The global defense integrated antenna market foreseen to
grow by 6.1%, from USD 536.84 Million in 2021 to USD 862.12 Million in 2029. Rise
in airspace modernization programs, surging demand for military UAVs, amplified
use of electronically steered phased array antennas will drive the market for
the upcoming forecast period. However, Long duration of product certification,
high costs associated with development and maintenance of infrastructure remains
one factor hindering the market growth over the anticipated period.
Market Definition
What is Defense Integrated
Antenna?
Integrated antenna systems (IAS) have a clever,
interference-free design that allows them to be mounted on a single tower. From
SATCOM, GPS, flush mounted, microstrip, blade instrumentation & data-link
to fixed and mobile positioning systems, defense Integrated Antenna offers
antenna solutions for Aerospace & Defense applications.
Market Overview
The
defense integrated antenna market search study helps to thoroughly
understand the current trend in the market competitive analysis of the players
in the emerging market. Moreover, the DRO in the defense integrated antenna market
offers valuable perspicuity and a current scenario for making the right
decision. The research study covers the eminent players in the market with a
detailed analysis of the company and a financial overview containing their net
sales, business mix and geographical reach It mainly focuses on the key
developments of the products/services offered by the company in recent years.
Besides, we at Zettabyte have the expertise to analyses the global defense
integrated antenna market player's competitive landscape helping the client
comprehend their specific strategic growth approaches.
Defense
integrated antenna market study by "Zettabyte Analytics" offers
details about the market scope, market segmentation, technological advancement
in the defense integrated antenna market and highlights the optimistic,
competitive landscape and trends enduring over the years.
Major players in
the defense integrated antenna market include Airbus, Aselsan A.S., Ball
Corporation, Cobham Advanced Electronic Solutions, Datapath, Inc., General
Dynamics Corporation, Gilat Satellite Networks, Hanwha-Phasor, Honeywell
International Inc., Kymeta Corporation, L3Harris Technologies, Lockheed Martin
Corporation, Maxar Technologies, Micro-Ant, Mitsubishi Electric Corporation, Nd
Satcom, Norsat International Inc., Rami, Rohde & Schwarz, Ruag
International Holding Ltd., Sat-Lite Technologies, Terma, Thales Group, Viasat
Inc., Viking Satcom Ltd.
COVID-19 Impact on Global Defense
Integrated Antenna Market
The global impact
of COVID-19 has lost millions of lives with a massive cost to the healthcare
system. Moreover, the treatment cost for patients with COVID-19 has also had a
financial impact globally. the impact of COVID-19 on the defense integrated
antenna market has forced the companies to change their sourcing, pricing, and
promotion strategies. the defense integrated antenna market players are seen focusing
more on optimizing the e-commerce networks with the rising innovations in the
digital sector, which are creating new business models for the aerospace and
defence industry player.
Research Scope
The report
provides market value for the base year 2021 and a yearly forecast from 2022 to
2029 in revenue (USD Million/ Billion). the market for each segment is present
in North America, Europe, Asia Pacific, Latin America, Middle East &
Africa, and the regional basis for the forecast mentioned above.
Key industry
dynamics, regulatory scenarios, major material dynamics and Defense integrated
antenna market future markets are analyzed to understand their impact on demand
for the forecast period. growth rates have been estimated using correlation,
regression and time-series analysis.
Market Segmentation
For the purpose
of this report, the global Defense integrated antenna market segmented on the
basis of type, frequency type, platform, application, and region:
Type Outlook:
On the basis of
Type, the market is segmented into Aperture Antenna, Array Antenna, Microstrip
Antenna, Wire Antenna.
Frequency Type Outlook:
On the basis of
Frequency Type, the market is segmented into HF/VHF/UHF-Band, L-Band, S-Band,
C-Band, X-Band, Ka-Band, Ku-Band, Multi-Band.
Figure 1 Defense Integrated Antenna Market By
Frequency Type (Market Size And Forecast By Value - USD Million, 2021 &
2029)
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)
Platform Outlook:
On the basis of
platform, the market is segmented into ground, airborne, marine.
Application Outlook:
On the basis of
application, the market is segmented into navigation & surveillance,
communication, telemetry.
Regional Outlook (Revenue, USD million; 2021
& 2029)
Regional Outlook
(Revenue, USD million; 2018-2029)
|
North America
|
U.S.
|
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Canada
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Europe
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Germany
|
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U.K.
|
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France
|
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Spain
|
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Italy
|
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Rest of the Europe
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Asia Pacific
|
India
|
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Japan
|
|
China
|
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South Korea
|
|
Australia
|
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Rest of Asia-Pacific
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Middle East & Africa
|
UAE
|
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Saudi Arabia
|
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South Africa
|
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Rest of Middle East & Africa
|
Latin America
|
Brazil
|
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Mexico
|
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Argentina
|
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Rest of Latin America
|
Figure 2 Defense Integrated Antenna Market:
Regional Dynamics
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opEZ985OnVf8MPBwBwyehpc05KR+SvZiLyGJO6OyJft3PenKP52wAAAPwOL2wkvtHlKsYc0jIt5TR8EwOhQX4oz9GiqmWPEudE0dv/WR96Oz+0I5gBeUm0LwiyVH94Dea0lgeqIDySiO0Xmk2jmPEcSnak2d9fmPGejTanOq+bmprCZwdAEaSb5U3MrL7OjOpUnpTA84+3H/1W3gwAAICfyaW92i/X4qYwkRHr1NzSpc3h3BCeS9FGMtR2S+JQO2rDtuumPymyzN+aQeXmhoa2uY1cE5TOzD6PN8T7hCCxJvqCKgxr+RhOxj8+kup4XWQ4dQ1v71w8i38GWxJXnDOScpBKnIjtvfURRFcBKIaxlqbVaUV+bYZZ5drVcsxZxVboBwAAUCQU1dSNmS6npoiMn8hY0jI3dmawHNCSOuzYi7TlbPiSLXkRT2aCzRV7rUw1e2+RKFoqSsPVosKmduWQ2xRgI/QQAIYVci+szVpuhrd3rLIyrUOJjqe6uvIr/WrVhRPxq4ZTHS+JtmH72njfk1cjlRuAIlAXho9gZvUXzJi+YTaqutIReR4MKwAAVAA9ikk3pOIbVVJoPW9eENZ+ERkqMrD0d/6yryBzmn9+NoZVG5v8tiQysca1ZnOR5gqsY8qMNj9k0ZCxppRobuSnRZ8zO0Y3N/OLSHyTPPhnK+4fVJei6wMR1vIzkuqcL4qcMjP7SavxP2xc492kkUTsklsSlzfxtwEARTAaOVZhhvVPIqOqSQlMbj3llL/izQEAAJQDzWBpUVQ7o8rFTBvfrObRzlswN5ZMHG+Sh7bWrGCM2A38pDFyzCPTeW28FhlFfriqoRXawhzYhtPEpnAckYTKMPhopzyc6niCGVVeiCm271YUTapbhpOrPz6Y7Lh7OBVXc+pIjKQ61tyV6jh3y+64q/oEwDvUaNOnMzbpwOy9p25tnfUm3hwAAIDXaKmyDgsaUZovRWH5pjWPZXRwQ3gubzIDiqRqUWMelaRIpHlMKlARuJsfqmrkIueVKSYF+UcT/aEhRFcrD6UIU8T09sTqNvZPjH+doUXGU7H7h5MdthWihxOrnyUjy/7+ZXNaOCgf6eamzcJiS7qa5fvUhbP+kjcHAADgFRRFpDmloptSsYJ77IxcLUKmU3yuxacva1FH8T69UlXNKkWSnVSDhupL2sOJ/tBGmFUAvGV4e3zhyPbY90ZcLmc0+FjsDHwfK0NGkX/MDKvl/FVKCc5G5K9nFKnbqNFm6b1qS2ABMlJKh5YTGovIC9k4f5XGNhuRNrCx15YW0qQEJnKfhfRsVpGGxhRpCRt3PNQBoJagVNZc0aFwtxYZdFNpty+4r1rpp2SqWR+0+ZMk4zxRL7AyrHRzrkVPizDobHsqUDVjnx6p6pHVyYHQdkG/oHoTZQn0h9fw3w3Pv3sANBojySuVzYnYopziV23eEb95OBn/OTOfRa27e3uq491stzBCZWbP/IBkO3/VqRTpRaY00xpVkS5NK9LZXTBUBdmljb/0LdsIt4XUaOAriHwDUAPQzWbxy8AE91Dap3FuZqmQ8T2cRkpzQUPbRCnG9Brr93PmPuW2dV70qRBWkUI6Ds1D5c1coRldwT5LVbUeGhgxV1OG6lcH+sPn8o8dAFAENP94ZEfHTSPJzh8xg1mUKbXScLLjqa1bl/4FPxQoI+nonA9lFPnPIkPkmRT5KfanSpHBaUMbld+JyKwW3f5K0eOvBJ7/AYphAeBvcuuKOphj2Bfcx40bRQYtq8GWimZCRf1hxzebVvq33TxQirzypjPQTBWt10rGkf60Md3sOBFjESXahtob+5MrtJRb1ocMNrUhM2u1T+24hr6WLs3UW671WknoYYG4j1C9CYYVgOIZSXX880giPiEym6Urtm9o++V/zw6D6GoFoOgeMz+uo3slSwlMplsCpza6aS3NsEovbj/xxL/muwIA+BFutIQ3o7rIXLlN9eNRUsNapsE9ZGToeLyJEDKC5uProv3xZtNoacy5wkYmkxvcY9Vn6zm5wfFiTB+ZUivjTBFg0T7Ze8z0O6i2TGL75mNJJpebYkrb1sZqkZfRbS/QrilUBW4ITfSHr8bTfQDco5nVpHgN3VI1nOx4cSgVb8XcVTE0zzEbkReORZquYmalW1WaPpNunhMt9rcs3SJ9rGiz5IHSLcec1ei/w/SZpiPSH0XjU0jZqHQ9UoIBqAHsiuOQGXRjiCjqKErTzVN/6B6reZ/clIm302Sd6qvPZbUznQf6wh+cuU+j3JtWOhfxvnIiM00G3jyOmtHNRatnmFBNNVy8iq4DHsEuHL2Half94TW4KQbAHcOJK84ZTsVfE5nNUjWU6nhoeOcVR/NDAYY2vzQifyKtyHdnItJ+kWnJSRpPK9JDqiJfTXNHd0fldez1n+UVUlICz7P30tlm6ZZcQR/pGdtCS+WWIj37NJbK0VCb5ZVsPP4gHCdLBfrtzCr7bJcyI3w/a6vSZz52auB9mFMMQBVhN5/MMOWlvTKj4X4eqGZGjTe0FtL2zwwNGRu+qXU6sFn94Uv4Jq5xVrnWnWnNGU8n0VJtPi6ly2qGtFC0uR7QjKsh/ZqUPyYGGSLJRrFx2yNsD1VdiLAC4J6RROxpt9V+LZWIT46kOtLDyY5b7kxc0TILD5A0RiPHKmQ4man8XlUNZVnFDHZEnoff4MOMtjR9IK1I/ycer5zY+xn259dGW2b/vd3YZVql09kYz4jaMuOaerz96LfyZgCAakBGjd2IFjU/1Ul6sVnMkEzyKrzdOXMibmcUbUORUn5YVzifX8lMq4tjWFUSLlbauBhNW+5BQDcvaFTT0ddioRRv7dzZGLhbagkqm/pDx/OPBwDggOFE5wWlRlcpirp5R+fFwzs+9U62S5gVzhNROZxbziTww/o1qTmlFfllNSqfBrM6E1UJH6k2N32a0r1JaaXpw6oiLco0S8e7GS91YfiIbCTwHfG1JN12KyLbANQmVGRIeFNbBpGhY392u52/yQ25cJ8iUXqzZhjZseyirm7364VoDLS+bQptODgQvqjRlhTRUrEdRvQh73VoY+gWpAMD4I5SoquDqY7hOx6Nn8B2g+8dh0xFuqVpdVaRn6h3k6qLma+H1damY/gQgDKimV+l6XJmfJ82Xl9YCgeAGobdxNI8TOHNbVmVV5QotL6QcSvFWJOBpe0p1ZXvbhoyjqJtKimKPNpVR65HaN4vM+xviMYDKpP6g3vfuO+4N/OPAADggGKjq7Q8zeZdSPc1os6bLWei8rq07ZzUOpISmFSb5fvGWppaEVWtDmRex1qk+ZjDCkCNw25kSzSswXHdeE6rUAEns9iNtJN0WWrDCxxpqcjsOK7WoWXbzIjwanNZ6fiC9pUWnRvvVkPAzrk6D0saUNp3BanAALjGdXQ1ERsfSnT8S1dXF26QOZpRjUg3pJXAhNDY1ZO4SU03yx95pLXpb/gQAAAAKAVuAIU3uXaiG2DatlB6r14FeKI/fCH7U6uqS6J0WHpdFPV0C+0nN080tJ6bZvsiUMygGiO62jI7hbapiNwXzKpl+MMCLKVTZtG1feDmcJQPOwDAIcPJ1R93E10dTsafH0pc9i62KaJpnLFI0z8zs/o7obmrF3GTOhoJLINJBQCAMlBchDG0vpBRrTbaXElmZHkqsWaSc6m3QVUr/mOK6FKxJpFppddoG7M8rYKrpUeHP8O70lDQeSM1uLw62Bf+MtLRAHDHSPJKZSQR+53ImIpEc1VvfXo1zAqHUjHTira0yOszDF4dKatIw4Uq1wIAQEPDiwYdXhNUr0bL5NZQ6gaPRCZCaMiYsS220m8tQOOZqxwc2kZj4GQJG70K7uEI8nSUlySI2h5Ooaa29TyeTkCUtcxi31kUWQLAHXc82jnfjVndnIp3IgX4MGRWM4r0H/VcUKmWjCoVuRqLyAt3nxp6O38JAADKD7sRZaZSq4IrvkmdFjNeA+GOYtJu2fZkXnP7oQgsM8P8LQA8BVHW8ogemCAVGADnUIGlkVTHY8NO56wm4pObE/EleCh0GCpwk1bknzJTV6dmVRpXI4F/rIUiPrkHB3LW+OCA1jMdi8r/xIy27/vP12e9n435/owiPZtVpCS7vpbUQt8BaHjYjShFU4U3qHbSonouzSszEgsabdkVUHkoyjrRFzooum6hknQp0tQAsGdQXXXEUCIWYwb0h0yuiitt3r76fTCrOcZams5h5mgLM0X1mwLMTJManX1iLf2uMrN3yPJcWqTz/Gq8063y0rQi/0nUdyxPA4DP8WrNVK1gEk9JzaX/hhfVkjGlaK82D7UvuI+iyE4qDBNaym/ufHMp1CZp4+twXyIohZgXk+o+1Bf6hvaQQCB6j9pQGnEx0e96ZPKm0I1sTITXK+Rc9N2m6+vQhvA7+dACACwgszqc6njUcURVF1UCTsVbG3HJGm2ZkIi8MB2Ru7IRaQMzEGNpJXDQbCrqTs3yferC2X/Lh8GW0cixSjYifzUbldezbceY1KwiDTGTuEZVpEvTinR2plk6vhLGV21u+nRGkf+cdy4GpZullB9NeLZZHmD9fk3UZzLbPzjllL/iTQEAfiJntspbyVYzVFQ1uATTVk7I3IkKRNFNut2c3dz8XGdFkmiMncxd1aE5qJP9oXty5lm8z0LiS47cQ2aaPme+64aCf7aYy1qEDvSHz+XDCABwwWAivmU42eHSrMYnBx+LndGIkdWsIt/ODENdF1ESSpHSTswqM6NfYEb+Z67m7iqB55mBTTNDu5Edp5ttey7bzyJSpuWYJrbbkq8zdpytbL/2n5sijfhpvdjR0+acxPr0P6KxRIQVAB+jRRQFN6vlEj/eIn54X6BFUwV9JZHR5s1mIDK5dqJUaL6pJTmjWqb1W5n5pShZoxVkogcFOePuhyWGakeHbkI0FQC3UBVgN0vWaGrgOavpFuljlhGvepYivZiNyLP5MAjhc0W/zdqXz8xzY6sq8r2sT2vUiHQNRWqdFlKyjVgaxPaZGWsJLN/F9r0jKr+zmgaWxnU0In+CmdYuMvOaIrPba2H+MAANiRZ9EtyoVkS84JIflrGxM6z0Hm82A3F7scio882EaPMttUrC4u29Vi59O/wZP4x/JaGHBpSiTVF/0bhABvWHNmIeHQDuGErF7nebCrw52fHJRq0GrK2n2miGVQlM7ozI8+xMmy8qIjMzm2mWbmV9WGxn5gqlB4sljWej8teffb/0Fr4bAAAQw5erEd+sVkzBcW7UqhZ1JeOupc+K+tcX3Meb5cGX65nZXiC27+cKzeW1N81lVH9wbyMWwCLTigrC9qKINBujNj5kAAAHjCQ6fisypVYaSnXeu3Xr0r/gm1cFWp4k3dK0miJNaiRwcSUjTTQv073ZqXEpgf6ppbMsP3NfmNUZYgaTmdfRZvkjzGjPuD7oc1QV6X7WZ1fR4HSz/J2nW1vfxHcDAAAzmdwU2iC6Ua2qmIHi0a9unsZpLCw0I6Uz91poW6lprhR5M+9bl8jQ5SrQFk4xJTNeyBBSpFO0bSVEZpoMO+9KQwCz6lx0fbxx33Fv5kMHALBh8NFO2V06cGzf8M4rjuabVwXNMDbL/2s0EWPN8ucqaVqzzfImt0anlsXO1TK66k+zapISmGTm9GE1In3ZnD6sFYZS5NvTtGSMaFuB2LkuFZngakD9p4c3rE9aujClSI++qzbWxQWgbqlkCmolROfDT80VZNh4hV3xfi3mntrO/83NQy0YNSYzW0phpaLVH7qHnXdDFWKihwyTA6G7heMBWWqiPzSE1GAACjO8Pb7QjWFlbT9bzVRgKkDDDMfvZpgIRd5XyeIzWoS3WX7U1ybNQ6Ujx7xDZIB4QSB/m1ULpRX5Zdb36SJPo83Se6miMf2dvXc3a0NVjYUPJdRI4LKts6wjzuWErr3RFuljqiJvSSuBCVH/MhFp5OnWWYgCA1At6s2wkihayU9PiJb+y5egyZ1/4Sq/VoWXtMrH5vbMfNISNLxJQfhyNfn7qISuDx3Pu9AQaA8GNgWfFI4FVFCoGAxAYTaPdpzk3LDG9o2kVlR1/p6dOVKj8ml2USVagubJBd5mX4xFpS9am4b6ETN1w8YHAmSacnN5BQ8PalxkZNVm+T52vXTuPDVwgjpvtkzXzlhUjlEUc7TA/NhyMdrS9IFs1FkkWI1KV261SeEGAJQZoeGqdTHDaFVIKBdhE2xTSBQtFSzJo6UFDwSf09vRPFi380HtIrvlFc0dtq6AXE/wOco/Eo8D5EjsO4AoKwD2DCZic50a1uFkvK9rqnrR1TQzSMwwWKbhjkWkT4mMxFiLNF9PIWam45+8TpXUoozN8uN1H23l1XnZ31Vmml6Z8X49SglMZiKB/u/Mm1O1NHhmnlemmwM/cHN9jZ465ySr63zX/IBEadz8nwCAcpCLNtbfUh9WUVbNsJaQfktzH/mupmGvL9LMHxvHYlJsqx7lpogwOy+6FniX6o7JTaEHhecOORZd31Nd/phjBICfcVx0KRlbPjU1VZWHQBTRyyjyL0U357pE81hzBZKkP0y3cWBYn4jK4bGIvCqrzwmMyh1OImq7I029doYaqmVJ42pE/ii7dir2f8podM6H7DIK7PTjE0/8a76baciosv1l2fvaNUrFo9TW2WdWI1oMQEPgy8JLpcomylpSVLk/fAnfTR5k9txGVnX8NP7MlKg0PsWei19hhhwFlooQZQ/QNcH+3j3RH76QDSUirAAUYDAR3zKc7Ci4rM1Q4rJ3seZV+U4Viq6Sdkfkr5kNBbspv4u9N72depr07kKGlRnjnTNMgiI/9eSCo47lTSwp1mBANSAlMLkrGmgudP2UCs1PTSvS06VcR+YIK0VU0xHpv0X7VKOBr1Ry/jcADUMurbUO57LmbrCFUMEh0TZ2onRfKxNMaNHbgfAiuzYiqKCT+Vh+EBWUokj1of7wybyrNcvkQPAZ0TlCYh3aGLrlwI2hJj58NQNdq6z/i0jFZDsA4AXD2y9fNZLseF1kUqeViI13qQurdlNbKLqqSZGGzfP2mMn4vvEm/dYChWh4RPa3efvVpQSeVxfO/lveVAg71idYXxtrjdYGEkUlH28/+q3843aElh0Qld+jKtIikfS5sVToyU2lYjuZTSjb/1Ymywc+zCBnMqe9PVhuM15vZFql0+kzzDRLx2PsgCVk8DTjWkLKrK/UH9zLT20Gmrl0Y1rZmNjdAJPpPDyXNbjHrWktxkBXUtq5bQptoGvE7bn5AepzLrIe2sYrO3dzaeaG/l6PqfFupaW112hxJfYdutYcSafqxliSB1SaQXXVESOpjv8VGtVpdaSrtfYqFbxxZAIVKW1eK5S9Np0OzPZhWUlYKyLkoIASRXHtqsPmquY22BqtDaZsVP66XURSq+KrPbiQHst4ZEBdS5Fe3Nk85x/IRLHr8SvOrklpPBuRenYtOOpYmC97stFjm5nJ/x/jwzD27//M8jHnzQAQQ2mu7KZPv6HPExkX9md3rmBQcJz9Pe/G1y8qtDYrRRALGRXNrAkKLunQ/E/zPqzm0FqhVbDNLYOTd2z/SqusrBk+fgo1D1VrbvS1WQ9uCl9cq/85TPSFJkTnNNkXuhfForyD1hndnIgtMuqG+z6KhwImmCH9Z7so61AyvrZay9lkovI6u+iQLnbD+KLZSLAb98MpupphzY+QkrnQ0o0V+Vfm/VlJjc4+kW1q+R1l/fg/0XZQnUgJTO5ubQqxjzrvGtDWo22W/41dc/6pnMy+E0ZT5VQUcWVam2mW3vtIa9Pf8FMEHGbsb2W/GTMforHx3vPu4yXWpHb+D9ciYibTpMnGSIDKoEWvcvPcZt4sVlmF0ngJio6K1lMlE0qG3Go+J23HjVvedtq27Li8mWNqz7TmpI0TGz8y7uzfNW1gJ/uCL5nPr2FU41WA2Xfuh8LzYjowEGrhzUARDCZXnzyc7LyWmdNnROaLNJToeGokFfvylt3xt/PNGhotypqIPT2SjIvnsiY7/qla3zdmNH/CbgYd3XSbDat5DitFSHdF5FMojW+3It3Ebjpf0t9zqt1KoM9uyRA3/YVqU+lmKaWnBu+hYkZ+M6peS5GeZX+q7PtyL/v7GqZus9RI4OLHo0fPaYQIIy0xlI5If5wxTkzZqHS979fApQifFgEzLBtiqb7gPjJNfC5mN0XW6mHuXa1ADw7MUUa/iEwn76YtdL1RlI2uObbdIrvCQ7yN8Hi6aH+8uWNyD2ZC20T7qx1RxD20vpjzrzaNbFgpfbaWDeuBgbnnWBXXYt/rLyPK6g4yXMPbO1YNJeNPMoNVsIDQtBLxyaEdsaHNqdiHG33MKRrNxuSnM8aI6VZ19TG8WUVxm2Krnn7UcXxTDW2t0IjHc0oFkVojMKyNImmcfdZPsb8XjP43jJTApBqRP2+XMq2jpU43N32aqnGrEema0ZbZf19LZjfdPOd8ZuB/kRfBZuefjs75kN20garCb9rXe2eAgnv4HMHcnDVEZcsCj7AJxr/6sivA5BZmxCKiY8xQCdcZGefan0vMjOv1oeP5KfmeRk8Jpih5rRuMgwNzV1mY1ksxD8YZZFSHEvGrhlMdL4mMlislYuNDqY57h5KrL70lcXnNFfHygpHklcrM+axVnL9K80pdGIJs6+wzjN+dXBEl7+eUjimBf2XHEaZIs+PNrDIMQQ0lqbeQadUeRkWkQ8bt1Kj0afM89FJ4uvWEt7Hv41dGFfnq0WbpvVbf2VKg86B59r4vvkSR0UrcqJMZpogsRd+cRNRqHW6ytEIz9Hf+sufQsi9+NFraww+LJWnc4tiYl/hgxPsHN5UXpUbXQrVZKsg00R86KDqHRlKtFlwyQt879r25kX7fSfQdQnS1MJ4aVQsNb1/97EgqdvXmBjOvWqQ12fHYMKUHayY+3jqrStdkWpHud2P+xloCy83rSmasqv6WIookReXTRDen7Ab52zCsUKOLfT9W2qXOE2qzvDJvzrcivbhdsIZssahK05VpRf6Tvn92rFczzfJ92WjgfeUwr76Ebs5zBXzEN1IVE08t5n3p1gwYM7O1ml6sm568c9RE1VLLd040v1Mzdv2he3I3jebjV03dNCa8m0VB+zDtUyyPIvm0n1yqu3+LW9lqU2gDPxVfQdeo9j2v+Ui2tzJVUabqyaqeoVKLS90AewbVq44st1EVK5a8Kxk/u1rGrRqQceV/rRrM/LlKr01HAv9ivhFlN6y7ymEg2c3vi+YUZGJ3pKnXTVQYgupSSmAyoxx3uvkBkpld8wOSqkhfYGb1MXrgVMjkuiE3pSDwqqh/7Pv7n2okcFnq/dJbePP6g6Kqjuap+kLBcc3Q8pu63FIZ2pp/vpuvl1umxnpc2XlMkqnkzctGLrorLk5UHeXmWLK/F/W50fnQ2M3cb77IEPFNPIGMtl6dma5Bs/xasIn1bdJvRmdiU+hOUV8he9F1hmhlfTCYiM0dTsZvHE7EXhEbyspoKLX6odsfumIO7xYoM67TeQVrsZoLL3kqRX5qRuVhqhZrrE4MQY0qRXpxZ+sJb+NfjarweLRpre3viCK/nIkE+tXTpHf7Np3XLZSCy4skCW+Oak10Y06RS83EehRdsyJnAvMrJvPUZmai3UbjgnvKEW3l0V1/FxCyWavVDu0hC5lE0T519YfuKTWaWwqsD/q1MR0py12jgr6WWZV4MOKGif7gmKifuiiVWfR6o2tiUzheN/8BNSBkUjcn4leN2FT7rYoSsfHh7R2fxMOQ8vJEVA4XYVhnrMVargirLrVZvs9skmFaIUiXNFLNqrna0lWKlGF9KfjQSou6RqUrd58aOKFm7x0qNVe1mspFN0PrvTCvZFC1+bZlikRzs61FHXXp0TwSn7dJpthV1NAXad5mMZNK/aJrkHdzGoq48qj5dEokpYVbRWK14kiiYxhEY0tm0S+mjT5D7eEGpXlW6jtIS6b46MeKHpYd6g/dPPP8Q9voc8J81pk62Bf+MsxqbXJXovOC4WR8u+USK37Rjvgt1VqbtFZgN6s3ZJTABFVUZTeDD/HCJ46+lznT59qwPmss9kI3q+y1PwjbeqisIq01Vwbl/f+lqD0ENZKomJJXqb7adzoqv4eKHJGSpxx3FHvZ9jdlVHv4JU4NtpQivZhtlm5NRwLLnnRwjKqjpakWikzVobRzZsbHbcSN2vvO9GnzfMOf4V0siD4HM2eKBfvzQqxP5rl3JB51njbhduNPptTOwNFnKKo2zN6jYwm3MUu0fTHQAwwS/2dJaA8mcnMUhX32Soc2hN/JD+krcuY1l2FAYwqzalJ/cO/BgXCbNligpsgtq9LxmO+Nap5iyVsfWY2F9QWMtUjzmWGbuaQMuwl8urXJ0Zi5NXzavFKDYR1raTonLepDGcTO9wpmxvMeYFD1UNemG4LqTbTcS0ReWmi5l0yrdDr7zqxibbuYYZyx1ivTzUy03m1+5oISeD4bkb8+psw+w2rOrLkAk1ulm+XvUHXwzKlNLYXm5VYEuhnUoqkDofVIsyO5W6OSGy7BfqovMqG8m47QUsDZ+XhxHdA+6PgU4XQ6loXgEWXh8YwiY2w8ppb67HD+KG3LN3MFHUOL/JnHjh3XQxMsU4Qxb/+eKrSeH8qXkFll389XxH1vQNG1tTH8YTY0iKrWIFt2xBcy8/crsSn0t6ia8DefvJqewAMDWnTVKg1PkZ+idRdZM9vva7ZZftRNWm1WkZLmSI62NI4i/0rU3nNF5X8y38wyE/0t9h6KMEFQRLptTJGW6NFR9t3+Kvtu3s1ef4a978l3hH3fXmWmdsQcGaXiTuw4k6JtXIsejEWlK3fOm3O0vv+yQzfWuZRKduPr8Ca+UUWGi26S+dAJ4VFD4fY+UTfvqiu06suurg/N6Gvzg8tV3diN8STjaPzscmZH3DZfwXG+iWNy3yn74lmi9OZiYftcZHe8YkVj5teUUsoCYJ/9S6J+N5roNwdGtbYZSnTGhpMdNRRVnSmY1nxyqbiFoqPSeLpZ+qRdtCIdafpndlPr+EZ2d0T+mjnKqaPOmy3n1ktsupAiOMzcfoP18Uk3hrigaLkbU/GWcq0FC0GQAymB55nBTLO/q25+S5yIzPFuKtjU2nQM+6qX9x4EJtW9KNXUynBUbI5hSQqtJ1PFu+wKtv0i2l5LtzWJvadVYa7kkkIUZcwVrRKdp1mhbXwzDafRcLdjxbZxkHIcHKe+801KJmeSvS+IdnCD/1JLtQcVA8FnRP1tFGkmla7fMheLA+WHGdUbtfU+BSaw1kSm9fYdjVlBWF84X43KHyQz6MYIphX5XipywnYz44aPp9Q6TukVrcNaCJprmktDlL7nhXnV0pJzN7DTIMoKQXUsRX55NDrnQ4VSnkvCl0V2akQU1SKDphsP51E7Pyi33I9IxnY8clfyWqhGtHHS5mDmV0amYxV7I04mmfpp7v+0+oL7KB2ZN5/GicnTUuQposeMuv5AgqKPVqm95vOyEp0n38QzckWl3FScLiAfrslKqdbsPN8Q9rdeRQ8W2WdB15yX30VQXQZTsTvrxaxOiyoIJ+IfKUcFYaqaPKiuqvr1//hpc04aizRdpUakB7NK4Efshs2bCKUiP7U7Il+X4fPVslF5PXv9Z0zO9k/RTcG6qG5It0gfY8emOXLiYzgUM+8P582ljTT9sxvjDUFQ7Skbla4va0VkmNbSlTOvdTzn1yPjoqUWi/YvErtJpwcCNJeWb+4KMsaFor1atK6EqLjZBNPDC1E7odhx+WYFoeOQueaGvNtuHiyds5fXop+irLl51Y1QZInWQQ6tp4clMKj1SV2a1TzFkpt3xC7enLjckzWdh1KxO7S06UR8cnh7vHNqaqpoQzxMVZhT8Zu15YLYZzCU6rx3asq62jGl9zLDdQEzcjenI/LPRTdqvlCzdKsXEQ5aTifdHPhBqdFWYxEmXoAKacEQVOei4kw7m+f8Q9mmlHkemYHqSswoTeqR5GLJXWPi/RcURWRtlqspFi0yW1Iad3AP35UGe42qGwvaiUWmmm9qCT0sEG1rF6Gl/bI2nkQhyfz6pWIwGfV6jK7S90u/xot9QANqh+FU7Ob6Nqsz9MLIjo5b7kp1nFtM5JWqJzOD+dr0/phpHfp27Fj+tiPIpA4mO+4eTsReMfSLqyO9devSGUYvN/dSesyLNNlKSI3Kp3l1k5hbkibw/ZLOnSK+0dknst39f0WtKQtBUE2K5raqSuBy85rQnsEjM2VZNxSqA5UQZSUDpd2Ui/brUrlrVKuOq0Ua2Z/Ty+AUEp+32k1ZBZ5d64b0Zb5/cTuBCqUF5yp2W2xrUxSJjL23xi44XswyT15D41FPhpU+Q1ov9dX1obfzUwR1zlAiflWtF1gqTbHkN5PuijNRKnCeYWUa3uEs7Xh4e3zhcKrjCbsHBEOJjn/R15MdTlxxjmZs9c/oscvUB9ecM5w+bc4+0Y2Zb6QE+gpFV2k+bDYi36Eq0pqdFnNmjXCTWdo6qrQuLDOtqjInAsMKQY0lirbuih7bXJZoKz3dz6WjiW+woAYXM61OooJGtDTOOk6XprRlfqqz3K6PSmm+fFMhtun6Fg8QyFSWq1o1fY526ciVgPXD8Tq6fhU9vCGjWraUGeBLtuy44pyRVMfrZsPUaBpKdjxll4JrZkaEVdtHfK1uMkVsHu04ida0dRbJ7kgP7egYZMb2JfH7ZGpXf3/0rLn/5ctoKzOFz75fegs/dUvM5pMqChdaD9aTdVwVeZ8m0XsQBNW9aG4rza/3/J5Hm9cH0woVkGZeeKEmLWLZF/4M0wJ+GWk0QtSexoEimq7m53LR2PGhEmIZsWXGWBTt1FKcK1L5O7StmtHWiU2hO8X9qgHR59MfOp6fCmgQBpOrTx5JxPaLzFAjyu08VDZ2vzNub2dYR1KxL44k4xPG9l7orrtW7UxHm/xlWAXLyIiwXFrGwXqwaZdrwUIQBInEfke2ZlqkJZ5WE85VRcWcVqhY0QMPPPQopEKGlcirZEyFqCwinLl5q5X8zmrLBFUlQkhR7VpMDdYyDWBWG45B9aojR1IdPxOZoEbVUGr1Q10uoqzDyfjjVCDp8D46N5oNK0VihxIdT+S381CJ2Hi6pUl4I1YtjSnSFU6WsWE3il9lslhWRhofi0ifstpPrnIwKvxCEOSRFOnFbFT+Ovuzm/0uLaYlwQple9jidj4eBEHuRKm7/OtWElqEdyD4iugY5RRF1quR1krR7NozrMHxQzf5o3gVqBy0DMvwjvgoMzzlMVE1KreGdSgR32JM7x3aER8ybq/NVd1e5gh2MvYbXxlWmh9qWDrGCqpyzAxnwbmoWUVK7lpw1IxiVp6kBUMQBBUSGVlFGk5HjnmHq3tLLTW4pAqqEATZyqvlgnJFqMTHKLMmNoY/zLtRMWpvLdbg+IGbw1HefdBA1FNF4CGa65nqWDOcinfTnM/NyfjPRe2caDgR/6yblODpZW349qwf9+qGdSgRi5UjBdiszQ996qfMsPomNdZJdJXMatZNSq8SmGQ3jcOjPOqhRuUPZiLS0463hyAIKlWKtGP7iSf+Nf8ZcwbWaIWg8sk857cYcqnAVTRv/cG9lY6yMqP/oLAvvlRwz4E+/5hVisZXc/5xIzG8vWNV3VQE3tFxi2jOqFYQiZ3nYDJusWSMSB1pN9FVwmxYh5Px52lpG9avGypVyOpb1y7JpKP+MW7ZaOB9dr+9tDRNulm+i7W1SAWGIAjyoRTpRXrYxn/KnJE3fw6CIE9EVWInB0Lr+desJKoZXdVVaUM2MRD8kagffpJWlGxj+OpqpEyLoLoEExuDY8b+UaXiAzeGmngT4CFakaUKRP0qp473znKwjMyW7fGFI8nOrqFk/J7hVFxlxnIPzSkd3r76Wfr3SLIj7iayqjNzDmuFlYhP7lo09zfCm6tqyWIpG3XebDkdlb6Yjkj7hdtBEAT5WUrgeTVsY1gp2sNuZBZRQRP2Zze7ocGarBBUouh7xDMV2HdK+24toqV++NeuJKoeXdW1MXwp71LZobE72O/PdGDtQUR/6J7fbwify7vrCzSzOhD8uajPJCr+xf7s5pWuFxnXFtbR/3+ga46/BCygeavM5PxwhumpYWkpuDbLyJSDkdErlc2J2CJmVm+sdqR6681LM76rEExSpGFVkS5Vo9JF6YjcxV4bQ/ouBEG1LFoG5+nWWW/iBVrYzbN2k4JKrhDkrYLjlJlwcCB8kVfGVASldXKjIehDhdUXPpt3q+yQcfLd/FWq3twXjpfz8y6FyYHQjcWMWc6Az1wmyW/RY78xmIrdWS/zVo3anOq8rhymlaooDyVXf2k41Tk2kowfFB27qvJjdBWCIMgHSivSqxlFepb93bOpB2pr08na/QXmpUKQ96KKv2RS+T1YWSFjRJE8UT+8VWi9OaLGXl9E58n+7Nb60B++hL9VEQ70hT/oB8NKpo392T1+vb+XqaFrZaIvdNDcfy90aGPolikHaaKNxFCiM1bRaGAitndz6ooP3/DkR99Mxyfzd1cy/vFyrflK1X1vfWR18csPCGD7/QGTbw3+fRsufMKX0VUIgqBqSQk8n45K5xunJeyaH5BGFekLGUX+SbGZHtlIYECLrhIUYUW6LwR5qL7gPu3LZYLMHn3f+D+LRjOolK7fH76QKgtXono3GXA/RtCqvqQNjX0FU6BLRYtIlzOF+qbKRdf9zpYdV5xTyXmrQ6lY0so8DqY6IyPJ8hQjovmotz90xRx+qJJh5vpptl9fGtbhx1b/Sp3fdEh0YwVBENSQUuSXqagb/wkXokbkz6cV+U/C7a1E+z1Fu2c+fO9J6YS0NASlLwpvQiAIcq7+0D38q5WbV8pMJY/A5d7PGcxut+aVool5+6moQttYF3xnWKubEhzcU2tFig7eNPfjZTWsm0LXIcrKDWKZoppCJeKTt++wNo1a9d4yGVauF+7YGT+BH64kBhOxuayvPxMco+raviz6LOaEQhDUGJJ6aU58oQhpVpG+OR0FtWG0WV7J9vlH0T5mSAlMjjU3nTNltVRXLl0s/BmstwpBxUtPBda+S4L3ddGcQHpQpH35CkDGTJtDKNhPJUTH9qM5o9+sahRdovF4477jtLTLWoL1fVFZx6s/tLHRDSsZrpFUZQ3X0I7YkN180pEdHTeVfx5tbN+du65oYYez/fxZ23VDqdi2oUTHmqHk5WffcF8ufdnI5tGOk4ZT8ddmHqN6uvf2j+1GKjAEQY0iZlK3bj3llL+i32SVmc20Iv9CZFzVSOCRH/B2hXAaaWVG+Qvqwll/yTezxxAZQrowBDlWcJwyFtzNDQ/uEVViNZLLgBBtWzkxk6b6Mi24Guuw9ofuqcUiQ3SdldOwHugPn1uL4+IV1TCrpDsTmlEUQuuiVmpt0pFEbPzOZLydHdbyGhjWlrrJ7w+lFQ8mOu5lJrWbNLSjY7DalYDzlIz9Rj0j9KroxgqCIKhepUalT+vGkdZCVZWmKzOK/EujcU0r0n/++MQT/1r7gXcAM7j3sX28ZjyOUWq0afqYrqEoBqUjshuSbhLNZ6Ob1+qlJ0KQX5UrTCR+z1rad8nGtFKEVbRdpUUVj3mXfAPrFxV+qmyUtT+8plaN2WR/8BnhOZWs4J5Gjq5qacCp2K+EhqeMsouubklccU7FzKquRHxyeHvnYrtrYSgV31JLlZMf+9S87yEVGIKgRpTRtOpQxDWjSP/B3n9dm2vKzCx/qyBPt57wNrbdbWmzaVWkF0eVpg9YpgGXglb8BenDEKSJTGdueRn7VGAr0fZ281pZG3pgJNy2sgqt513yDcwslcmEWaiGDSs9/PA+yhocP3RT+J38EA3H4PaOBRWds3pYL3wzefVRvBt5bNlBkczKFX3KEzOttOzNlt3XvJ13Jw9tTq3PUn6tdPfQ8seRCgxBUGNLGnm8/ei38p9wT0hH5KXZqHw7M6obR5ulT04tPVxh2HMO9YdPrua8Ogjyi+h7QEaAvhfFGlYSZS5oXy4LqDKwHzIbJgbCHbxLvkAzYRWMstb6uqOHNoZu9m68guMHbg5H+a4bjrsSnRcMJzoqv15oIjZ+x/bYKbwbeQwmV59cJQNtUmzfSLIzvmV3PM+40nI7rH+/E2/jIyEVGIIgKCdFepFM5tZyGstyQOmLSAmGIFJwDz284V+NWVR0SdzOoRysZcraLWLqpuq9ZHLJNOTto8wig+63IkyVnMvKDOuH+WFrlon+0J2lmlb2f8BzjWxWhxLxq6oy1zIRnxx5rOO9rAszHppoZjAV/+GMbaosmqfKxuqW4VRc1YysoI3ftP3Sef+FVGAIgqDDyipShv0uzusqR+qu1+Tms2IJHKgxRQ9qKMLI/r6I0uL512KaXFqwi8yD/uDevNR6w7I4bqH5s9Q3mmtKZiLvOF5rU2gDP6wvoHOvVMVgZvTa+GFrmlIirczwDr16c0iY8tkIDKdiN1drHiYzfsus5ogOpWIP1NL8UL9qy50XP4VUYAiCICtJI9mIPJv9t+O/bDO6Eaf5a6KbFwhqBJEJFJlUM2TmRNuTtMwEqsDNU4h1aP4qe19ogosllwlB5lqLxHqavk9j4be02EpFWQ/cUlvrr9qhPYDsC74kOk+RtIh+X/hsvnnDQRHM4WRsOzM11TGr2zs+aWlWkx1dvqquW6tKxn4z1h48JL5JgyAIgjQp0osZ5bjTfRVt5Tc1KLAENbRoDin/StiiPdyhyGne9qFt9D3iTaqC9j32aLkqMsB+M6y5efWhg6L+eqfgeL1Vw6Xr9eDA3FUT/cEx0TnT9UJR+0Y2qoSWbpuMfU9ociqjL1tde1WpCFynejTe/h2kAkMQBDkQVfeNyuGq3w9qlYDZjbboJgaCGklul3TJfXe0uaaWUVN6j6cXUwXgRfzlikDmjo5bvHllxs2HqSCTN4VuFPfXG1GEsd4Mqxm+NJPttdtoVNusDqVWP2S1fM2guuqIKhvp+tF9l+xFKjAEQZBzjTU3ncPuB6sXZc3Nh0NhJaiBRVkFFJF0GFl1ghZ91VKGZ84DpwrDvFlBcin6OVNhFH/bFTnzGlrv7vse2sY29Z1xo9TqskZZ+0Mb/WjUQfmoemQ1EZ+8Y2f8BN6dGVSt+FO9iY3zrn884TeiGzIIgiDIJEV+ORORem9tnfUm/t9R5dGiQ0gBhhpb3fzr4ClUBVhwLE2H+kLf4M0syUW/7LMeDvWHEgf7w9fQHFa+mWMobVgr2lRozquP00MPDsz9knfLtuSLjevF/DCgAfBH9LJj49TUlOVDkpGk/6oC16K2rj8PhZYgCPJcVFmX/alqUgITxvcciRnDbETqyShSd6Y58INKTVlIK9Kr7JgPsz/XqhHpmtFm6b2qIi0iZZql433x8J4qlYpu1iCoMaRFD8uC9jBoxvxWUnCczChvJoS1o9Rh03aFpJlb15HX3Dzc8CVkfvP3Fxz32zqsZrS+uygk5Eb1VHAJFGY42XltVavuJuKTtz69+m94d2aAuaveaPO3L39BPf1Y4U0bBEFQMVKVwCNqdPaJRmP3dOsJb9sdkW9jJvQ10TYzlV+Nl7Znrz1fTtNKRlWNSp9WF876Szqmb6GUOtGNGgQ1irxMAbYiF2nV11FlprJANJTPdRX215GYSTZXJnYK9Y3tQ5tvWytzGim92vMoKxvDep+/Cg4zmOqMjCTjEyKDUzElYnut5q4SQ8mOLyEduHSh0BIEQV5KjciftzN8rI2taWWm8T/VFuk80dzQjBJ4tly/V2y/WzOnvT1YE1Of2M0zlq6BGlZUhIh/FXxDLtrpUcRwU2hDoxTSYWP2pHAMilV/eA3mrzYOQ8nOrmqvacoMadrOsDKzeiPWXS1Nmx+5/L/TLUgFhiDIG2Wj0vWFopPqwvARWUq3jcivT2+rBCbTzfLWbDTwPpFRJVg7F9FZd1IV6Qu+j6oa4SmE4hs2CKp/lWXuainYzXstSrn56RWtSlwNtHVoPSzAdHAg3MZ3DRqA4R3xUWZoqmwGY/u6pmwjrFh7tUQ9emWbiugqBEFeKNsspbaecspf8Z/ogoyeNueksYi8UG0JLLBbz1RtllcyQ/v9cv1WZSOBgaerWTypGIpf5gKC6kK+M3K5qsLCvpYkN1WJaxUy+56kBiMduOEYSXX8TGRwKq07dsVO4V2awV2Jzgswh7V4DSc6Xk5HpUnRDRwEQZAb0dxPr9ckzbRKp2cU6b/K+VBNjQQe+YELk+0bJgeCe4Q3bBBU56LKuJR+y78KviE3z1XcZw/ku4iy1xzcNLerVNM6sTH8Yb470CCMJKo8f3Va1lWCeRXjX4m3gwrpnts/thuVgSEI8kKqErh869JZf8F/nkuGmdSlzAT/SXQsz6TIL+959/ESO1ztPZBHhWCocVW+6sClUGbDSku1XMMPVbcc6g/dLDp3R+oL7nvjvuPezHcFGoSRpE8il4nYuEeVgl8YTMaGhlPx7pFk/EK2zUWbd8RvHE7EXhG0bQg9+sn5e5AODEFQqXKbCuwEZlZpOZzDc1wLiCK8fBtaPudHTn7b0tE5H7KaL+t7qEKq8KYNgupfvpzXWW7DShrvC0f54eqWYiOtiK42JszQ+GZ90+HtHZ+0S0kfTsY/PpyKvZS3XSK2dzjZsXEoEbv4lgcut1yOibZt1LTisfbQ/4hu4iAIgpyqHKnARDZ6bHNGkb/NjKetaWXvbx1rkZaYjSf1KatI17N9/Fm0HS2Z83Rra23NWzVzqC/0DdGNGwTVrfrDl/DL33dUwrDSeqte/9j6EVrax03F5YN94S83wriAmQylYg+M+KUCb4HlbXRGUp3zNydii26476OOMwIadS1Xbf5qS5PgJg6CIMi50pFjl26d5V0qsJld8wMSRUKzEfmrGUXq1qVGAhfvPDVwQqF7FCrsxEzrI0bjy0z2fz7RfEKAvV379zcHB8IX5SoGB8dFN3IQVC+iuav8svcllTCsNAZOjJm2TnN/6B5qn9uW1pItbn3XakHL+rC+dxf6bZsYCA3CrDYuw8nOa/20ZMydiStaeNc8hZnVx3xjzCuq2D4YVgiCShNFKWujuq4WsW2W/02NyPGd8+YczV6qv/sb7SZ1ILyIqXtiIPiC8aYOgupBB/rCH+SXu+8oV5Vgsw5tCL+TH9ISMnGibWux4jAZV+q3+TdNq5S+MXwpbwYalMHtHQv8FXnsvNrLStWD6lVHDqXiWxp5HdcMKgRDEFSslMDzT51+4t/xn1TgN6iKaiVuoCmCQ6nJuTm1ofVWRpkKxpgru9L6i+w9Mth54m9rMBMeodf4nN1uOieKZB2OHEGNJX8WXCImBsId4j57q/9zMFdzYlPw56Jtte9NX/hs3qzm4FHXRYf6wyfzlwCYNZLyUQXeZGfcC8OqGdVEZ2zGnNcG1M6Fx/8ARZcgqPaUbpa/k4nK//R0a9N0QTp1YfgI9tp7xqLSx9n3ukuNSA8WKj50uEiRlGB/X0uptllFeiz3WmDC2DZPivRsOnLMO0rJwqIla9KKfDvb35iqSA+NsfMpZ2pxw0KRCfNNq3cKjpvTDDWjTMbVaCjLNO+QIsoUcWPH6Ka5fTCxDSOfFl0KLxD0tQzSTLvljy99J+yKFjXKPFjQOAwnO270SwSymJTgweTqk2lOK1UF1qoD74hvZ38/KNp/I+rbl8/PwLBCUI1JkR52m4arm1lmDBftPjX0dv6yLbTNaIv0MVWRt6Qj0v7csQOTmUigX21tOoY3Kwo1In9eVAxJjQa+oi6c9Ze8GfAKLUqpLYPj5TzX4Djtlx9iBjx62k2RUf5SRdAisXlz96B6Exku/nH7Cor+lbqOqFNRNJcfNo/ctIDgM6JtjHKSVgxArTCY6oz4Ii14R8ctVmuxWjG0I3ZHI6f7OtH965Y8mo7CsEJQzUiRX97d2hSqxsNxKl5U6nHJBKeVphF2Hq8Jz4+kNH2AHUcrskfts5GmnmxEHh2LSJ/ycp3XhoVS6dgN6+EU3P7wJUVWG/ZllEvHacEWqPZEDyPM6eV+wSoVtxyiOZxkXHkWhZZlYG5jo27eZQDqguFUxxMis1MpDSU70rc+Yr0OqxVbdsQXjiTjE6J9QjndO7gilY42wbBCUI2IIpO1bNoykcB97DyszSqJmfKdrSe8TWvfKp2eiUiH9PeyipT5gcfrvQIOT60V3diKVDM3u1rUqz98jVagRXwuUA2q0pF7p1gVO/Kd+oN7kRYM6om7Ep0XVDHK+tw3k1cfxbvimuHtHasacckap9r80KVPwrBCUI2IGblaLnLE+t9vG1k1SFWkL1BqcC4iq82znV6SZiwiL+wyrbkKPIBHXsU3twZN9AVVvknNQSnMWoEoFG2qeZEx5B+rr+DFwYR99p2uDx3Puw2A5wwmYnOHkh1PaqYjEds7nIqrd6U6zmVvle1Bibb0S8o+vXZzKn7d5sTlTYOPdsqsTzeXnI6biI3f8Wj8BN6FohlOdlzLhNRgkR69/KfpFhhWCKoFjSqBy2s1usqM6leYZsxZtRQz5z8+8cS/pm21+be0fXPgB1lFSpZa7AlY4KSiMFUApjlyfJO6gc5Ji8LCxNaQguMUPecfoW+o5DzWUjXRF47zbgPgOXftjH9cZMAGk6sfcjvP0ykF57IKKvjmjGLxpnU4Ef/ILE+qAq86YiTpo2rHflIiNo6lbSCoBqRIz9ZqKqxrs8o1qsz5GKoGVwiqblrIrNH75orA9QZFYGFaa0fss1L9OJeV+iXqr9+EasGgnAwlO7usjWDHGi/XKjUylIo9MCI4LuvLnq6uLmF6FjOK3zO3d6aOjV6Zb1rGhu3zhzOPAZHG2kP/I7pZhCDIP0pH5KV6IaJaolizSso2S6mtmK9afnLVfAsXJjo4EL6Ib1LXUBEq0flD/hSZQ7+tyUnRelFf/SZ6OPPGDce9mXcbAE+xirBqSsQnb3/oijm8qadQqq+oiJHdcjMjqc75bueQMmOcdFpkiaKnQ8mOLw0l4/dQarRIbJ9FR3kbQaklJ38XS9tAkH9Fa67WonErxazqUk/Rsk8RACgXWkRxIPiC6GbWKLoB55s0BFSQRjQOkD+Vi4qH1vslXZ0eAtVKWvDkxvClvNsAeMrg9o4F9iYw9mVjlJWMJpk6ts1FpabYmqO7g6nVD1lFV3WsIrMiuTGrBDsv1h/MTy1F2y85bQyGFYJ8KqqY2zznH2ota8sLs0pCWnAZofTeQpFVMrN+rcZaTmqqcA6Ur/7QPVTxmn+UVeOQg7VQfSFUCwZlIpfiam1YjXNZt+y44hxjW7toqFOGd8RH2b40kzi8vXMxe8n2OteWl7Hp71Ci4ymmNczUXujWUDOzemPJxZ0aXA9f/Z5dWIsVgnwoJTCZjgTeX2sVcb0yqyQ1GvgKVQvmuwZekVu70XquphZ17Q9fwps3JIiy1rboGtZSczeE5/KPtKI4KWLmGyHKCsoEM4A/E5kPTYnYXj3qScu6TEcgPUoXJsPMTOKN7DiXOJ0vO5IU9JcqHO/8dJQ3KQosW1O6HvrqBx6DYYUgn4mZVTUSuKzWqgJ7aVZzknphWD2GlnUR3rSS+oL7yMzypg0NjYNwjKCaE81zpc+zkinD7Ljd5n74V8HxA33hkm7IARAxmFz9IDMb4shiIjauG1atQi4vODS0IzZUrirChaCUZGPq7lAylixlfVUdWuKHmWEY1hJ07+0XJ7AWKwT5SIr8crrlmLNqLrIald+Tjkh/FJ5TEUor0qsZ5bjTseaqR9ByG3TjLr5hpYhUaNCPy4RUC6o+SwZeNFZQ7arc5pX2SynJTuaG+0mUcYGHVcBrcgbQOhXWGEmliOhdOzsvuOG+j1atEJixYBMZ5/uevNqzvgwnZhaCgpxrywOrsjCsEOQXSSPq6UcdV4tTiphZTbFzeH3mORUhJTA5euqckzC1yiOoiqr1DXRwvFEqALtloi/8GfGYQfUgL82r9oBjILRNdJyaUn/onlfXh97OTwuAkiADaldsqFyVgnW0VONU/G6m7s2Jy5v4y7Zoc1mTnTQP3tMbEKyxWpqGHuv4SboFhhWCqiJmzDLN8n3pZumTO08NnFDLBo2Z7ee9KuCGJW08hN2MR6yKK9E6jJVMk6w1yIQwo/+caOyg+pJuXovNMmD7qKEU4EIKjtPDGn5qABTNYKozYjl3MxGfLFS5txSGEp2xPLOciO11U9nXS3KRW6QEl6pdZ839PioFQ1ClFeh/csFRx9ZLFDGrSA+z3xFPIqzZqHQ95q56QIE1Vrt5M2ADGX5KlxSMH1SHyqXGhgapija/BBwx2R98SbS/WhY9rPFDxWVQfWhN1ZFU55jBPLzAzODG+560T9/NzU21MqyHiy55Te64oohmxxqnBZh07kp0XkAR2qFUbJu+ZippaEfH4NBjqy+9xUHkdigV34IqwaXr21e951EYVgiqnHZH5a/XmyEbjc75UFqR/yQ6X7dSlcDltVZwyndoKYrCSrfB8UZcqqYU2LgtwnzWxhNFXdmfi/hlYEkui6FG1l0tQlSoDfMzGhfbKGmqY2MhA6jPCTWrnMWV7krGP26ZipyMX2rXZ4qGbk7lUolHEvGDwn2YNJTsSI8kO+K3pS47nu9Gg/Y1mOy4G2bVG91938ptmMcKQZVTtgbXVi2EujB8RCYiTYrO163UqLzSqWFNR+ecPxaVY6n3S2/hLwFCNP+SIiY0n5U3AS7QilYNhAbNYwrVv+hzpwdA/FKYAc0BF21XXwqt56cLGozBVMedzORZGK7YvkJptszUCpe2Yfu9t1yG1YFJfIFHTLt1jezoHKOor6CtW71AEVh2/D3s7zCqXioRn0x87NQUoqwQVBmNRuX31GP124wSeNaT3xEX45ONyF/XltKh6spR6fwpVBXOMWPuZX/oHrubbuAMNpaLeOTNcDMP1b3Y94dfAjNg79fR/FWxqGgboqyNyXCqw5gKPEN3Jq5o4U2FWBnWcqUEa+nAidh+4TGhmtfQ9tXfTy3+h/thWiGoAlICz6cjx7yj3v7/96pS8BNROex0bJ5uPeFtRqOsRgNfafj5r1RIKe9mEwVUPIcK9BjHGGoAbQjP5R9/HrZrG9eNgntgWBuTQoaVUmxnWaTYaubRIiWYVI4iSFqVX8sUZqgulIiN3333JwYfjS+4bce57/gWuwn8EbsBhIGFoHJJkV/OKNKMqGRakTJjEelTtTaP03WlYKqSHJHG2d8Pb8PG5McnnvjXfJeO2DU/IGXZmLHtNbPc8KaVDGuuUBDmq5aTyf7wJeKbe6geZbX8E0VfRe3rSv3BvTCsjclgcvWDzCRYprZu3tF5sZVh3ZyILbJb1mbksY73smaeXlfseDdizmjjiSKvj17ZvhWRVwiqvGh5l2xEns1/hvOgOaOqIn1htFl6bzoqv9MP9xLpiPSy6DyEMqy1qjbLK5lR/Unud0bqLcZsanNoFfkrTD9l+3hFDTd49isVgil2iQ7gHHFhK6hOJays3TAp4n3hs/kpgwbCfg5rfOquZJyuC3GENdlxN2tjYx4LF21yQ275GOuILlT/+vbl8zMwrRBUBSnSw0+3znoT/zmeJtMqnc6M2R/1dulm+TtW5rYSqEr4SGZYD+X13UYUEf2Baa3VbPTY5nqc2wvqGMxnbRzRusX8Y8+jYa6B/uDeN244znYZE1B/FGNYKRV4OBnbzt4vFOl8wct5rIOp2J2Irja2Nj982dOoJAxB1ZEala4UpQdnI009GSo4NN22uOikF4xGjlWYYZ020IXEzunTWLoG1DwziltBdStKsxcVLjs0EHxG1L4utSm0AanBjUUhw2osujSYiM0dTnZeO5yIvSJqK9Id22On8M1LYijRGbNNP4YaQ4nYeLqlSXjjCUFQmaVIz5qjkTo5oyh/lbXp3rXgqGOrdS9BlX2dGta0Ir1KxZL4pgDULlQ9VXhjD9WlRHPCJzYFfy5qW6+a2Bj+MD910AAUWtaGIqTaeqMFjK21Yl82pgVTdHY6UpqIT34zefVR/C1LhpKdXYisQqTh7R2vwrBCUBWlHHe6nx9suzGs2Uhg4FZBmjMANQfWZm00Bffwj36aRjOsVMxt8vrQ8fz0QZ1jV3RpcEdsaHPi8iZmOn8let+J2P4fMq7HygzHKmOk9PaHrpjD3xIynIrdDLMK6drywKosUoIhqHraHZW/7ufKtzSn1olhTSvSfz7RfEKAbYKsMlD7HOgLf1B8Uw/Vq6igGf/4NSb6QwdF7epZNJ8XqcGNgd2yNptTV3yYmcvPlGYYc1FafjgtrXi6cJLNWq0U1WV9e2Lm/qBG1oPd52TSURRdgqCqyaL4kp9ghtV2HVaKrKqtTcewprjPAfUD3byLbuqhOlV/cC//6GfRnNaDA+E3hO3qXEgNbgwsDWsiNk7rqHqRjts1lW9K70rGPz6c6hwb3tkR5S/loa21mojtF+0LamAlY78ZfU/YcfVPCILKICXwvNU8Vj+RjshLVUXewvo8xkx2Iq1IazPN0nsfaW3yfH1wAHwBrXurpUkKbuqhelVoPX32NKdV/H7961Bf6BuIstY/loY02RGnuaebTSm8xchsWK0YVK86cjgVRwowJNRjK1u+iyVtIKjKUqQXa8GwAtCQTPSFF1AVWdGNPVSfykXWG+dBBRUYoyV8tGV8+kP3HOoPn8wvf1DHiJeoObx+6uZEbFGJhtXR0jZaFWAX1YehxtKDvef+DHNXIcgHgmEFwN/QfFaYVqg+FNo22R++hP190fiG8JH8EgcNzGCqM0LmlOaY8pc0aC4pM7Cvi0xEYcX2idZx1SGznFuuJv5z8fZQo+uuhy//5faV855DZLUy+u+1n5/65fDNU78c+YambMuxwnZu9YuhTdP7/PG6L7H9zhG2K1W/Hds+Nf6d3VMvPbhlKtvqTd8hk2yWtgEA+AQqyIOlbqCaVF9wH5lUkUGlubqszSLROrQAOJtPGts3nOy4ZTgV7x5Jxi8cTK62jNDTe9p6rqmOl8T7ghpBw49d/of7blv6owf+7f0v6LrnmxeN33P7ReMPrlvyy29fcebLmajghhnyXK88mZ768//9fkrE5L5fTWVPO064nZ1+3n/t1MTPfzw19cYbfE+HoX2+ePPXLY0rGc/JX/1yavKl/536/X9+b+qXm28paED/74fPTh9r/LuPF9VnyImk2/xcJRgAwKEbfi1tUmQKIMiHovTmV9eH3s4v4RkcHAhfNKO4FDO4NI+V0uF5M9CgFFr6Zih5uXUUlZlTityO7OjsGtrRMbh5B6KpUHxq2zXv+wGq/fpDh369TzN5dmRPCwq3tdLLj94/NfX663xra/73rlvzjOjP+9dNvTY5wd/N5zephy1NKx3vDX68nMF211/IudSI/PmtS2f9Bf+J11AXho+g9U8zzdLxqH0BgM+Y3BTakHeDD5Vd6c/KU4lPS1P/9W9zhO/Xt4LjtC7wxEC4wzy/lAyn5Xxbdp3yZpbQPu2rIYfW4z+hxuWunZ0X5M1jTcQnaZ7rSOqyGev1asvRJOM3DifiB40GBYJ0PfaJec8jxdcfMpvV1/94SItq6qJ/E24MIKUVv3Yw33T+cf9vtf39+Q//x1/JQf827vvgL17Ii5L+OrFt6vVDB7V/U1+y82b2w3g8qzaQdxplxrRr1qy8ugTZZnkgo8iv0fvpZnnr4+1Hv5W/BQDwA5QirM0HFN7k+0usu9Na8u43T/3660Fhux+vOTav7cglx0y/Z3y92H2QyHhe9+G3a3ogNltrb3xfJNqHvj8yraI2dan+4F5K5S2Urju5ITx3YiD4I+O2lAnwxg3HvZk3scTJwxdUDW5s7tpJS9HEu0cSsUtuuO+jwmuKz3f9mcikQBDp3ts+9iSKJ/lDlAZsTNf9w49/OJVtnZlGS/NP3cxlffWZp/L2q6XnGvZ74KfP573/ax45JeP5xmuvaa8Zo6TGVN992+6eEWU99OuXtPcI0fuQh1ICkztbT3gb/8mfhr3+qrGdKAoLAPAB2txWn6cJkzlkXZ2W2URatTOayVL38T/XHqcZXeN7ur5zTdOM/eii9/R2tG9Rm7pTX3AfFfpi5+wYLV29Pzg2vf2NoSb+li2TA8FnZhxfINYf4bqZABCDyY67R7AkDWSlRHxy16K5vzHe2ELV05/GX+E2T490ejPn80/j+/leecTTFJ2lua1vvJ4zpsTE//xMO/YvBjdNp/X+/r++N92fV55U86Kuxn6++r3D5ti4DVQuSSO3ts56E//JnyYdkfLXR2bGdte7j5f42wAAv8Fu6hf51biSWWRdzJM5Qkqptsb3zeaw1H0YjSxFScmI6gaW/jTuRxftv1CbetTB/vA1FDVl5+0KisRSii89ROEv2ULHsE8HNqg/uJd9EIiyghlQleHiqwlDjaDhRz71fURX/aGcaTw8x/TXSev5oW71xp//xPdqXbDpjT8dbkPpwmRqjYbVGJW1Mqy/2jo83V7fh/EYkPcSpQMT6UjgO+Y0/9FT55yE+wUAfM5Ef/hCP1YTNqbVkm66+Ki89y8/82/z3hel6ha7DzKe+mtGE2vcn2hu6jXnvM32/XoXLaVEc1edGlC3sGN0m49pp4mN4Q/zTQGYxq4wEwSR7rt5aQaG1R8ypwP/5Nove7bUjBPDevAXL+Ydn+adGg2rMSXYaFiNhZdeO/AH7TWK4r548/WeLcEDWchmOZvdEfk2fQ4rRVczzfJ9mMcKQI3gx2rCRtOoSzeUxrRbklW6b7H7oDb66zRvVX+dIq366+a5qdROtE2jioyr1+ummue9FhSirMAEoquQE91/3ZJRVAb2h8zzTMmw/n7vd7XCSPrrZBp/l93pOvJqNKyilGCSyLBq2/LIq7EYk7EQ00/W54y18TW76sGQd7Kbl6oqTZczw/pnakdFl54WpA0DAHyO34oyGU0gSY92miOj5lRfo4rZh9GwGo2plWE1phZTlFV/veGVm9vqyVxSV+nARvWFaRkTADS0NVUxdxUqoG/9+wUZGFZ/yGwY7cil286MklrJvG+tmJNhe4qYvn5okr+bQzesxgJLZFqNVYX1ua6vPHE44mreN1QmKYHnnzr9xL/jP/kz0Ja1UaQXc2nB0ggMKwA1CM0p1Cq9im78qyRz4SNzmq+TaKbbfRgNqzEl2GhYjYWXjPNWae6s/jpECo57YVppOZyiDOtAaBv7cBBlBRrDydh2ZkhgWCFbwbD6R24MK+HGGDpdg9WIcSkao2nV0Y9P67TqBZuMUdjfjm2fmvzVL7UI8e//83tTv9x8C6KuHooZ0aXs//wZc1eNjEaOVZhp/T0TDCsAtUpu+RvRjX91ZDSJZjktbFTMPvT3KRKrv2YsxKRHZI2vGU0sdFg0R9rJkjV2TPSFFxRnWMNTr94cejvfDWhwRhKx/SKDAkFG3Xfbxx/BHFZ/yGxYKXr50oNbpk3eb8cSM0yjm6JGItNph2jtVJrT+suRb+QZT2MFYpq3+sKm66Zem8xf81UnlyqM6GupSjfL39lqMXfVzK75AUlVpLns5g0PtAHwM3ZVXQ/1hxKiG/9qyZy+q8uYlltIbvdhjMLStsbt9eJNRiNsNY8W4toU2sDGqWi06L/DJW3MQvElQPC1VzF/FSqozQ9dijVYfaIZc0gFZtS8Xur/3nWrq8JGFGmlqKfZGP86+VDe68ZIqZ2M/flddpdmRo1zWamC8K8T26Zenzyo/VubPyswwpA77VKOO53dkMGAAlBP6JWBtWJL/eFL+Msa2jIlppv+asqcwqvLTSXeYvYh2kY3psZlc4xR2PRnZS3qSqJUY73IU6OLKgiXGmXNW7vVjZhZZh8U/hNrcAYTsbkwrDWn55heML1WfiVi45moNCm6KYYqKyeG1Vidl3BrWO1kjJRaVRI2ilJ+p97IryD832s/P/XGa7n0YGNVYWN0d9+2u5EaXIoU6WGk9wJQh5CBMN7UawaW3dgf6At/cHIguMf4XjUlWk9Vl3F+qZ1K3QeZTrPxNEZcaf8k81xZXUgVzunAhvC5bDxKxu01Sg9l2AcBw9rgDKqrjhhJxieEBgXylYZSqx+6M3FFC/vYtO/tUCJ2VaUfNuw4+/gnzes1QpWXuUqwyIyWy7AajSahR0tFbUk0b1VP+zVGTY3L4Pz+v743bXqNRZmM67ZC7pWNHtts9//8aEvTB9SodNGTpxx3FH8JAFAL+G0ZGysZ54iSzKbQSQTTi30YRSnB+rYUUaXXjMegVGEyqfpxrObJNpxMkfxSofnWtHyO+eHLDPWH7mEfBAwrwBqsvlds3/D2zsVTU/nf16Hk6i9V2rB+q2fJ/Si8VH2Z56iKlq8xpwTrS8ro7/9iiM8xdWlizfNbzfs169CvX+ItuWnm/TQaVqMxhWH1SA6iq2ll9n/yysDjajSwYuss8bI3AACfMTEQ7hDe3PtIZCRZV6dF6bjm9VON6bgiebEPo8ig6tvp0Vnjeq/GiK0xpdhN+nK96v/KNJeUGVeZ0tj1NHejyMx6tbQOqH3u2tl5wXCyA4bVj9oRv+WbyatnRD9o7vFwIn5AuE059djqPZjHWn1pUU5ebZfIzSM9bOzIjOpmkDAvbfPaxB/4O+K1Vml7kZE1R20LpQO/+r3DkWBjFJVkNKzGlGCjYUXhpeLlZO6q2tz0aX391ZykXnXhrL/kbwMA/Ard5Jtv7v0mY9otSa/Ma37dLuXWi33oMqb9GqOmRlNsXCLHWJTJTYGoepRmHG8MNbGxKCu8ynX3tGyKi4HGBEvbVETPDafi6nAyvof9vcBYi6OqOkM7YndUa+3cnR/8hwzSgqsv8zxWMq20LAzJ+DphTAf+ef+1eWaWML6vm10ysvr+SMY1VQl63y66+qutw9PHyRnmmfNs3/jTn7T3NcPNU4WNhZgKRW8hC7mYu7o7It/GTOtr+raqErh861JEWgHwPX5OCzZHQfViR6L3rCKkXuzDqGvOedt0e2MasdGwGo0pDKtBJVYJBsAraC7rcKpjjBkSmFZv9cJIMn7pbQ9fdjwfag0tQprqeIK9P2O8mRkdEkVVdUZGr1SY8X3NvF2ldPftF29JR5tUdnObJ5jYyoqirFZLwhjR0moNUUqRYX3x5q9PG0NzdFYEmVXjNmZpfTt4eN6qlfE0pheTaTWaYqpILDK5UGG5rQycbZYHpk2rEpgcjcq0jqHj7QEAVYDmFArNhQ9kFRm1el9kCL3Yhy6KnOrtjFFUktGwGlOCjYbVSQS3btUX3CeKrtLaqvyvAFSUQfWqI0eSse+JTArkUon45Eiq82qrCCmhLSmU7PiZvs3w9tXPjjzW8V7262h7ozi8vWNVxeauJmLjm1Od1w2lYh/enIgtuuWByy0zQtR5s2V2w3sHjGvlRMbw4P/+YkZElSDz99KD4iq7h369j7eamS5MMkdvdch8/uHHP5z6ybXX2EY+jfNWC1X6Fa35SsewSzWGbFRkZWBVabqcbfsH2ocanb0S81kB8Dm0TIjQYFRZRqNHMkZGdZkjpObCRl7sQxfNP9XbUJRV1EZ/3xipNRZiMpvlxlFw3DiH9FB/+GRjhV+ad3poQ/id/G0AKsaWHfGFWOamRDGTpxlPBxEKWlZoMzOgg9s76EGVo4jGcDL+8Qp9Ri8MJS57Fzukq0hLJiLdwG56X8+7iYbKKjKuvxy+WSuiRPrxui8VTKWlSOsLm66zbacXZtLldIkZWsZm/Du7mWHe4ngbmtPq5hiQWG6jq6PROR8ai0pf2jlvztH00ElVpC+Mvmv237vZBwCgSkz2B/fmG4zqS58nqsvK7NlFSL3YB4m20/dFf1rtx1hgifZp3C9VFRZtU//KN6sEVfUVtNvDBgr/YYCKM5KK/UpgXiCHGt7e8Um7yGqpDCZXn1zulGCK9g7vvOJofkhXjLU0ncNunKfnxEEQVClJt7ktmpRR5K9ohZcU+eV0RJ6H+w4Aagha8mOmgaiezFFPc/qtUeYKwHp004t96DLOWy1U6ddoWnWJIruNIIqcjguq8070B8dE7StRkAkAMyOpw2mqkDsNJTqe6prq+n98KMvGyI6Om8pY2fmFoW/HjuWHck26pWk1u/FFhBWCKilmOJ86/cS/419Dx+RVClYCzxezDwBAlZgcCK0XGQgoJ1rGhqKubpalIRNMEr3XCKIoKqWb0/U10R++kL3WfXAgfJF2vVnMm351fejt9D4AlUKbV+nzlOChZCw5nFjdphUuSsZvrFa1XLE610xNTZU9QqHNN051/K+4DyUoEZ8cSsVb2SGKPoeMIt3Ebn5hWCGogkpHpfOnZs1y/bCMUoLTivwnfT9qRP48qgQDUCP4LcIK1bKCe4yFlGhtVOP7+jqs7O+05Ixhu9A29p8PUnNARRneER9lxsXXlYI3p+LXGU2hNu82EdsvaltpDSc7lpUzHdgIpQbzIlmefV5Dyfjarq7SIsTZiPwoCi9BUCVV/Pqpo6fNOSkdkf44vS8lMEmpxWMtTa24BwHAx+TWrAyO55sHCHInSv/VI6hGDvWFvpHfLjTI35pF66Nq0VamqcHwEfxlACrCUCJ+VVHRykRsnNYXZX9fz/7sttLIjs4x9qdqFNumCLMV22de9kUzbz5IZS73/FUztByRl+nBpaQC62SaAz9gN74wrBBUAanRwFemSoiIzjCsBqUVKZOOHPMOGFcAfAbMKlSy+oN7KeWXX1Iz4NfYK3r7ib7wZ/hbABTNYKozMpKMX0ii5UdIlDLL37aFth1OddIarEITY6+Ojfc9+dE3810VBaW33rUz/nFmlrezfToyXkPJjvStj6z+G74LjdwyMdVdlqfShlVnOHHFOaUWy6JCS1u3Li05FTCjyLsQYYWgMkuRX1ZbpPOKSQM2MtrS9AFjSvBMSSPFLJMDACgTFNGiqFie+YAgh5roC05Sui+/nGyhuaxkVKk9IqmgVIZT8ZuZUbU0emTuhlMdCdYuP+KZ6vgGM4l7RNs4U2xfqemjZrbsuOKc4VTsJfHx8kVzWWeY1tzczsfsxqO8qswcVhF07kOp+Jbi5/R2pL0wrGNR6eMougRBZVSzfJ/a2nQM/8q5hqKqbD//llGkbqbfzdi/LkV6FhFWAHwGL4QjNCMQZKeJgeBztJYqv5QAqBg8FbZaRZJe8NqwEmS8BpMddzsxXmLTuuqIqpnWHR23lGNM3MD6cEMxKcJDyY6nvDCsRDoqfRGmFYI8kBKYpNRcZh4T7DvV+Xj0aFoEvyQDqSpNlx+uDCy9KMqISDfLWx9vP/qtfBMAgF8wzy2EICeiyOr/bQi/k19GAFSUzYnOWPERtdJlnkvqJUPJzi5H55aI7b39oSvm8M00NNNahfTgoVQsWW3DSowkOx4r5rrwYg6rzliLNJ/dCP/MfCMMQZBZ0jj7rnxu96mBEyoRzRyNyuHpeauK9DD7ri5hpvg3en+yzVIKacAA+JRD/aGEyJBAkK36w5fwSwiAisNMSVWXdbnz0Xg770pZGN7esWo40XFQdOx8xfYxXW2cTzuYiM0tdV6nW1H6tS8M6+iVynAq/pqoj3byokqwmbGIvIrdBMO4QpCF0i1NZ3WVOBfVLcwgb2V6nSK4u1ubQqORY5W0Iv8iq0hJRFYB8DGTfcF9QkMCQVbqD+5llw7mdoCqMZhc/SAzGlUzrCPJzni5iwxpBaUSq58RHl+o2D5m1qgC8YahVMe5I8n4xMw25ZEbw8qM3EJVkS7JKFJ3NiJtyEbksYwi72E3sG+w19LsT5XpurQinV1M1IX156fm/hUUrcOauOxdbHPPP1Oa28rOa7so/RCCGleB/mKXpCkFMqjs+/h76gNVGq5GHwAARSA0JBBko/G+cJRfPgBUheqvP9qxplJVce9KdF4wlIw/yY7r2KAP7YgNDSc7PuPVsi8FVWAO61ik6QJ2g3hnOiK9kn/TWkC5eWwPqYp8dToqF5yCQBWThxPxA8I+FhBVCx7eecXRfFeeo86bLbNxuCoTkZ6BeYUaXbuU406vVlGj0eicD2UU+ZdqVLpyawlL4wAAKojIkECQlYzrpwJQDQa3dyyomBGzVOUMq86WHfGF7Lx/Lu6PSYnYXjKQQ6nYA5VInb4zqaVI540HRVLZjal7k2qvF7KKNPTQ1QsvN44/FawaZsae9eWHTEWfb7lNq87jVK1UkbfAuEINKUV6GHNFAQCuEJkSCBKJlj86sCnsaI1LAMrFYKrjzuot36Kr8oaVyC1fo5kyQZ8MSsTGu6a6/h9f7uZnwjYeiUweHYt3cZaqhI/MRuQ7ymnG1Lbg1ANfef8Lmx9dPS7qUymqlGklqEATO5+fms8PgupZ6ah0fqXnrhrJKtL1GUV+TY3In0eEFYAaAXNYIWcKjjOzGuGXDQBVgVI+Kzk301LJ+KXVMKzESKpzPjOhBZb0ie3TTaSz9kUqEZ+8Y1fsFK1jDC2qqsi/Et2klkPp0+ZMPXLVwl+PPLL6VWH/ilYs+cjT+csGlQsy+JnmwA/Y+SDaClVXSmDSMI9cU1oJHJx+3wsp0rNbTznlr/jlX3HyKgUzsX+/p5rmGQDgEGZE9ogNCgQx9Qf3UhowIqvADwwlO75UzerAmphJK+eyNk6gVF+7KLN5mZnhVOzmcozb8PZ4p27cd1O1zYi0P+/mtEIi4/rwVe95ZfMjl/+fqJ/FaDgR/6zXlYOt4Eb/NdG5QVBZxUxqtlm6dXSe9C6rOaUZZurSinS/Vl1XtA+nYsfaFQ00V2vuKpFulZemFflPep9o3VWkJwNQA0wOhLYJjQrUsJroC6oT/eELpwbDR/DLBABfMJyK3+yDdOCN1Yqu6gwmV59sHzWlPk5N91GLTHu/1M2X9WOoijSX3cz6YgmX7Z+YN3HP0PKfsetE1GfHYgb/+a1bl1YsXZAZ1j+LzgeCyidpXI0E/tFphFFbY9iwbqkbMWP4HbV19pnVjmbq6cDTfSMT/e7jJf42AMCvTG4KbRCZFqgxhaJKwM9UI8JKS7bQcjFDyfg9Q4+trloqsJmR7daVkocT8Y/MMvVzKBG/ypNiVYn45PD2jk8ax4GZ1VG/FRAaPfuEqQfXfvBnwyWlC694Cz/FsqIZfkRYoQpLjcgfnXJpIDMtTR8wRiitJY0zczjMjhHfeWrghGpGVY2wPmVY//IixZQm7Jf+AQAsmOgLf0ZkXKAGVH9wL6KqwM/ctbPzgopUCGambCQVu9ov5lTE8I74KOvrzLFgfb9VMP9yUF11xEiyhAJMNCY7Om4ZSV15PN+lBl+yprRUwTLrsU/On7hn88qXhedlo6Htl/89P82ywsz+V1k/fT2GUJ1JkZ4tNhWWbb+1UHrwzuY5/+A3E2hcg3VaqFgMQG1AqZ9C8wI1nLC+KvA7WtXbihRdin3Zz2aVYMb9RlG02Tx/1Qit6eq0ANPmVOd1w6l499BjHeduTsQW0djz3UyjLgwfkVYCP8y7AfSxKOq67V//8Zd3bfvkS6JzNqsShnWspemcTCRwQNRfCCqXtOjnwll/yS9DV+TmtBaKskq3Fbv/cjCqLSUlfXdGJkgV14MFALhgckN4rsi8QI2m0DZ+SQDgawaTqx9kZqKsUdY7E1e08MP5luHtHatE0WZROrCRkWTse+ZtzBraERtyUnBoLCp9nN301WRkcOfik6YevG7JT+56+LLfi8aAtHn76veV88HFWEReVShSBUFlkSI/VWxkkT+oyo9UCqRGA1/xw7IxM+atctG82mpWLAYAuGRiIPic2MRAjSJEV0GtcNfO+MfLnRZ8x6PxE/jhfIvQsCZiewsZTWdR1s41xqJNVrAbwcf8Nne1GO34yLunHuxd8sst37rkl8ZxKFelYHXebHm3It3Ejg2zClVN2aj89V0LjjqWXZKuH8owA7iD7aPg9ZuOBN5f1TVXI0091vPD/RUFBgAUYHIgtF5kYqDGED2wQEoMqBUGU50Rp2mtxapWDWuh6KpO4ShrYcNKpqseo4NqW3DqsUtO+/nWTf/0+OaHL3vmzl1atN2T30fNqEakGzJKYEJ0bAiqihTpxbEW6Qo30dDR6JwPMdNasPgSM4svpyPHvqMa9xhqs7zSro9qRP68HyLAAACHHNgUjoiMDNQoCq3nlwIAvkcrHlRWwxrbd+sjM4sW+Q2zYbWbu2qmcJS1sGEdi0pfqofoamFJ42lFekhV5KvTzXOibm+8KX2SF6a6M60EDs7cPwRVX2Qs3abHZhX5m2zbgtWt081SqpyFjVQlfORoi/Qx9nvUxcx3N0mNSA8WeqCWjkrns+9z1aK/AIAioLU3xWYGagAt4pcBADUBM1vFV7u10XAyvmd4R/yd/DC+Js90JuKTd+x0FxUeTnU8wba1SK0ubFgppbUxDKtZZGDle2m5jl2KdLaqSIt2nxp6O40J3TiPReSFalT+YO7mWb4bJhWqDUnjPyhiPqdj0xqRl5bDHKrNTZ9m37Oi1jDG+qsA1CCoFtyoCo6/ccNxb+aXAQA1QTkKL21Oxa+778mPFv1daF/WGzljec8iXQuW936mbXlPty72/ra2Fb0qacGy3vH2Fb1Th7X2OdbmYrYbx9E7Y2r0cLJjmdviQGwMT7apuPzlQoY1G5HvaEzDCkF1KCXwfNFFmBTpCwVNoyI963WBI1VpurxYs8r6g+VsAKhVJgZCg2JTA9Wt+kP38I8fgJph8NFOeTDZ8SAzXAcFZsutXhhOXNHGd+2YtpW957SvXHfnghVr9+abz+LFTK7j6sSUGj2Uij2weUfs4mIr2Q4lO74kKmB1x67YKbyJJWORpqtgWCGoTsQMXCkFiHJzWqU/CPfN5XWUlZnVR9g+c2m/zHCzf+9hfy88r14JTGajxzZXY14tAMADpgbDR6BicGNpoi/8Gf7xA1BXUARy847Oa0dSHeI1NxOxcfbemi2741o6pxPOWN67oG15783ty9a9JDKcpaptWe8a9ktc0ZsozbQmOnLGn40JFW5yYoBpbmYmIj0A0wpBtS+qGDxVYgEiNaoVObKOeHocZd01PyBRCr6xCvFoS9MH0or0G+HxSYr88i7MXQWg9qF1WZlpfUFkbqD604G+8Af5Rw9AXUKRyM2JzthQMn7PcKojMZyKdzOjetHNjzozqlqq78qeG9uX9/5cZDK9VDUMq85IqnM++8P1sWktVipwklXkl4Q3iBAE+V5qNLDCCxPHDKHtcjdeR1lFULQ3bawOzExqNiJ/fTQiL36ktcn3BfUAAA6BaW0gXR86nn/sADQsC1d1HWmcf8rMY1f78p57mF4wm8ryqmdjtQyrF1DUld0YLqRCRLrSkaarMrxyp1HshvIedjOpZiLSK9M3lhAEVUXMSM7zIkW2UBEkLyoGa9kdUfk95vVd2TlsZcf+1VOnn/h308ZZCTxP/+ZNAAD1xoFNYXlyILhHaHKgutGBG0NN/CMHoO7Ro6XiwkfVF+vX0KwCxY7qkd2RYxV2AxpjN5c/Mt/gQhBUfj3RfEKAfx1LYjQqhzMR6Y+iY+jaVcL80VzKL4+eMjOaapa0flN6MDvuIZqfStV/VUWam26WN421NLV6YcQBAD6G5rRSUR6R0YHqQcFx/JCDRuCMldeual/R8yORSfSTGtWwGhmLyKvYjed+800uBEFlEjN5xSxpYwX7/v63/dz2QH+xBZ6yinR9Rjm8jI4akT+/demsv6AlpciwqtHAV0qdiwsAqFGoMI/Y8EA1rm7+EQNQl7Sv7L1gwYo1z4jMoS+1rHdf6+quhp9jRfNi2c1o4WqfEASVrLQiv+xlMaRsszxgNJUzpEgvFmuQKe2X6fBvg2F5mtHIsQoewgPQ4OTWaQ2OC0wPVIOiJYz4RwtAXTF/1fq5bSt6v1QLEVWR2j5x7aXsNBr+povdjP50+qYUgqCyyst5njS/NK/okUC7W5tCrKnr37msIn9TFGHlbwMAgDavNYJiTLUvmFVQb+SKJq2LMaM6JjKBtaQFy3on569cu5idVkObVnYzCsMKQRVSuuWYs7yMThaKsmab5/xDMcczVgDONkupx9uPfit/CwAADjO+IXzkRF9QFRkhyO8Kjk/2hy/hHyUAdUH7yp5rmdF7w2z8allkWttWNG6kVZuPZpdSCEGQt1Kkh4udVypCq+RrscRNuln+ztOtrUVXClaVpsvViHRN6v3SW/hLAAAg5lBf6BtiUwT5U8E9h/rDJ/OPD4Cah6KqbSt6aj6iaqe25WvvPX3F9Q239NQYLYWDOawQVFGlo9L55qViSiXT0vSBbLP8KNu/Ssoq0sZdC446lr3V0BkkAIAKwoxQ90xjBPlJE33ByYP94Wv4RwZA1RhUVx0xmOq4cyQZPziSiI2PpK4s2ogxs3pE+4q1PxSZvHoUVQ9uFOOaq/Yp/69+Ew1BUKUkjacjx7wDhYsAAHUHpZiKjBJUfU0MBJ+jecf8owKgqmxOdawaTsbfGEnFp0jDiSva+Fuuqcc0YCdqu7jnofaLr6Vxq9sbyowiPWa/JAYEQWWTIj+lV92tBGpUXsmO+WdKE85G5Nn8ZQAA8B4se+M/0Txjmm/MPyIAys7go52yIYK6d8q0nii9P5xY/UrOsMb2dXV1FZV61r6sN9K2rOegyNA1ihYsX/vUguW9H2bDUVfGdXdEugFmFYKqq3RE6qlU5d38ZWqKX58VAAAcMbkptEFknKAqqD+4F2YVVBrNrKYOR1BFhnRzIrZoONU5dlfy8rP5S65pW77uqvYVPQ0XXRWpbXlPutiI67xVXfIZK9fc2L689+fGfZIZblvRq7Yv693G9t89f9mac2mpIL5ZWaACLTCrEOQTKYHJnUUuO+MWVZG+QBHWw8c94W38LQAAKA+oHuwPHRwIX8Q/EgAqxl07Oy/QU36HUx0Jc4TVK9pXrL2bGSsYVoOoOFPL8t4mPkQFOXPluoVty3r3i/ZlJa1yMRnkFWs3sH9fcsby3gVsVyV/xtkWaT67Uf3hjJtmCIKqqMpEO+lhVbq5abMeZU1HAu/3uvATAADkQfMlRQYKqqSC42/ccNyb+UcCQEUZSnZ2bU7GnhlJXVa2AkFtK9Z+z2ymIG4ol/WuKWRctYJVy3t+JtpHcVr7nBaNXbZ2DUVjz1jes4iit/xwQlRFmjsWlWNqRHoQUVUI8qOk8e2nn/h3/CtbdkZbpI+x34MH1NOPOo79s66mOgAAfMjkQGib2EhBlRAtN8Q/CgDqjpzZ6n1dbJwgUm4N196htovWR/mw5dG+Yt0drF1lItTLe16g9GKj7jijdRAmFYL8LzUif75Sc1kBAKCiTPSHLxQZKahi6uYfBQB1BxVcgmF1rgUr1u5lpvE6motKWrCi5xlRu0rq3I996QdpRZoU3SBDEOQfpRX55R+ccspf8Z9fAACoLyYGgi8IjBRUGcGwgrqlfWXPx1Fwqfa1pf3UbyPKCkH+F/uezsO6rACAugTL3FRVMKygbmlf1vMgMzwwrDUuLcoakcdFN8gQBPlHtMTNFNKCAQD1CC2pQsV/BGYKMqsvuE+rrpxbFqibRPNQ6TWmyby2DjQxEBrkHwMAdQUV82lfjuhqvegbZy24E1FWCPK3soo0jLVRAQB1y2R/+BKRoYKC42Qqaa4vHypbcuMY3CPe10wd6g8l+KYA+AJtuZsdHQ/e9OCVifuevLroCtaoDlxfOmt518tqtOll0U2y38SMdecuRTo7E5FuTCuBg6I2EFSPgmEFANQ9ZJ5EpqqeRFFQHg211eRAaP2BvvAH+dC4hhvXglHriYHgc5hvAvzC5kRnTF+bldR//5Un87dc0b6y905mchBdrTP9+8KzH/J7lDWtyPey39TpdSHVebNlZlyfRnQYagxVZj1WAACoGgc2heV6TQ0mY3hwIHzR1GD4CH66ZWdyQ3huoYJW9D4MK/ALI8nODw4nOzTD+s1HO1+79ZHVf8PfcgzMav3q7Iu7bt/VcuzZqtJ0YUaRn2Q3yL4zgVlFSm6dlT+Hj9aRZf39qag9BNWT1EjgMuMDGwAAqEvqMTWYUnoraVSNODGtMKzAT9z5WGf/SDL+xvV3fXojuzgdX5u5JWx6tjNjA7Nap5q/cu1i9lFr14S6MHxERpEe813kUglM7lpw1LHURyNjLU3nsPdfm9EegupFivTi9tNP/Dt+yQMAQH1TV6nB/aF7+GlVjUP94ZMnbAoywbACvzGoXnUk/6stbRevO7l95bprF6xYu0dkcKD6UtvK3k/OmjU1/XtFpjWtyE+wm2VfmdZss3SLKMqkRqQHkBoM1avSkcD7uxBdBQA0ClpqcF9wn8hc1ZK0+aFViqyasY1cXx86njcDoGZA6m/jaf7yns8aDSuhpdtGAgdEN9DV1FhLU6v5YeDjp805KaP4r68QVKrS0cC/bsVyNgCARoOq4grNVQ2JGe8IPx1fQMvfiPoJwwpqjfaVPdcyAwOz2mBqu7jnoVldXTMiOGORpqvYTfPr5pvoqkqRnxLdwGci0g3sfX/1FYJKkSI9jEJLAICGha81OtNg1YRC2/hp+Arql7mvSAkGtURurmrv6yJDA9W3FizrHX//is+9hV8K02jzWSP+K2qUbpY+af591aoGK9LvRO0hqNaUVuSXMW8VANDQUDotpdWaDZbfRfNF/RZd1aExzZsj3BfcB8MKaon2ZT0PMvOC6GqD6qwVPe9ll8GM36yxSNMFaf9FWfeJCjCNRo5VYFqhepAakT8qmq8NAAANhW3BoNw81+4Zr1dbm0IbePd9CZlWQ/S6m78MgO/Riiwt74FZbWC1Leu9RZQWTKQj0vfYTbS/CjAJlrkhKNK6OyqvSyvyS6LtIMj3UuSnnm6d9SZ+SXuCqoSPHGtpWr1LafowjDAAoKaYGAh35BlCg+i9ib7wgkJLt1RSVDSKdx0A4CFnrOy5kZkWGNYGllVaMDEWlWPsRtp380NFqcFGqHAU06KxqPSlbFRez7YZSyuBg+b9QJCflI7I87zM0KLMg7Qi/WZ6/y1NZ6HqMACgppjoC6oic8jTb2WtsvBAcI+oTSVF/eRdrnloDVf+VwB8wRnLen8lMjFQY2n+yrUfYZfDjBvl3NqsPqzCqwQmR1tm/z3vpmOYgf04MwU/E+4TgqqobFT++pTHVYFHW6SPZRT5z/oxdrc2hdjLmLIEAKgd7NcSzRU4ys15DQ2K21RGFPHVOlyjkPE/2B++Jn9ZodA2v87JBY3DghU9H2xfgXRgyLpaMLFbkW7y5VqnivTsznlzjubddEU6Kn2Rmd4J8X7lp3ZH5OtGFenSXYp0NkVq7ZSJyrG0It+N9WChoqVILz7eftJb+eXpGbkHTtJ3tWuzWb4PlYcBADWJZqQM5tAoWgaHN7NtV27VejpwXkGmGQqt580AqDhYdxXK0yd6hBHL3VTQKCK/NuMm2w9ipnWXMrMIkxOY2Zybjch3sP2oJDUifXlH9Og5/G3XPBGVw2x/j8K4Qq6kBCbTkcD7y5Wqq89hTTVLwrR/AADwPVqxIKu03/7gXt5MgwysdUS2PKr1dOCDA+GLROdlFK3lypsDUDEWruo6om1Z736hcYEaVD0braKsmYj0NLu59qcRU+R97IZ/mXHu3+OnzTlpLCKvYu/fyaQZUmYmB5nB7R6NBC72cp6gmXSk6Z+ZacW6sFBB0RI27FrxdN4qAADUJTSvkpnWcZGZMkZZCUpjzU9tLa8m+sKf4YeuSdg5OKq4TBFsvgkAFaF9Zc/HkQ4M5WlZ775aK76UL2mcGdK0owgnM7mU9ltKRNUOZpYXsr5gmR3IUmlFyqjR2SfCrAIAgEPImIqMlD6X1YhmcPuDe8XtvdWBvvAH+WFrEjLcovMSqdbPFdQW7ct7tgtNC9TQalvZ+8lZs6Zm3EBrc+Ga5f8V3XjXtqTxsWjgfeUwDZQizEzr00gRhoyiqCqtteokBVhVpC9kI/JoRpH3jLUElrPrFBV+AQCNjWEd0WnR0jb87TzGN4SPtJ+b6Y3oOPyQNQuZ/rzzogh1f+ge9neKvjLp7wf38E0AKCvzV62f276893WRYYEaWwuWr3m2y6r4Eq1xWqfmK90sf7Yccwhp/mBake6HaYVIVAnYaaEw7dqJSH80bo/0YQAAYFARoGljVcBE0fxXmn+Z395b8UPVNDRONJeV0n6tKgNTxWZqw/8JQFlpX9bzIDMnSAeGhDprRU87u0xmRlnnzZZ9ucSNF1ICk2pr0zH8VD2HGY2vMmFea6NKkZ9So/JpbsxmJiq/J63If8rfl3QbKv0CAABDm6eqR/8crBtKy84YTaaXIrPHD+M7ZhSsojTpTaENtV7VGNQ3ZyzvWYS5q5CdbJe4iUg31Gu0sFypwTpjkaYLMK+10SSNZ1qkK7bOcr++6uhpc05KKxIMKwAAeIUondgLWUUky8FEX3gBO2a302OSMTX3d1psPHgzAHzFguVrnhGZFAgy6qzlvS3scmmoKKt6+lHH8dMsG2RC2LF2IUW4zqUEJpn6dy3Qllwq+iFIRpH+y3itpKPS+eVa/gYAAOoeLdpYhkJMlagSTOm4tHzO9DEHQoP8rYLMTKE2CKYV+Iy25euuQnQVcibrJW7GIk1XsZvn+kpvVeR9lYxcMRPyibQi/0rYF6iGJY1nI/LXSzWqOqMt0sfYtflnbd+K9OL200/8O/4WAACAYnCy5qhr9QX3lSvFlgo6iQynG8NKsG26rZYFQnEE4Bdo3dUzlvX+SmxOIChfC5b1Ti74xL/QTfcM6rFicFaR1rLf64pGrqioDjMhNzGTs1/UJ6iGxMwkXUNOCyq5YTRyrEJr+z55ynFH8ZcAAAAUixZlLcMarVSN2Ou5rFpUdSD4nOh4ZGJ5M8fkzC8zrsYoc3/oHv42AFUH0VXIvWyjrBfUUxGhSqQDW0EPACjimlXkJ5Aq7G/RkjTMnKbZ39V0RNrG/r5m16lNLXg4DQAANUS55rJ6aVopEjzRF5wUHYdERaR4U0/RKgH3h69hx+imY9C/+VsAlJ325T0/E5sSCBLLLspKqBHpgbowWIo0XOnoqh0UeR2LyAsziryF9Q+Vhaskbb3UZvk+9ll07orIp8CUAgBAnUAmzGwAvZIXptXJMjwH+sIf5M09xThPdlp9wX1kYnkTAMoCKgNDxcs6yloXBZiUwOSTufmGvoSZ1p+wfiLqWkGpivTw2KmB96G4EQAA1DHWqbalq1jTqqUrD4S2ifZpVrnmzFL1Yau5rsWkIQPglPaV665l5gOGFXKtQlHWWi/AlK7C3FU3pJvlu1g/a2N8eapsJiLtrcXIuxZRbZHOg1EFAIAGgBkwWsNVYMq8kVvTmptfalgv1UaUKsw3Kwv6XFdm6l/IO3Z/cC97G+lGoCxgKRuoNFlHWQlmUJ5mN/y1GAV8IfV+6S38NHxJVpFvZ/30p2HVlm6RhkebpfeK0mW1JXxqpaiUIj2rtjYdw7s+Ayp8NBaRV/n54QYAAAAXTG4Iz80zY+UQM3hk/vghLdEMopvldnLGsSLkor7hRSQn5wJAsWD+KlSKCkVZd7ObeXbT/9oME+BzjbVIS/w+L9GvEdbdEflrj0ePnsO7aYteVCodkb7nx8grRVazEXk27+4M0tE5H9KXlslG5a9vXTrrL/hbAAAAahmKguYZwXKIlryxmW9KxnlGJLOQUNkX1CHty3tfFxkRCHIu+yjr7oh0Qy2lgTKTcu/WWf43Hqyfu3w1ror81Og86V3FGv2xlqbVbD+0JJJvzomN7+fsroVsszzA2mgPDcjcbj3llL/ibwEAAKhlJvrDFwoNYRlE66aa552y1xcVucRON9+Fr6BobK7CsDm1OTg+0RdewJsBIAQRVqhUFawYTGuK1szarNL4Lh8XWjLim6JLSmByTAn8qxcpsXStMAP4VXZuvojKpyPHvMPOgKuK9AVjX9Mtx5xVicg8pVSrLYEFfs8CAACAmqYiUdY8BfdolXjdpACb1R++hHffV9iOJea/ggIww9HFhKJLUImyj7LWytqsrI+dtVJYJ6NIfxCdQ0WlSOlSoqpWsOvln/1gWgsZ1j3zAxLr54/ZdaM9ONjZ2hRiL5ft/1yaL5tRAt/Xj4diUAAAUEYo6mldFdefojVaefd9BevXG6L+6sITWGDHwlVdR7YvW/tzsQmBIGcqFGUlVEXeot9o+1KK/FStzEHUotZ87mS1lFWkteVMnU43N21mx6nqQw41GljB/g+1NYNaVFiRvpWNyIPqwll/yV/2HJrvm1GkaXN8WNJ4IWMNAACgSHLrsjpbTsYnWsS77itsx1AQYc09LMgVdKLldPjLoIFpX9YbaVvec1BkRCDIueyjrLm1WaXf5d9s+0SU1trS1ForN/25KrtVMqyKvC/bOvuMco/VWIs0v9qmPN0spcppQt1Anzkzxn8S9TMTCfT7pZ8AAFC3kHGiCCbNOaXlY/JMl3/kS8NqtzSPOSpMhahEEVlKl54YCHfwZqABOWPltauY4UBqMFS0nERZx6JyjN1g+y81WAn0FYqk+YmxiLwwXYWU2awiJXfOm3M070bZYQbtN6J+VFLpiDzPDw8ytIrKSuD3oj6y6/f5rafMQsEnAACoFGTAyDxZmbAqypeGVWeiL/yZw3N0Kd06tJ6/NQ1fLqfbuujUzG1A49C+rOdBZjxgWqESZB9lJZgBGPVVarASmHyyRgot6bDx+0SmkoaVItDN8ucqberZOe6s+rWiSM8+3TrrTbxLVUVtbvq0MOrsoz4CAEDDQWnDh/pC3/DDfFeqbsy7VRdQBWEqJEUmNVeQKnSP3VJAoP5BlBXyQmcuW9vKLifLiNTjlM4aCRyYcdNdJaWb5c/WWtGaihpWJfD8WAVSgEWkFfl2dq5Vj8irkcBlfonAj2qfvfTb6f4pgUk/9Q8AABoWLTKomasqRl03hTbw7gBQl7SvXHctMxwwrFBJalvek+4qFGWNSl9kN9tVNiLSeLpZ+qQf0j3dUjHDqkjDlUwBNrM70tTL+lH9asGK/PLj7Ue/lXfLF1DFYFWRFmWapeNr8RoGAIC6hhdrWl9x89of3EvGmXcDgLpi/qr1cxcs73lFZEAgyK3mr1z7kVmzpixvorWKp9Vam1UJTGYVaejx6NFzeHdqDlomqKyGVZH3jbVIS6pthPyyvI0mJdA/VSNVpAEAAPgIbb5rf/hCin5qaa0io+mhDvaHr+GHBqBu0Ja2WbHmRyLjAUFFaXnPC+9f8bm38EtMSMXXZmUmbHdEvm5HDRtVnbJVCaa5qop0xSOtTX/DD1VVcpVxZYvKuBUWG5vMaW8Psm4hmgkAAKB0aH6mVripDEb2p7ec9eKzd5x/1w9vP3fou4Mf8+XarAA4hZnVIxasWPuk0HRAUAlasLznXwoVYGJG4PGyFtVhJoMZnnvZMc6tt7TJchjWMSXwr36bC+mH9Vh1ZZulW7F8DAAAgLJAa49SdHRiIPiCyISWopdvUn6LVGFQqzBj0cWEeauQ53KyzM3uyLFKOVI+04r0kKpIlz654Lg380PVHewc7/fa7KuRwD/6zdhT+jilBmcV6THWRzWtBA6a+11JsTH3xTI3AAAA6pjceq/eGtcffPPcL/PdA1BTtK3oGROZDQjyQk4KMKkR6QEvjBczMs+PReTOTMsxTXzXdQ0V3fE6yuq3wkJWaCnRUXkd+8wnROdRTqmK9DCirAAAAMoORUQp4urVcjn/cedH7+e7BqCmgGGFyq35y3s+O2vKugBTqVFWiqaORma3N2LUKxuV/p2Zfc/SZWttLU8+l/cnXkeaC6naUVZVabqc9WE0HZG2jSnSklpblgkAAIALKFWY1h8VmVA3+s7gRQ/xXQJQUzBDgZRgqKyi1OCzVvS8l11uljf4RUVZFfmpzKlNLY2cnknpsulmj+YBK/K+WowcjkblcFqR/k94TmVStaOs7LPawfox/aAiG5W/jgrGAABQ51CRplKWyYFhBbUKLWfTtqznoMhoQJBXYqZ1/IyL1r6LXXJCc+k2ypptlm7xSyXbapOLMkp/EI2TGzHT92KtprpmFW8jzU6Ujhzzjmo9LMkq8jfN57sremwz5tYCAEADwMznomIirk8PXvgY3wUANccZK3tuZKYCUVaovFre88KZy9edwi454U21oygrLbsSkTtxY54PG7evlmzYFOnZWjWsYy3S/Ew5lvmxkRqVrmTXYVVScUVR5XTLMWfhewEAAA3E5IbwXGZEF2lL4wyEu//rjiX3//S2hUKzSnr2jvN+xDcFoOagpW3al639udBkQJCHokjrWSt62tllN+PGWlWkucw0/c54E54nRd6XadC5qoWg1GA2dv9R0PDbSZHStWpYVSV8ZKXXa003S6lqjtdoRP6EHlnPKtJwrX52AAAAPGSh+sIRax/etvrpOz9y0GxYf3vzqYewtA2oZc5Y3rugbTlSg6HyS1vuZuXaZbNmzSzEpKUGR2aaViqs9Hj06Dm8GRAwFpEXMtNWdPEqZnqStToPsiqGVZEyt1a5SNWe+QGJvjN4iAMAACCPC9TxI+/fcs2MZXGeveP8z/EmANQkZ6y8dlX7ih6kBkMVUduy3ltaV3fNmIfKTeuN2Yg8lm6WbmHG4GzckDsj3SzfxcxUUanBu5VA39YaNazVSAlOR+TP1ep4AQAAaADItGYGLzlgNKy/vqn5j1R1mDcBoCZpW772ZmYmYFqhiqhtxZrn2yxShL2gfeWaC9pX9t7ZfnFPfFaB9WBriSeiclhV5C3MOL1O0WfdOKnzZst6mqhbjbUEltfq8iiqIn3hcNEu6VP0kIMZyq5MJHDAfJ6eqFm+Dym4AAAAfM/lqWfn7/tGS16U9ae3nPUif7vsnKf+9uQl2f2D52XGJ+lPSlnmbwFQEtoNPkwrVEG1XbzuoQXLe1vY5efIuM5b1SW3r+z5ONu2q215Tzfp9BXXH8/f1mhf3vPV9uW9r+vHWLiwq24MRlaRb2fGiUdSpXGjeRqLNP0ze911arAalU+r1Ug2M+n/pc/f3XrKKX/FX9ZSZpmZvZ+97l0FYUV+Sl04+2/5IQAAAAB/s+XuNd83GlbSC7ee9Qh/u2ycr45fQkaVaWpa6ivX8LcBKBl2s79dv9GHoEppwfI1zy5Ytu7q9mVrzmaX4bR5Wriq68j2lb0XUEXrBSt6nmFtZzxQobmxZy5b28qaa9sZDStFcpcu3Vo36ZvMnH1iOqKoSMPG1NRcAabA910VYKrRNVgJmrtrTAc2Glad/AhsCaJKyq1Nx/DdAgAAAP6Hoqy/3/SOPMNKev6b703zJp6yWP21zMxpIs+oHtbk+al9eREGAIpFqxwM0wrVmlau7dNTf8nkti1f+1N6vW35miWiIk+1TDYq/Xtake/ZpRx1LH9pmrGWpnPcFGDaHZG/tnVWbc7HTCvSt9g5TEdQRYaVyLQ0faDYdGlNMKsAAABqldHhT71qNqykn9/W9pKXc1rPU8cvXJzZPy4wqgbt30upwnwTAErCYFqRHgzVhNpWrBvqMsxVpWuY0of5PxuK/LRhe6mnSe+uxXTg0dPmnGSuDvx4+0lv5W/PoGjTqkgvZiPybL4bAAAAoLYYuP+W20SGlbT/5lNe/+7gR5N7hz56Om8+a3xD+Mhf36J84Ie3nztk1J7Bj9347DcXf4Rtt0jX7qFPfHiJuv8iZkRVsUEVSpvTSgZ3iTq+yFr7L1qSGe8uKHX8M9Qec2QbE5hWqJbUtrL3a/VUXKkUcgWY5F8KDZhBqiI9XLvL2cxM9U1HjnmHnfl2bVqVwKTaOvtMVKoGAABQs1Carrn4kle6/Vs3igxp1bQks/+Fxen928jswsA2DjCtUK3oDIv1XRuVvLmuIpEZO/2o43jzmoOd27fZeeRFkdVI4B8LmUs3ppWN4edqNV0aAAAAmObbW67+H5HhLEX/dcd5QtPoF2npydn9G8iw82EAdQ6qB0N+FhVdev+K69/CL1fAySrSvzPTJUwNHmuRrqjVpWwIZjqnqwMflvQpZlgLnpMT00rRZyxfAwAAoC7oe+C2r4lMZ7GiQk6xHXuFRtGHmiTjSmvT8uEAdQxMK+RXtS3vvdc4fxUcJt0sP2o2drpZVZXwkVn9fSUwyUzccOr9Uk0Yf2bGv2s+r3RE6jFWTbbDzrSmFfnlzGlvD7JmiNgDAACofSjK+NPbFgrNZzEa2bpeZAz9rn2UKsyHBNQxMK2QH3XmsvXTS9qAmYxFpS8yIzbGDN220Yi8WE+bZYZvRtqw2izf59T0VZPdkaZe1t/8lGdFevbW1llv4k0KMho5Vpm5DJA0rrZI59Vy9JkYa5Hmp9nnrkbljlRzbTyEAAAAUEZEa7IWo+e++YGpj6R/LTKEtaLEOYnfNPFhAXUKTCvkJ7VdvO4hRFeLw6qaMDM5p/m90BBFh9OK/AvW3/y04CIio8zEf4KZ1i5meLt3nxo4oZaLLGnnosg/zTPhivTi9tNP/DveBAAAQCNygTo+99t3XfUbkQl1oytTT4lMYE2J5rdSdWE+NKBOgWmF/CJEV4vHao5rNaOs6eicD6kR6YF0s3RLoT5QW3Na71g08K+1ECEuB+nmps2iz5OkRgKXoYAUAAA0ODSPc83DD3Tff/e//PC7gx/57TN3XPjnp+/8pymz9t/8bqFZvee+bqEBrFUtyYzvQbS1voFphaqtRo+uUkqrqkhz2V+LMuyUNppR5D/PMDiKlK5GwaGxSNM/G1OUCy1TQ2ipr82BH0xHFKn6sYNqwfXGaFQOZyLSH6c/Q5NgWAEAALhisToe2fjgN68hc0tFlmgObI2nAgulVRMeHb+UnzaoQ2BaoWqqUaOrtM5qWpGe1kyatlZo0zH8Ldcwg/gTZmjy0mqrFWHNRUxzBpoKHz3tcD4qpQez7fKWuWnESGs6Evi1fv5mpVuazmo0E19vsO/H+ew6351VAj/aFT22GZ8nAKBi9D9w031f2r5TaPjqRdr6rY+++nZ+yqDOgGmFqqKVa/tmuYyuzl+1fu4ZK3rXtS3v+caCT3UdxV+uOdIUiTQUHCplPVVzVFPbX+vsM6t1M6wbTzUaWOGm8JG6MHwE23Zn/txN+Sk1OvvERrmxzzbLA+bPMjcO0otbTznlr3gzUINkmUHNRKRD+meqKk2XN2rqOwCgCixUXzjivOz4SyKjV2fad+6u/efy0wZ1BkwrVEktWNY7vuATvcfyy88RZ664dn7bip7X9H2cuXzN+9jLNWlkKMLKTMhv6cY1q0jJqRJvXNMt0sfYfh6jKsKZyOz2ahs8ipjyv7oiV/VX/tO0UWOiSG0tFJHygpxpl/6HnXdexJyZ+KXs/FGYrIZ5uvWEt7Hv58v6Z6u+u+nkRnkQAwDwCVSkSGDw6lWoJFyntK/suZYZAZhWqOxqW9n7yVmzplzdrLUv/9pJRsPa/omv/z1/qyYhc7Y7It3wePToOTSPlRmVm5g5u2eXcpQrI19vMMO6Oy/KqkkabxTTmonK72HXwm+mz12RRqoxHxl4D6UEU2XsbETqwWcKAKg4DRRl1TV5Xnb/BlrDlg8BqBOYEehiKrtpXbBi7d62Fb2qLvq3qB1Uh1q2Lrl06dKiIoqUDty+vPf1thXrhuqlWNMTVGzHUCl3LCJ9qtbXEC2FTLP8b1ZpsX5KD6Yocq5Ks7Sf+keR4GKW5BGRK8Ak/1taafowIqsAAAA8Y3F2/BsCY1fvmjwvPX7Peer4hXwYQB1wxsprV7Wv6PHYtK59rn15z3VtF62N8sMIOWN57wLW/hKm9ZqRXdY7mb8fqKa1rHffgk/8S0kRxIWruopKN/UruYJDhqVdWqQljZwqKEoLnpYiPasunP23vGnV4H38ycxIcKAfkTMAAAC+ZYk6vkhg6BpOtBwO+zMBE1vbtK/svWDB8p5XhKbDoShqumDZ2qtPX9FzPN9tUTCTE2lbvu6q9mXrHiTDIzoWVBs6Y+Xaj7hNBW4ExqLSF5n5eZ2ZoKdgeLS04B/PNIM5pSNSTzWL1ZBZTRtTdo1SApM/QHEkAAAAfmZxZv8rZgPXyKKo86wp3JzWKm0Xrzt5wYo1z4iMh5XalvekvTCpdlC/2lasvYgdq7ttRe8YUoprQ5TG67YqcCMxetqck1CEJUdakW/XDLyFKUy3BE6txljZmlUuGFYAAAC+hkcXheatUXVuGpWFax1mCL/EzOFBkQkhtV3c81D7xT3xluX/UvViXBSNbV+x9m7WLxSP8pOW97zwvpXXHM0/JgBsMa7nKpQipSsdidbmldpEfnXtbJ7zD3jwAAAAwLcsye7/uci0NbLYmAwiylr70PqXlJarRzSZAbmnbXn3xWcuu8aX6/My09rl/TxcqFjV8hI05YSiqqoib2FGB+nABmheb1qR/s9sBo3a1XLMWZUyhk7NKgmGFQAAgG85Xx2/RGTYoP0qDCuoNAtXdR3BTPXPROYJqrBWru1DKrCYrCLfzkwOT32VxmFYD8PG5puWacFMqiI9XInxyhXFcmZWSUgJBgAA4DsuUMfn0hIvzJxNzjRr0JLM/hdgWEE1OGPlmhsRZa2ySljCphEYizRdwMyQtoSL2izfV81iQn5jz/yAlFEC37c1iqfN8WQZGSt4BefvOjWrtPTOVhhWAAAAfoHWXm3QpWxcC4YVVAOkBVdZmLfqiGyzvCmrSNt3LTiqpOV+6pHcWqfWBZjY65/bOqs8Jp/StTPCpWuslVakzNOts97EdwEAAABUl8Xp/dtE5gyaKRhWUA1gWKunBct6x8+4aO272MeA7z4omXSL9LG8tWq5ss3SrVNliEpnWpo+wI73W/PxCgvrsAIAAPAJi9XxCDNib5iNGSQWDCuoBjCsVdTKtYux3qo7KJo4FpFXpaPyOxuhaA+l/Gaj0r8zo/ezXBRTGqe06NFm6ZOPtDb9DW82DTeR+aZVkZ+61cOIJvWJ9eEuq4huIakR+aNds2ZhvjYAAIDqg+iqO8GwgmrQvrLnWhjWymv+8p7P4jvvjrGWpnOYGfudZnyUwGQjROnSivQtdr7iVF9FfnmsWf7c0ybjOsO0KtKLXqXgss9g9fRnUJSk8e2nn/h3fHcAAABA9Vis/lpmJuyg2ZRB1sLNK6gG7SvW/lBkqKDyqW1F7y2oCOyeTFReNx3VaxzDartsDYmMq9oinWeMWuaZVg8MK68CvJPtr6io6mEhHRgAAIBPWJIZ7xaZMshaMKyg0rRdvO7k9uW9r4tMFVQeta1YNwSzWhzqvNmybsJ2K4G+chUS8hNulooxz1Uda5Hms+1/yUzvQ6WYxFwlYuf9sFO6JXAq1l8FAADgC87Ljr8kMmWQtRanf/dOPnwAVATMX62sYFZLZzRyrDIWabpKNH+zHrFLCRYp3Syl1IWz/5Zv7glu+2CpCq0JCwAAABRkibr/IpEhg+zFxi3OhxCAitC2Yu33RMYK8l4wq6AYcqm98p+FBtBKipRWW5uO4bsoCS26GpH+KDyOGymByXREnofoKgAAgKpzgTo+d3HmlVdEhgyy1+LM/vHzM+PH86EEoKwsXNV1JNKBK6O2lb1fg1kFxcIM6H+5TsdVpGfV0486jm1ekkEcjcrhtCL9SXgMV8LcVQAAAD7gfHX8EjJdIjMGOda+xenxs/mQAlA25q9aPxeGtbxasKx3cv7KtR/B0jWgFNLROR9yHWUlKdKLydPeHmS7KPr604otlRphVQKTO1vfHmK7w/cAAABAdbhAHT+SGa2EyXhBpSmxWN3/QT7EAHjOvFVdMgxr+cTN6mI21LhJByXDDOvuoooeUXpwiXNa2bGzpRVcQnQVAABAlSFzZTJbkEfSItbp8XvOU/d3ULo1H3IAPKFtWe9+kdmCStcZiKwCD6FiU8x8Hl5b1Y2UQL+xerBb1OamT6cV+TXhvgtKGs+4iPKqC8NHjLZIH8s0S8djvisAAABPQIGlympxZvy587L7N1D0daH6whH8YwCgKBYsX/uEyGxBJWplz0bMWQVek2mW/y1TpHFUI4HLmAEs+ppkZvm7xURZ1ah0pZvlhzSzOp3+LN3mdcVjAAAADch5mf2qyFhBFVPiPPWVaxar4xH+kQDgGGasrsWyNh5rWe++96/43Fv4EAPgKcWnBgcm1dbZZxYbtSymWnFakTJPt856E9+FI+g4aUWeLvJE+9gekWfztwEAAAB38LmrIhMFVUFLMvtfoOjrEnV8Ef+IALDljOW9CzCP1Vu1Le/tRCowKBdUtTejSL8xGkPHUgLPP95+9Fv5rlyTbZYHmFl2th4rLWPTEjjVrUGmlGB2fnlVkcm0ltJvN9AyPuzYn1Cjcsfj0aPnFOo/r6L8LW1c2PjSnGHW56+NNssf2eFgewAAAGWGjJHIOEF+0X51SWa8+3z1dwv4RwbADNpXrP2hyHhB7rVg+Zpnly5dWvRcQQCcUHTVYKaxaOBftxY5n5XMZNZhASY1GlhRbAry6GlzTmIm0GTKK1O4KRsJfGf6/CgqHQ18xW7+L83vtf0sFOlFtVm+bywid+46takFBhYAACoMLWMjNkqQ30TFmxan92+jzwxzX4GR9pW9FyDK6o1QaAlUiqwi/bsW1ROZJDsxE+amCJKIwnNpSyvyRORSkPOLTO2KHttcbsOXUZpGZowrM5xWc2lHFekLrh4eUORZkTLs89vIzq/bKFWRLt15auAEmFoAAPAQGNaa1WSu8vD4hfyjBA1O24q13xMZMMi5EF0FlYYZpZ1Oop0zVGLVYIKqFmeb5UfZ/vLMHTNiw15FQukY6eljSOPsXOeV28xp686KCkwx0yqajzsanfMh45xbT0Spxc3SrY+3zP77Ys+X7ec27aECPaBQpBE1OvtEGGEAQEOCCsF1oX1LRl/58pJHX307/1hBA3LmimvnI8pamhBdBZUmZ67kH7s2rR5EWXU04xqRv8pM0XZKe3VTEdivaPNoI0295ihyVhDhzX0GgVeN7bxUNipdX8wDgFFzqjKlN0fkz5f6oAIAAGoOzGGtH1HKMPs81yy47xdv5h8vaDDaL+59gBkvVAwuQn6PrtIDCSqwxf4KQ11n5IowyT9xbVpbpCuY+cLSSzZQAaaxSNM/a+m6EekaK7NHxajM5tZb0fI+7kyrNt84IqXY9vnpzYr0cBZVlwEAjcR56m9PFpkfqKa1b7G6/2L+EYMGYuGqriPbl/f8TGTIIHv5Nbo6b1WX3LZ87U/1fp65bN0Z7GWY1jqDihS5Nq2KlK5EEaNGgKLMzFT+UTjOHokeTLhN6aXob1aRMmx7s2l9cWfznH9AijAAoCG4QB2fKzA8UH0ocU7mN038owYNQtvF604+Y1nvr4xmDLKXn6OrbSvXnNO2ovc1va8wrPULX+7mPxybViUwufWUU/6Kbw5KhI37VqZ8Y+ihRpWmD3QVERHPpTfz+azGfcK0AgAaCW3tT7HhgWpclCZ8njp+KfuY8R9aA0FRuQXL1z7BDA7Sgx3orBU972XD5svvyMJVXUcsWLH2adbPN3LGeivmr9UxZE5209zLiLP01HTkmHfAsHjDLlq/VQn8XjTOXkiNSlcWuxwRMapVXQ583/hAg0z2062tMwpJAQBA3bEkO75eZHag+tHi9G+HluxGUaZGgozOGct6HyOjYzRnUL4WLO/5l1ldXb6eB6ilei/r+WLL5b3ImGgQxlqk+WZzIlI2ciLmMnpIVpGuL9tcVkV6WFSl2C1kXLUiWRH5znQksKwUEwwAADXD+ervFohMDlRv2r8XprWxINPavrx3lBkzmFaTFizrHV+wcu0yVAUGfkWPtqYj0v4Z5idngF70wgCBw9CYs/H+70IPCoqWctzpiIgDAECRIC24UbR/74InUUW4kWhf2XsBlruZKZhVUCtQ4Z2xlqbVWUV6jJme3BxLZlbVSOAfYX68JxOV35NWJG/XZeXKNksppPACAECRnKe+co3Y4ED1p/0bZ03hRr2RaINhnaH5y3s+C8MK6hGKEtJSLmpEepCZJFWXqsj3MqO7JhuRT4HRtaecy9ykI/JSNv5YjggAANyyUH3hiMWZ8efEBgeqM00iytpYYKkbgZb17jvz0vUn8CECoG4gs8VMkW2127QiZXa3NLXCuIrRKvMqs/+zLKnBivzyztYT3sYPBQAAwA1L1PFFAnMD1aPS+9v4xw4agLZlvfuFpq3BRVV3z1vd9Td8mACoC3LL4xRe0zXdLKWwjqs1ubVxy1M1eHck0F+usddSyCPyQlWRFiGSCwCoS5hp/YzQ4EB1pcXp8bP5Rw7qHCq8hJRga7WtWDfk9yrBABRDOjrnQ5mIdCMzSGPsz72agVUCkxlFSmcVaSgTmd2OCKs9arO8kpl/Z/NZ2dhS5Jr9XWV/n5jxvlGs7a4yFGAabW76NOvvn03Hej7bLN06Fg28DwYWAFA3LM6Of0NkcqC60SSqBTcO7ct6Iyi6VEAr1y5mQ4UbdwDADJgB/MoME5gnaTwdDfzrznlzjuabaFFONWcef2oZ6fZomRsjbL+3sWNaz71l5lWNBC7DUjgAgLpgcXr/NoHRgepAtCYrii41DmeuXLcQhrWAlvXue9/Ka6ZvNgEAlYHWm00r0v25iGT50mRLZbelEZRG1NOPOs4uUkrrpqab5bvS5qgrRVnffbzEm3lCbu4tGWzpD3nHMon15zvMSM/rQsQVAFDLUBEmZm4SZrMD1bwmz8+MH88/ZtAAtF287mQY1sLSqgbjQQ4AFYUZq+/qEUhKp/XzurKjivQF1tdR1lc1rcj3jrXOPsON4dPMJDOv2Yj8VaZR2ke5zpcivKMR+RNqRHpghlHmYuP9KjfM+N0DANQuOdO6f6/A9EA1qiWZ8TW4KW882pf3bGGm7A2zSYMOa8HytU8tXboUaXIAVJBMpKlXj1xmo/LXUQSqPIzS2rJR6YsZRerWNarIV6feL72FNwEAgNrlAnX8SJjW+hAzq3uwnE3j0r6y94L2ZT0vicwaxAzrst7JpUu3wrACUEEo6phWpG8xA5VQW5uO4S8DAAAA7mCmde6SzP4XRCYIqg0tzuwfRyowaFvZew7Sg6115rK1rWyYkIEAAAAAAFBrkGldnHnlFZEZgvyvJenxD/OPEjQ4WOLGWmesXPuRWbOQMg8AqH+06HarvHQsKn1ptGX232OJIwBAXXC++rsFzPxMms0Q5Hft34h5q4DAmqz2QuElAECjsDsifz1jWK5nd0S67fH2o9/K3wYAgNrlPHV/h9gUQf7U/r2Ytwp0tHmsMKyWalvZ+7VZXV1Y5gEAUPeoStOVzLD+STesJFruZmdrUwjRVgBAzXNeevwesTmCfKbJxenfvZN/bADMOmNZ72PMmKFasIXaVqwbgmEFoPahdFda1iXdPCcK8yWGxiirSA+nI/LreaZVkf7zqdNP/DveDAAAapPF6q9lZoYOmswR5Dep45eyjwv/UQON9mW9EURX7WVlWM9cuW5h+8U9D7at6FVPX77uFPYSvlcA+JiMIj/CzJdmxLLNUko9/ajjvDSutM6pqkhfYIbvsd0R+bpangOqRuTPZxTpt2ystPVwSaPKnI9tnTULVdMBALXNkuz+QaFJgnyhxenfDmEuHjDSfnHvA8yUIbpqI5FhbV/+tZOYUX1tus3K3k+iMBMA/kWNyiuNczM1KYFJNRK4bOvS0k0YmdW0Iv1P2mDwtP1HZ6+sVZNH0Va1WV7JzqmL1mh9csFRxyIyDQCoec5Xxy8RGSWo+lqcGX8O81aBkfaVPR9HdLWwRIZ14aquIxcs6/md3uaMi9a+i73s+EaubeWac/TobPvynnsQoQWgfIxG5XAmEvh1nlk1yAvTyszwV2YYYhIzrdnmOf8AowcAAD4BhtW3wrxVkMe8VV3yGct6f2U0ZpBYVinB7SvXXNC2rHc/0y1O57hSReb2ZT03MZOaF9VesKx38sxla85gTXBTC/7/9u4HSI7yvPP4XtnYwq4zGEfTPRJnCZ0qCELm7dnF2pmVrAWnkOSZEbJdUYhmZgHfBQeusA2XcwpcOJJ2RpID5cNlVxKbJGWHSkq2UgnYicHAzr7do9iCinxAhRykzvYCl1gC1Gp8d/baBqN731GvWO327s7Mzp+enu+n6ilJO7P9b1eg377v+7xoAR1SJwfj244kzf2OME7OC5JzSo+EqlBZ19/jILZlHp677vNsCeMbx4YGzvPfCgDoJgJrOCsjvduZrojZVGD6KxWUmApcR6WKpfF6A+liatsH1RpcnRtWz56nsO+pXbsOsz4MWKbKoPFbczvdLlnCPLGcpkJVy3hEHWeBwBqbnrjiEsN/KwCgmwisYSz3SdatYja2sWmsWhVY07X1wsFhdaZ+Y+zAe/y3A1D0OspJyxydtOKf1OsoKwnjA87gr8TVSwv+f02Fz0dVUAwOj4tW7AtydOCt/mEasmhgVSVF7KZWrJUFACxTRrrbg0MT1a3abntJ/8sD1KSL498LCktUcKUL5f+y3BkKm4rjn6vrhwTX3/0f/U8B+p5uZKTCZ/WcRka69LrQpHl3ULisNT+yjJ+f8/56Sx33O4l1Mf9QDVkqsDItGABCYoc8mQoKTVS3yv08o6uYjdHVxis1Np5fTmBN58ufqOeZp/JljynBwJv8qb3zGxmdLeO+uaG1klx1rd3odOBZ1WwDpqUDK9OCASAUdkrvwpxz6o3g8ER1uKa3OS/raVPAWZvG9v33paalUufW5vz4kHp0TQXWzcUDwyqI/r+g486tdKH8tT0tmHoMRIVMmJ9R4fP1wADol22Zu2Y3S6rncxYrvT9rMyOhtmX8y7yR4DnFtGAACImM7T4QEJ6ojhejq5hvpFCuqHBEYG2grine807/8TVEb32jQuj3g44ZVJvzB5sOxkAU1RU+hfHU4csvf1vt/aNrVqg/P71UcFy0mpwWrALrzwKPN6uaDcMAgBY7M8rqyuAQRXWqdjjeJf6XBDhrpFD6QVBYooIrVRh/fNeuXU2NiNTTZGmmWtXYCYiSekdLq5ZR0s2Yqgnz79Wfm2i2dG41Oi14YjhmOHUE1lqJizeyJysAhIRez5qV3lVZx9vLqGtnSz3zo4yuIgiBtbFqtuFSevf4J+tdK5wu1r+PK9BPqla85Cxjem/zZdz/5QZGQp2kuUV9Tn2NniLefEnvf2uLlU+re52qJowvy40XXdypgG4nVu2wE+ZfHrHMzzKSDaApGelZOkgFBSyqtZWVp+5k31UEIbA2UPny8WuKv9fwdODNY/tHU/nyTwKPOafU+6ZT15dX+58KYBYV7uZ3CO5IGd5jQ+su8C9jSdWE+cWGgnWER1llwhyb3fTKFsarep3x4YH2rt2VIn7r7PPKK+IbGMkG0JRRObUiZ3uHgkIW1bpiOjAWsilf/pYKSqxhraOaGV0dvuHg2pH8/n8NOl5QpQslu9kpx0BUTQ4aw1Vh/pkKHl0YXZ2p+R2Ig+jpwCqUvdBIsD6zlnUokiOAlcH41qBthVrZcMoZMjaq5/0HlYT5kZlj6qB8dpRbmCf0eubamwGgWdmq+5WgoEUtvzKO6zEdGAuhS3B9lSrse6rRIKmbLKWKpWPq8+t+vnQGRj/TwdQRxh+pkDGpSqpa9vrTVpZMxu46vUTIskX8fvXehoO1TK4ci2rHYPU1tdU9zvta2slV187u6NyMajI+fnarI2E8L9e8GUylFfu6HumuWOb1dGMG0BKMtLar3CcJrFjIyFjpOvZhXbreXyyNqMdV998jFVZXNBpWdaWL+79KYEU/0us+Z0/hDG8ZXlUYfyEt407d2EkK46pvDsXfofd71U2e7GZDtjBPNNONuBccG1p3gW3FnlD3ec6zsYXx9EPr17/df1tTqpZ590xgtRPmE3OPp8+tfuHfQABaQ08PZk1rG8r2DhFYsZDalFUC66LVTMfeRjoCzy6mBKNfqeD3qXo6AEe76pt23IsWCq0Va7VYztpSvyPzc3oKNiOpADoiI18ys447FRi8qKYqK719NFzCYkaK4/8cFJ6oMwGy0RHPRjoCz6tCaWrXrsP8gwt9R29Zo6dvzg4z/ViVpLllzzKnyYaVDq3qa3yXk4g9owOmHhF9fOP6d/kvN00fVwffqD43ACGkuweroDU9N3hRTZb0Puo/WiCQCqx7WMcaUPny8dT1n264Y2+6MP79wOPVWdcU72m4EzHQ6wisfonYc60IcQCANstId7sKW4TWVpTtpv3HCgRSwcxiWvCcKpSmUoXyoHo8Dc1OGBnbtzO9zGe5OX9wSB2KWRHoK44VLxNYZyq6U4MBIFJ2SO/GwABGNVLTqe++eL7/SIEFqcBaUWGJUVZVuiPwlR89uM5/NA1JF0p/tdzR6tr2Oaw7Rx+pJM01tjBfVGGtC3ushrMqIr6VKa4A0ANy0r05IIRRdZcr+Ycv6jEyVt7JKKsKi7v3P5j6z3su8h9Lw1L50smg4zZS6WL5S402eQJ6lW6U4wjjlaDQ1tcljOeZGgwAPYLtbpqvrHRvUY+QwIol6W1Y0sXx7wUFqMhXvnw8nR//0kh+/9XqUTT992Vz8cCwCpuvB56jgUoVxh+nUzCiSoo1F+r9N49Yxudsy/yBbr4TGNgoHVq/cWxo4Dz/0QEAwspfzxoYyKhF6zjTgdGIfhxlrU2/bVEX7VasX9WVypc9OgWjV+lAOmmZo5NW/JMqcO3VJS3jb1UAk45lPElAbaykZf630yHeqqWaXJ1whPmoI2I/sYV5QqqQPTkYK7C9DIC+slN6a3POqTcCAhm1SGWkdzvb2aBR/TTKqsLl11o59XZZ29nMqU2//dlfU4fk7y96ghxds2JyMP4xFVy+TyBtcYnYdJi3urEt4xH1NT9nb1Vdessae/BX3s86XAB9gcDaVE1nj7z6bv8RAnXT01r7ZZR1eGw8o265ZaFwpFD6g1Y9u3RhX5YfOKEX6P0vVVD9XwTVNpYwnj8yFH/v6RD+EKtqmXerr/9rwdetw3bsWnXdhFYA0UdgbbTcz9NsCc1K58f/OOr7sp6ZdtvadaKbxko3tC6w0ikY4eckzS0qTNEwqQNlC8N5KIRNmPToum3FnlDXOG+UtVYqtOrvE0ZaAUQegbWhmt7mvBz3Hx3QMN2AaVO+/G9BQSoqpQLrdKvXiY6M7b2uFWtYdaWKpXE6BSPMjg7HDLai6WzZlnk4jE2Yjg2tu6C6wNTg2nUnzCceWr/+7f7bASCaCKz1V0a6u/3HBjQtXRj/ZNRHWa8p3vNO/3ZbQgf9kXzpX4PO1WgRWBF2VWH+6UIBhWpfyWTsLjk68Fb/yxAq6vthlyOMf1TXec73RVUYzjOXX/42/20AEE0E1nqLqcBonZHi+D8Hhamo1PuLpRF1my39+9KqxkubxsbzrGFFWJ0ZXTX+z+xQQnWudDAM87rQypWrLtWdou2k8fsVy8wcG4q/w38JAKJLhbGfzg9n1OzKVt2vEFbRSiqw7on0KGu+9O1Wj2Ke2c+29Iw6ftPPLV3c/9U9jK4ixGQi/nFbmK8HhSmqA6WbGYmVW1kXCgAhkque+h9BIY06U1l56k5GY9Bq6d37N0S9Y7AOh60Orc2Osup1tSlGVtEDmA4chjK8CXHxxjB2DgaAvqRHD4OCWr9X1vGO5mw37T8moOXS+bIbFK6iVLWOvC0MiZuKB0W6WH496FyLFVvZoFc4wnxUhSYCa7dLGM8/llj1q4RWAAiBjHS3BwW2fqxaSJWn7sjJVzb4jwdom1Rh/DsqTEW6+dJwofRfWx0U08VSQ4G1dg1MA0aPYIQ1RCXME4y0AkBIZKvuD4MCXF+U7R3aIb0bM/Il038cQEdEfU9WvR9r6vpPr/Zvt2UaWcea3r3/QdasopewhjVsxfRgAAiFXNW9NzDMRbj0aOp220v6jwDouChvb6PDqgqWH1C32fJ/5KXz5W+pcyz93PLl4+0IzEA70SU4hCXME1WmBwNAd2Wld1tQqItoTWcrupES/+NBd6XHytui2Hgpvbv04JUfPbjOv82WG8mX/miksHTQZ/sa9CoVWP9aBSWmBYeo7IT5BPudAkAXZWz3gYBgF7nKOK7HqCrCYviGg2ujEVjHn03nx7+ULuzdPVj4dNy/vbZRgfX3l3pu7ehQDHSKkzS32ML8RVBworpXYd+jFQAiKye9DwWFuwjWdMY+eZl/20Ao9Han4PFn2zmSuhA9Mp1eLLAWSlO/MXbHe/y3Az1Hjq5Z4Vixl4JCE9W9YpQVALrA7xA8PSfYRbKy0r3Fv20gNEZ2l/9GhayeXMfarX1N33fDHnOhTsF6v9XN+X2b1NuYCoye5gjz71RIYlpwyOroFZcY/pdoYGI4ZkwOxj8mRfw2OTrwVv/DAIBWyUjP0lNkg8Jd9Mp9cuA0a9kQPpsKpd+tZz1m6CpfPn5N8ffe6d9Gxw0XS/+grmPec0uPlf8T61YRBY4VL6vQSrfgkFUluepaPS24Yq0Wtoj9+OxrIr6V6cIA0EL9FVa905mKd7t/60CojN6wZ8WmfPnf5gavsFe6ULK7uUZ0ZGzvdbOnBeuR1ZGx8QxhFVFhq2CkAutrs8MSFYYyyno0Va8zVr//+czHdYClizAAtEhOvrKhn8Kqrg/a7gf92wdCZ2SsdKDntrfJl77d7aZGm8ZKN6SLpcl0fnzf4E3ltjd7AjqpkjTX2MKg8VLoyrj/2NDAefprZIv4/XoUvCoMh7WtANBC/dIReHZtc17mH7MILT3KOlIo/SAwGIa06MILtB+Nl0JYwvjGTGDV9Ejrty+/+CL1W0ZXAaAV9FRgFeDemBvoIl22d4j1qwi7zcUDw+l8+SdB4TCMRWAF2o/GS+ErWxjOYUZTAaB9ctK9OTDURbWq7r2pr794vn/7QKiNFMf39MrUYAIr0H40XgpfEVgBoM2yjrc3MNhFr6aztvdh/7aBnpEqjH9HBcLQh9Z0ofw1AivQXpVB47dovBSymjMlGADQYv0SWDO2d7V/y0BPGb7h4NpemBrc7S7BQD+oXLnqUluYNF4KVRn3EVgBoI36IrBW3XvZ2gK9bGR3+W9UKAz1KCuBFegMGi+Frc5sa+N/eQAArZaV3m2BIS9ClbFPXubfLtCTRsZK143M2mM0jEVgBTqjKsw/tWm8FJqSSePjh3cNvMX/8gAAWm2H9G4MCnlRqYzjPUtHYPS69O79GwisADRnML7VYVpwaMq2zF2nBwb4bx8AtEtGutuDgl5USu8xS2BFr9P7sqZDH1hpugR0ghxds8IRxgsqLL0xNzxRna+KiG/dQ2AFgPbJSu+qoKAXlco6pz7L+lX0OhVYLwx9YM2Xv0RgBTqjmjC/qMIS29uEoI5ecYnhf1kAAO2wU3prc86pN4LCXhQqK91b/FsFepbuFBz2KcGpsfE8PxwCOsNJmlvoFhyCEsZTz7AHKwC0V0a+ZEY5sOZsN+3fKtCzNhcPDIc6sBZKU7mP7XmHf7kAOoBpwd2vI1bsC3QIBoAOiHBgnU5998Xz/dsEelZ6rLwtbIE1lS9P60ZLqfz4nYOFcty/VAAdwrTg7hcNlwCgQyIbWG3vEA2XEAWbxg7cEJbAmiqMP54uHvho6jc/xw+DgC6yk6uudYT5WlCQ6kbZwjzhCMO2hTGuft2rqyqMb6mP/0i9HsmRYNavAkCHRDWwZirubv8WgZ62qVD63ZFC6Y2gANmxKpSmhsfGP6Iuhx8CASFQsVaL9qxjNe6TlnmLCp5XO0njOtsy9xwRxh+r1ybVa0+qP58JnyL2nJMwvlxJmB/59uUXX+RfVqBK0lwzacU/4SRiz5z9/F4v1q8CQOdENLAeZzowomJkrLyzWyOsqXzZU3UnI6pAuOgQqALkzwPDVDMlYtMqTL7vdJt/KKUbRjnCfEyd85fzrqGHqpo07mH9KgB0wKicWhHFwJqpeLf7twj0vPTu/Rs6HVj1GtWRYunzrE8FwqnlgVWPrHYwgFUG41sdYfzjgiOuKkAHfjwsJS7e2O5wDwBQMtKzVMCLWmBldBWRsylf/pYKkh2ZFpwu7v/qxuI9l/inBhBCrd7aphOjq0EqwviUCq7/95zrEcZTD21c/65aYykRvsZSdsJ8gunAANAhO6R3Y0Dg6+nK2t6H/dsDIqMTnYIJqkDvcBLmZ1oV5uyE8cixoYHz/EN33MRwzFD38ncqNNemCctk7K7TuwbeIkfXrLCF8ULY1r3KpPHxw+r6/MsHALSTCngPzw183S1Xql+Pz/943fUwnYERVSNjpQMjxdY2X9Jdf9maBug9Ksj99UzAW06p4zgPWeZK/7BdJRPmmAqu/1tasd+ZCYTqz3epCk03ZHUtJx4bWndB7YIBAO21U3prQ7Z+dXombOqpypmq9yf6Y3Pes2BlHXdqm/My/+hGpDUdWvPl4+liWY4USp9Vv795U6F0lTocP9wBepQjjBdUgFrGyKPh6WAYtn1E9aiqfN9Kc2Z6sh59tUXsx8H30PmKWrMl/bz19HIpjKvC9r0AoM+psHphxvGeDQp+3azsxLnTefV15uSpO9Rri466ZhzXy9gnL/M/DYi0WhOmsf0HVACdVGH0bHjVHX39UHooXSjtVR+7UQfT1G/ezppuIGIWDXHCeN4WxoPq132qanuizlQlYXzASRiX9FLDINsyD7diNHnZJWLTutlVLz27xRwbWneB+p54fmbKtfqeebWSXHUtwRVAKKiQF7KpwGdrwYZJer2tHkWd+zk6eO9wPNbdAQD6hmPFy86sNay2ME+o8PEXKox+YE/EAofuKNyePWcbqyNW7AtRGl1V4XuLPbfTtArlUhhroxLKAfSoXNW9d27oC1Nlq95B/1ID5aT3IfU+FbhdqUdf9Sis/xIAAH2jcuWqS6uWOSrFKivqAaNqxZ7oavOliI2uatXk6oRjGT+be6/Sin2TLsgAuiYn3ZvnBsQw1nbbS/qXDAAA+pwU8Zu62XwpaqOrM9S9Tc37QQCjrAC6KVt1fxgUEMNX7pN0+wUAAFptixvL+JeujLJGcHR1hiPMLwT/IMAoRzGgAwg53XlXhcEwdQVetLLSu82/dAAA0Od0Q6BurGWN6uiqFriOVZcwT0ixhiVXADor63h7g4JhWEs3WGKUFQAAzOj4WlYV3CauuMTwTx9JjmU8G/RM9TTsmf1wAaAjVGA9GhQMw1wZ27vav3wAANDnOj3KKkUs8qFNBdNbg56pLYynH1q//u3+2wCg/Xpn/eqbla2cvNO/fAAAgIGqMBwVqNq+L6sKbM7hPuiWOzEcMxwr5gU9A0ZZAXRUbwZW9xb/8gEAAPyA1e4GTIant33pl065tT18Z+3re7ZEbHoysXo4anv7AgipHgys09ucl+P+5QMAANRUrNXCFuaL7Qqt6ri7VFjtm5C2YPMlXXqbm2TsLroGA2i7Hgus0x+ccD/oXzoAAMA5dBdbFagOq3DZ4unB/bmly0LNl2aqmjAeca5c9R/YnxVA22Srr/7PgGAYusrY7gM7pbfWv2wAAIAF6T1SnYT5maplVhwR+0lQ2Kq/jPuPDQ2c5x+6ryy8J+ubpdcP04gJQNtkq+5XggJiWCrjeM9mJl6hKzAAAGha5cpVl04mjeuqSfOAbRnfq3facJT3W62HnVi1QwX24GnBs8pOrrq2n6ZLA+ignHRvDgqKYahM1fuTUTm1wr9UAACAltAjsJNW/BOOML8fGF5razSNW/u9G+6xoXUXOMKYnvd85lQ1adzTr6PQANosIz1LhcM35obFble28gqdgAEAQNvV9nG1zL9UwWtSlVT1h99NXbSadZlnqPD+1NIj0sb9/bDdD4AuyTjuqaDQ2KWisRIAAEBIqDB6X+D2NrOqasW+yAgrgLbRDY0CgmPHSwVnL/eYm/YvCwAAoOPk6JoVk4MG+4z69DrWBbe38UsK41NscQOgbcKwjjXruFOZR09e5l8SAABAR81MDbbP6Srcn9vZzKWew6Lb28gr4huYQg2gbfR2MTnnVNfWsWYd7+i2h1+O+5cDAADQMZXB+FZHxP5poUAmkyvH+qn5Uq3RUtLcYifNy2ZCqH5GKsj/OOj5sK0NgI7QoTEoTLai9NY0AwOn/11OnrpjzmvT6rx76QQMAAC6YWI4ZtjCeGHxpkL9McrqDBkbHWFW1T3/cubepRX75kMb179Lv14L9lbsJfXxN5+ViE1PJlYzfRpA++ngOCdMtq5s75B/mlpXYr1djT5fRr5k+h8GAADoOHvI3GUL8xdnA1hgRT+w1kZQF1inKkX8ppkRZr2+V/35VhVsJxxhPCyHVm4mrALoiB3yZCowbLagslXvoH8aAACA0KhYq8WSDYX6YEqwY8UeV/d6dmT13DLuPzY0RAdgAN3Xru1t9GiqfwoAAIBQscXKpxecEixi048NrbvAf2sk6VFTRxjTgfevyhbG06xRBRAK7VrHSmAFAABhVVu7ueAoqx5djPb+otXk6oS6z58F3/+ZdazPXH752/y3A0D36LWlQYFzuUVgBQAAYVYVxj22MF8/J6yJ2HOP+w2Hoqwi4jctto63YsU+w9Y+AEIhK73bggLncksf1z8FAABAKKlwdp8zE1qFeWIiuToR9b1Fa1vYiNhTi3ZJFvGt6jnQWAlA9+2Q3o1BgXO5lZ04+WH/FAAAAKFVuXLVpZOWOXrk19/7bv9DkaVC6i4VzI+oULpAs6Uz04EPMx0YQFi0a4R1xyPeJf4pAAAA0AW6uZLexkcF0T93LOOk+nWRvWdVidi0FMbaqI8yA+gheq1pUOBcTmUdd2pg4DT/oQMAAOgCPe1Xr9F1hPlaYDBdoGTS+DhrVwGESs72DgWFzmVV1b3XPzwAAAA6SIr4rY4wXlEBdPHR1HlllAmrAEIlI18yVcD86bzAubw6nvr6i+f7pwAAAEAH1PZWnd1Eqt7S04AZWQUQRm2ZDkyzJQAAgI6rWubdjU4B1tv4TAhj4x46AgMIm1E5tSJX9X4UFDobLb1mVe/nukOeTPmHBwAAQIecGV2NeYGhdIGqWrEvPjjynn/vHwIAwkUHzKDw2WhlHe8oDZYAAAC6p7a3qmVMBwXTeSXME3bS2ME+qwBCKyu9q4LCZ1Nle4f8wwIAAKBLbMt4zl6i0ZJ6/XDVMleqtzPYACCcdkrvwmz11A8Dw2dT5T7JCCsAAEB3qUC6aMMlKYxP0VgJQOhlbPeB4ODZfG1zXo77hwcAAEAXyIQ5ZgvzF3ODqi2MV52kuYXGSgBCLyPd7UGBc7mVld5t/ikAAADQBdXk6oRjGT+bF1bFxXQBBtAbslX3K0GBc7lF4yUAAIDucxKzOgWL2DQjqwB6Sqs6AwdV5tGTl/mnAQAAQBfYlvGIbZm/1IFVithNh3cNvMV/CQDCr11TgnVlq95B/zQAAADoAkeYd6l6zRGx5x5av/7t/ocBoDeMyqkVuar3o6DAudzKOu4U04IBAAC6p5I0t9iW8XM6AgPoWTl56o6gwNmK2v6Yl/RPAwAAgC5wrNjjR4bi7z3NXqsAelFGvmTmnFNvBAXOZZd0b/ZPAwAAAABA41S4fHhe2GxBZSdOftg/BQAAAAAAjctJ70NBgXM5pbfM8Q8PAAAAAEBzWt18KWO7D6jDsk4CAAAAALB8uap7b1D4bLQyjvds6usvnu8fFgAAAACA5cnJVzaowLn85kuPuWn/kAAAAAAAtEbOcWVgCK2zslXvoH8oAAAAAABaJyvd3w4KonXWcaYCAwAAAADaYjnNl9jCBgAAAADQVlnp3RYUSJeohwcGTtMVGAAAAADQPk2Msk5nHj15mf/pAAAAAAC0T0OjrFX3Xv/TAAAAAABorwZGWWm0BAAAAADorHpGWfV7/LcDAAAAANA5Wcc7GhRU/WJ0FQAAAADQHTn5yoac8+pPA8Lqab1nq/82AAAAAAA6LyPd7SqgTs8NrJkJ72r/LQAAAAAAdEdQaM0eefXd/ssAAAAAAHTPmenBrqwFVrayAQAAAAAAAAAAWMrAwP8HMkaELAc5GYMAAAAASUVORK5CYII=)
An exclusive Defense
integrated antenna market research report provides an in-depth analysis of the
market dynamics across five regions: North America, Europe, South America,
Asia-Pacific, Middle East, and Africa. Furthermore, the market has been
evaluated by utilizing diverse research methodologies and internal statistical model.
Companies Considered And Profiled In This
Market Study
The players
operating in the market have undertaken several strategies related to the
market in the period 2019-2021. some of the prominent players in the defense
integrated antenna market include
· Airbus
· Aselsan A.S.
· Ball Corporation
· Cobham Advanced
Electronic Solutions
· Datapath, Inc.
· General Dynamics
Corporation
· Gilat Satellite
Networks
· Hanwha-Phasor
· Honeywell
International Inc.
· Kymeta Corporation
· L3Harris
Technologies
· Lockheed Martin
Corporation
· Maxar Technologies
· Micro-Ant
· Mitsubishi Electric
Corporation
· Nd Satcom
· Norsat
International Inc.
· Rami
· Rohde & Schwarz
· Ruag International
Holding Ltd.
· Sat-Lite
Technologies
· Terma
· Thales Group
· Viasat Inc.
· Viking Satcom Ltd.
Global Defense Integrated Antenna Market Report
Scope
Historical
data
|
2018 - 2020
|
Base
year for estimation
|
2021
|
Forecast
period
|
2022 - 2029
|
Market
size value in 2022
|
USD XX Billion
|
Revenue
forecast in 2029
|
USD 862.12 Million
|
Growth
Rate
|
CAGR of 6.1%
from 2022 to 2029
|
Quantitative
units
|
Revenue in USD Million/Billion & CAGR
from 2022 to 2029
|
Report
coverage
|
Revenue
forecast, company share, competitive landscape, growth factors, and trends
|
Segments
covered
|
Type, Frequency Type, Platform, Application
|
Key
companies profiled
|
L3Harris
Technologies, Cobham Advanced Electronic Solutions, Airbus
|
Regional
Scope
|
North America, Europe, Asia Pacific, Middle
East & Africa, Latin America
|
Country
Scope
|
U.S.,
Canada, Germany, U.K., France, Italy, Spain, India, Japan, China, Australia,
South Korea, Saudi Arabia, UAE, South Africa, Brazil, Mexico, Argentina
|
Customization
scope
|
Free report customization (equivalent to up
to 8 analysts’ working days) with purchase. Addition or alteration to country,
regional & segment scope.
|
Type Outlook (Revenue, USD Million/Billion;
2018-2029)
· Aperture Antenna
· Array Antenna
· Microstrip Antenna
· Wire Antenna
Frequency Type Outlook (Revenue, USD
Million/Billion; 2018-2029)
· HF/VHF/UHF-Band
· L-Band
· S-Band
· C-Band
· X-Band
· Ka-Band
· Ku-Band
· Multi-Band
Platform Outlook (Revenue, USD
Million/Billion; 2018-2029)
· Ground
o Combat Vehicles
o Base station
o Unmanned ground
vehicle (UGV)
· Airborne
o Fighter Aircraft
o Unmanned Aerial
Vehicle (UAV)
o Military Transport
Aircraft
o Military
Helicopters
· Marine
o Destroyers
o Frigates
o Corvettes
o Amphibious Ships
o Offshore Patrol
Vessels
o Submarine
o Aircraft carriers
Application Outlook (Revenue, USD
Million/Billion; 2018-2029)
· Navigation &
Surveillance
· Communication
· Telemetry
Regional Outlook (Revenue, USD
Million/Billion; 2018-2029)
· North America
o U.S.
o Canada
· Europe
o Germany
o U.K.
o France
o Spain
o Italy
o Rest of the Europe
· Asia Pacific
o India
o Japan
o China
o South Korea
o Australia
o Rest of
Asia-Pacific
· Middle East &
Africa
o UAE
o Saudi Arabia
o South Africa
o Rest of Middle East
& Africa
· Latin America
o Brazil
o Mexico
o Argentina
o Rest of Latin
America
Reasons to Buy the Report:
· Save and reduce
time carrying out entry-level research by identifying the growth, size, leading
players and segments in the global Defense integrated antenna market
· Highlights key
business priorities in order to guide the companies to reform their business
strategies and establish themselves in the wide geography.
· The key findings
and recommendations highlight crucial progressive industry trends in the Defense
integrated antenna market, thereby allowing players to develop effective long-term
strategies in order to garner their market revenue.
· Develop/modify
business expansion plans by using substantial growth offering developed and
emerging markets.
· Scrutinize in-depth
global market trends and outlook coupled with the factors driving the market,
as well as those restraining the growth at a certain extent.
· Enhance the
decision-making process by understanding the strategies that underpin
commercial interest with respect to products, segmentation and industry
verticals.
1.
Research Sources
We at Zettabyte Analytics have a
detailed and related research methodology focussed on estimating the market
size and forecasted value for the given market. Comprehensive research
objectives and scope were obtained through secondary research of the parent and
peer markets. The next step was to validate our research by various market
models and primary research. Both top-down and bottom-up approaches were
employed to estimate the market. In addition to all the research reports, data
triangulation is one of the procedures used to evaluate the market size of
segments and sub-segments.
Research Methodology
![](data:image/png;base64,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)
1.1. Secondary Research
The secondary research study involves various sources and databases used
to analyze and collect information for the market-oriented survey of a specific
market. We use multiple databases for our exhaustive secondary research, such
as Factiva, Dun & Bradstreet, Bloomberg, Research article, Annual reports,
Press Release, and SEC filings of significant companies. Apart from this, a
dedicated set of teams continuously extracts data of key industry players and
makes an extensive and unique segmentation related to the latest market
development.
1.2. Primary Research
The primary research includes gathering data from specific domain
experts through a detailed questionnaire, emails, telephonic interviews, and
web-based surveys. The primary interviewees for this study include an expert
from the demand and supply side, such as CEOs, VPs, directors, sales heads, and
marketing managers of tire 1,2, and 3 companies across the globe.
1.3. Data Triangulation
The data triangulation is very important for any market study, thus we
at Zettabyte Analytics focus on at least three sources to ensure a high level
of accuracy. The data is triangulated by studying various factors and trends
from both supply and demand side. All the reports published and stored in our
repository follows a detailed process to obtain a reliable insight for our
clients.
1.4. In-House Verification
To validate the segmentation
and verify the data collected, our market expert ensures whether our research
analyst is considering fine distinction before analyzing the market.
1.5. Reporting
In the end,
presenting our research reports complied in a different format for straightforward
valuation such as ppt, pdf, and excel data pack is done.