shall be required. Such facilities shall be for the use of the employees and occupants of the building, and shall be located where they are easily accessible to parking facilities for bicycles.
Date Passed: Monday, November 2, 2015
Effective Date: Monday, November 2, 2015
ORD C35312 Section 9