Descriptive
Title:
Total Station
Market By Offering Type (Hardware, Services, ), By Product Type (Manual Total
Station, Robotic Total Station, ), And By Application (Construction,
Agriculture, Oil and Gas)
Category: F&B
Sub Category: F&B Applicationing and Form
Number of pages: 285
Report Summary
The global total
station market is foreseen to grow by 6.7%, from USD 1.54 Billion in 2021 to
USD 2.59 Billion in 2029. Positive demand from thriving construction industry, growing
demand for 3D modeling and scanning across industries, advanced robotic total
stations, constant improvements in data collection & analysis software is
to drive the market for the upcoming forecast period. However, High cost and
availability of other surveying alternatives, harsh environmental factors may
impact performance remains one factor hindering the market growth over the
anticipated period.
Market Definition
What is Total station?
A Total Station is a modern surveying instrument that
integrates an electronic theodolite with an electronic distance meter. A
theodolite uses a movable telescope to measure angles in both the horizontal
and vertical planes.
Market Overview
The
total station 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 total station 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 Total station market player's
competitive landscape helping the client comprehend their specific strategic
growth approaches.
Total station
market study by "Zettabyte Analytics" offers details about the market
scope, market segmentation, technological advancement in the Total station
market and highlights the optimistic, competitive landscape and trends enduring
over the years.
Major players in
the total station market include Hexagon AB, Trimble Inc., Topcon Corporation,
Suzhou Foif Co., Ltd., Stonex Srl, South Surveying & Mapping Technology
Co., Ltd., Guangdong Kolida Instruments Co., Ltd., Hi-Target, Horizon SG, Ti
Asahi Co., Ltd., Geo-Allen Co., Ltd., Geo-Fennel Gmbh, Hilti Inc., Satlab
Geosolutions AB, Shanghai Huace Navigation Technology Ltd., Carlson Software,
Sanding Optic-Electric Instrument Co., Ltd., Laser Technology, Inc., Gpi Co.,
Ltd., Lawrence & Mayo India Pvt. Ltd., Esurvey GNSS, Beijing Cap High
Technology Co., Ltd., Changzhou Dadi Surveying Science & Technology Co.,
Ltd., NWI, Sheng Xing Instrument Co., Ltd.
COVID-19 Impact on Global Total
Station 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 total station market
has forced the companies to change their sourcing, pricing, and promotion
strategies. the total station 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 healthcare 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 total station
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 total station market segmented on the basis of offering
type, product type, application, and region:
Offering Type Outlook:
On the basis of
offering type, the market is segmented into hardware, services.
Product Type Outlook:
On the basis of
product type, the market is segmented into manual total station, robotic total
station.
Figure 1 Total Station Market By Product Type
(Market Size And Forecast By Value - USD Million, 2021 & 2029)
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xCLwQ+f5DK98Kb77L+Icy5bqfQBMlffntMkhS6HX954ofyFWLLHr9uqBev+G1a8k2k/IlifBn8v82/ndqsA/kmXv67z2mT7++Kswl//Hr2rm5a9njErxt/QQ61Dpm060KhxzzUdhbqdpKW10/a5zEXfy9IrufB+OuhrQs2ifF/bslXqEOts/E9h5b4Y+ffhz+2hFiGtNuwLVf8Mv76GWpbaOixoBB/Pci33jvxy1vSLIs9l/7k2cXeNPHXu9ouV1LpSPO3OP792fPr+MvtbtfKXvzn8fXVf97t33GF1sOG/n1DjndJ7Drxy+Qa70PzXwst+d7Q8C+ba91O8xoXV9vlSJL0WNvP0vDXYX99xJlFcUVBSZM0F/udbdRWaPJ9YD3tAO3495nvxd0fVOJ7Mf2JXl0HUn/5bfmSFLqd2vxdvoZ68YrfpiXfMvknDrF3PW3SZIm/Y5+0F6s264D/OMVf7P3nNG3SvkjZ4xq/Xr49cj5/kmLbhRNqHTJp14VCj3mo7SzU7SQtr395e/5zFcQ0bNnit1ebPa7x9dD2dMXXeYvtiUkSap311w33xoi//bntMi7EMhRan5xC66d/O3XdFhp6LCjEv//4upxL/PKW2rwG2Drn78Gz+Htd8623SZIOn6/Ncvn3F398/cOFbXs2tt25n/nrq/+827/jCq2HDf37hhzvkqQd70PynwNLrvHN8cfDXI+Lv8faf37j6rIcSZIea/tZGv5zWNvSjLAoriioti+CSdIO0I5/0pN8eyb9QSV+2bTvjPqDY6GJlk0ekhS6HX+ik+/v8jXUi1f8Ni2FJixJz40l/rOkF5barAP+Ohc/JNl/Tu1xsMc9X2qzzvqfQ7akORNp0mdw4ocUhVqHTNp1odBjHmo7C3U7Sctrb4j5j2u+Q/MKsfU7fluWXAqNff4RCBb7G3yh1ln/8Eo34bfiEv+5f5iwCbEMabfhQutnqG2hoceCQvw9voUm1EmPn40btZG0/vqFubav2f567BfJQvz7i28DSeNiofXDnqf47+3fcYXWw4b+fUOOd0kKPV6h2foUv7+09+mvB0mHsRt/u8lVBOu6HEmSHmv7WRr+cxhyDEHtUVxRUG1fBJOkHaAdf2DL9052/J1bS7xk+LfjvwA6/gulPzgmHUqVpNDt1Obv8jXUi1f8Ni2Fiqtf7Oxv8g/lSbqNtOuAHWruT3Tie/Pt747/Lt+koS6SJobxPae5JL3IxtfFUOuQSbsuFHrMG2o7q+vt5Fpe/zGx9SPNmwlJku7Dfpak0NiXNClPWldCrrP+m182OUxz+yGWIe02XGj9DLUthHxc68I/3NWem3xs+eKXz1XYC/G3IX/iX5vX7KR12Lbn2shXXI3/MRL//uJvTBr/ebd/xxVaDxv69w093vka6rU/iX9flrTrg/9GUq7XTX998Z9/U5/lSJL0WNvP0vCLa9Ly4syhuKKgs1Fc/QmBvcOZxC8Z9oIYf6fYPyQlaWJhL9z+35j0whD/vcWfONvfWOh20v5dVt78Q6/9gTzXdWsrfpuWQsXVn+jY/8f/bS/USZLWAX9CYpL2eMafU78gpimVteVPNmyCme9EEPZC5k/GGmodMmnXhULbXajtLNTt5Fpeu4zdZvzn9u/4ddOybSt+O5Zcz22asS9pb5X/Of+Q62xSmYuvr/5j6oRYhkLrk+Ovnw21LYR8XG3ddEm7XvlF1JJrL5Px12Gb6PvsNpPOE+Ekrb+2zHFp1ltjrzH+Mtn6Y499bfj351/fXx/iSXq9KPbi2tDjnS/N9mTqsg7HJa3P+T677/O3x6T5ln9YetLzX9/lSJL0WNvP0vDnA3V90xRhUFxRUNoXwXzSDtCODQz+5ZNevPwXXX/i4r9wWOxFx7H78fdgWJJeGPzByyYdboJhkxX/cbL4t5P0WSL/8DJbZlsme5cvLum6rtzactR1UPdv0+6/EP8d9HhyHS6XtA5Y7PmwMmzsb7SSGP+9/y5r0rqRb7Jot+luPy3/Bdhikw5b9+MvWvb/VrTtd/5lk+4zxDpk0q4Lhba7UNtZqNvJt7xJf7M9T3XhPw+51p80Y5897vHLWPw9YCHXWf/+/HUv6TBhE2IZCq1PTpqJdohtIdTjWtcCbLflj1f2fPjrpT1n/t4oi03QffZzu01bBrdNO3Z/SWOvP/bnW29tfLfHyG7fX3cs/rqbhn9/tp7E2fOadF+WpMe62IvrmRjv4tJsT3Vdhx37m/znyJ5Xe1PW1pmk+Otn0t8T3xZs/fW3g/h8zIRYjiRJy2Y/K8TWXf969SnQqD+KKwrK9yKYVtoBOs4/HMdihc4GbSt1/uBm/06alPgvHu6ySRMJl6QXBnshSLpsviTdTtLfZbG/KT4J8our/W3xy7u4v6+up2j3b89eCApJekfUJdf1k9aBePyJrItNNn1JZxm0x8smDy52GXeb/qSiEHthyrd+FIr/YuyEWofSrgtptrtQ21mI2ym0vP4RFHYbaSYtPn/yn2vbSTv22d8Xv5xdzxdynU16s80lqQw59V2GtON4mol2qG0hxONqt+tfPy3/b43Hnid/vXexZUqSdFlbnqTXMUvS3+Ovt2ljY15d+Pdn64kv1+te0vhuf1P8Mv7fWGg9bOjfmzMx3jlptqf6rMOmLtujxR9/k143bf3I9ZjYYxAXajn8Il8oNvdKKqS2fsYvZ88xzi6KKwpKO3nLJ+0AHWeDfK4y48cGwFzLlXQYp5/4xMaS9MKQqyzEY4Nu/PFKuh17R9F/lz4pNrn25Xrxt/jv8qfl306a4moDfNLfYI9hLknrQKHHwf7eJLVZNyxJk7tC7J1WfzJQKPb35Ns+Qq1DJs26kGa7C7WdhbidQstr651/H3WZbPuH+uV6oyHt2Jf0Ro7/OaiQ66w/sXexxzXf3oD6LkPacdwep/hlGnI8DfG4+tt5rnEnl6TynC+2ztpyJ6nN35JrOf31tlDsPuuyp9Xx78/WE1/SNmLXS+Kv37VdDxv696Y2611dxzsnzfZU33XYv37a+PMF+5vSrn9JbxiGWo663I4tu8+WMX6ZXG844cyhuKIg/939XJO3fJImKWmkKQ82CSi018UGtVwlyb1gx//OXIe75rode2Fyezrig3a+w2aT3pl0sXfXreD67O/MdT1/opyWfztJ74AnSXpnNNffa5JepO1v9NcvF7v9fGzd8PfAJcWej7rslXPsOc+1jPHYGw25JqNxodahNOtC2u0u1HZW39tJs7x2mKN/mbTrrGPPQfz6ud5FTzv2JRXqpOct1Dprv0u6XppJVX2WIe36lGaibUJtC/V9XP11ti5Hr9g2V2icsL+10G3bumx7p5Ku72J/R77X4TSPhcVeZ6wU2uNXH/7fnVQAbBux5zV+uVxvthYqroXWw4b+vXMmxjtTl+Ja23XYfzMvbZLGXntcch0hYLGxMtd8JdRyJM1PCiVpO/CPzqnL/BdhUVxRkL0I2QTDJd87+vlYSXG3kVTK8nHXtRcwFxv48k3ufLbc8duwCXB8oLLbcstnLyi52O/suvHliD8maW/H2GVsIHS3ZS/kaSbhNqlz13HLUFfx56U2BSDpRTff9ZOKq7HHLv732P/X5nm1y9rfH388LPa41nY9y8dtB/ZGh7sPW9a63EfIdajQuhB/fgstq7usf3u1eT5MfW4nzfLGL2Opy5jkF6akZavN2Bd/zixJk3fHLlvfdda/P0ttHoe6LkOa58fElyvfOhxyW6jL32T3FX/Twf6/LuuTY8sZH9Mtto3az2tTEO1vsfIRvx17fbDbScPGYve4JSWk+HZS6DUgzTLY4xS/XNLzUWg9bOjfx7nLxp+rkOOdcZex+NtBqHU4fh9pk4893/Ht0bbzfOOik3Q/heLz16FCSXrs7Tb8N1tqsw2jYVBcAdSJFbj4gG57AfKxF6z45S3A2eLvoajrofZo3KxUxtcDK51AY8I63DD8x7W2nxtGw6C4AqgT/1CgXJ8TdCiuKCb27n98XbRD+nDuiY9jfH4NjRHrcMPwP7tel48QIDyKK4Bas8PB4gO6pdBhxhRXFBv/zZc0h7GhdNhhjO65t8MrCx2KDBQb1uGGYYdaxw8Tru9HCBAOxRVArfmHWRY6TNhQXFFs7B30+PrIO+rnFncCFxu/7HNuQGPDOtww4m8IWOwzuigOFFcAtRY/i2T8DKD52EkN4ifEsf8HziZ7B93tdbX1uD5fCQIAKA02p3F7XG2+w57s4kFxBQAAAAAUNYorAAAAAKCoUVwBAAAAAEWN4goAAAAAKGoUVwAAAABAUaO4AgAAAACKGsUVAAAAAFDUKK4AAAAAgKJGcQUAAAAAFDWKKwAAAACgqFFcAQAAAABFjeIKAAAAAChqFFcAAAAAQFGjuAIAAAAAihrFFQAAAABQ1CiuAAAAAICiRnEFAAAAABQ1iisAAAAAoKhRXAEAAAAARY3iCgAAAAAoahRXAAAAAEBRo7gCAAAAAIoaxRUAAAAAUNQorgAAAACAokZxBQAAAAAUNYorAAAAAKCoUVwBAAAAAEWN4goAAAAAKGoUVwAAAABAUaO4AgAAAACKGsUVAAAAAFDUKK4AAAAAgKJGcQUAAAAAFDWKKwAAAACgqFFcAQAAAABFjeIKAAAAAChqFFcAAAAAQFGjuAIAAAAAihrFFQAAAABQ1CiuAAAAAICiRnEFAAAAABQ1iisAAAAAoKhRXAEAAAAARY3iCgAAAAAoahRXAAAAAEBRo7gCAAAAAIoaxRUAAAAAUNQorgAAAACAokZxBQAAAAAUNYorgCDcGOIHAAAAqC83t6S4AqgXN4YkBQAAAKgPN6+kuAIIjnEFAAAAIbh5JcUVQHCMKwAAAAjBzSsprgCCY1wBAABACG5eSXEFEBzjCgAAAEJw80qKK4DgGFcAAAAQgptXUlwBBMe4AgAAgBDcvJLiCiA4xhUAAACE4OaVFFcAwTGuAAAAIAQ3r6S4AgiOcQUAAAAhuHklxRVAcIwrAAAACMHNKymuAIJjXAEAAEAIbl5JcQUQHOMKAAAAQnDzSoorgOAYVwAAABCCm1dSXAEEx7gCAACAENy8kuIKIDjGFQAAAITg5pUUVwDBMa4AAAAgBDevpLgCCI5xBQAAACG4eSXFFUBwjCsAAAAIwc0rKa4AgmNcAQAAQAhuXklxBRAc4woAAABCcPNKiiuA4BhXAAAAEIKbV1JcAQTHuAIAAIAQ3LyS4gogOMYVAAAAhODmlRRXAMExrgAAACAEN6+kuAIIjnEFAAAAIbh5JcUVQHCMKwAAAAjBzSsprgCCY1wBAABACG5eSXEFEBzjCgAAAEJw80qKK4DgGFcAAAAQgptXUlwBBMe4AgAAgBDcvJLiCiA4xhUAAACE4OaVFFcAwTGuAAAAIAQ3r6S4AgiOcQUAAAAhuHklxRVAcIwrAAAACMHNKymuAIJjXAEAAEAIbl5JcQUQHOMKAAAAQnDzSoorgOAYVwAAABCCm1dSXAEE58aVY5PbE0LOsXS4dalcuPFFQgjJm8o+4+TLL7/MzhyA3Ny8kuIKIDg3rrw3rYPIvT8mhJwjeXVie6kcNEV+uGWf/PJtIYSQxPxg3R759j//t3zxxRdReaXAIh83r6S4AgjOjSv7BjSX48v/RuTAnwghJZ4ji/9adlzdJCqubaevk3/Z84YM0LkoIYTEc/ETL0vVmIXyHS2un332mXz++eeUV+Tl5pUUVwDBuXHFiuuHI8tF7v9Xkff7E0JKNCe2/Iu8NqhFprgOnBwV106Ldslv974ro3RMIIQQy2+eeVPa37lVi+uCqLgeO3bstPIKJHHzSoorgODcuOKK65cTWols+ieR/VcSQkosn6//R/nk5vLE4tp11XPyn/sOyQAdFwgh53Z+9fw70nnxo6cV1yNHjtSUV3fYMOBz80qKK4Dg3LhyWnGdVCWy5u9Envg1IaRUsvJv5bOxlXmLa/d1++QXew/LlUeFEHKO5ufPHpSuK576SnF999135aOPPpITJ06w1xU5uXklxRVAcG5c2TegRba4VmpxbS0yuY3Ish+J3H8xIaSxZ+kPRW5pnS2uFVpcW2pxbarF9TYtrmu1uO7U4vqsFte9csHGl+WiPUfk128KIeQcy0VPvi/dVz+rxfXJbHHdUlNcX3/9dTl8+LAcP36c4oqc3LyS4gogODeuZIprhRbXqmxxrRaZ1lZk0YUia39MCGmsWdhD5DbdnmtRXHtsOSA/eeKI/OIlIYScI/nxYx/I+ev35SyuBw4ckEOHDkWHC588eZLiikRuXklxBRCcG1dyFtfp7UTmnZ/Z+0oIaVyZ2z2zLRcsro98pbheuPVV+bud78tFTx8lhJR4/vaRg9G2/9XiulmL6/youL700kty8OBBOXr0KMUVObl5JcUVQHBuXNk3oGWsuLbRya6W1mlaWqe3z2RWV50Ea4ElhDSO3Knb7FTdhm1bjoprtRbXKi2ulVpcy7S4NvOK6x4trs/r5PXFbHG1vCJ/tf1t+ZtH3iOElGj+attb0mPzy9G2f/76vVpcn9HiuluL667TiuuLL75YU1ztBE0UVyRx80qKK4Dg3LhSsLha7uhECGksmabbbIDi+v17X5Ef3v8aIaRE833d3tMWVztB0yeffEJxRU5uXklxBRCcG1dSFdfpHURmEEKKPratBiyuhJASDsUVAbl5JcUVQHBuXNk3oEyLayuKKyGlkILFtTwqrlVaXNtNXyOd796RKa5rKa6EnFOxbdyK6yavuC634rpT2s/cLK1HW3H9NcUVqbh5JcUVQHBuXDlVXFtrcdVJ7mSd8NrE1ybANemok2JCSNEnKq6aqRrblm/T8hoV19ZecZ1UU1y7rdwjF2hx7aGT1+9v3h9NZn9g0QJLCCndfH/zy/L9TS/JhRtelAvWvSDnr9oj3ZY/IV0W7ZQOMzdpcZ1HcUVqbl5JcQUQnBtXKK6ElFAoroSQlKG4IiQ3r6S4AgjOjSsUV0JKKBRXQkjKUFwRkptXUlwBBOfGlX39y+TICC2u47W43potrlO1uNrktyY2ISaEFH1caZ2iuU235Ult5csJ1XJiTGv5eGSlvKrF9eGrssV12mrpvOBhLa5PywVrnpMe6/fpJFYnslpef2DZQggp2dibVLa9b3xRLly/N3rz6nwdC7ote1y63P2IFteN0nqUFtefUlyRjptXUlwBBOfGlb39W8phiishpZGa4qrbcKy4fqrF9aOouJZFxbXyhonSbsoq6TT/Iel2z1NywepntbjuzRbXlymuhJR6ouKa2dtq235UXHUs6Lr0MemycIe0v32jVI2aq8X1vyiuSMXNKymuAIJz48oLWlw/GFEhX4yv0uKaPauwnZHUDheuiU6ETzt0mBBSlImKq26zU3QbtsOEJ1VHxfX4mKqouL4ysEwesuLa/1ZpO3mlFtft0nXFk9HZRO1QQTtc+EKbzFqBzZZYQkgJJru3tceGfbrt75Xz1zwn3a24LnlMOltxnWHFdQ7FFam5eSXFFUBwblx5oZ8W1+FaXMdli+sknezapNcmvzXJTogJIcUdt7fVjpywbXlitXwxXovr6Cr5cESlHEgqrst3S/dV2c+5btDiauXVPu+68aVojwwhpARj23d8b+vqZ6X7iie1uD4afYSg/YwNmeJ6EcUV6bh5JcUVQHBuXKG4ElJCobgSQtKE4orA3LyS4gogODeuPN+3pbx/U4WctOI6IVtcbdJrk9+a2GSYENIoMlm3Wft860Tdlm+tls/HVcsxLa5HtLjuv6FMtv/ZiustmeI6b5t0XabF1Z1ZeP0+uXCDRYurJSqwhJCSi23fWlp7rHtBLlijxXXVM9J9+W7puniXdJ7/kLSfvl6qRs7W4vqfFFek4uaVFFcAwblx5bk+LeXQMC2uYymuhJRErLhOyhbXW6rl5LjWcnRUlRwe3kr2D7Di2lQq+2lxve0e6TT3QS2uT2hxPXVmYYorIedAdPu2swn3WGvF9bmouHbTscC+CqfTvO3Sbvo6qRwxW75NcUVKbl5JcQUQnBtXnu3TQt7T4vrZmKpTZxa2k7pYeT0tOhkmhBR5dFuN7W2NiutYLa43V8oHN1XIy/1byrYrrbhO0OK6QjrOeUC6Ln285szCdpIWO3QwKrA1JZYQUnLR7buHbu/R3lbd9s9fuSdTXO/OFtepa6Vy+F1aXH9FcUUqbl5JcQUQnBtXnu3dQg4O1eI6WovruGxxtUmvTX5Pi06KCSFFHt1WbW/rrZm9rTKhWj4b01o+GanFdVimuD7oiuuk5Vpc75euS7S4rsgWVztc2M4urBPaCy1aYgkhJRh7k0q3d9vuz1+luedp6bY08x2uneZuyxbXWRRXpObmlRRXAMG5ceWZbHE9ocX1C4orIY08uq16xfWEFtePtbi+r8X1RS2uD7jiOnGZdJx9X3Qylm4rdusENvs513WZXKgF9sL1hJCSjL1BVVNc90Tf4drNvsP17h3RRwjaTV2jxfVOiitSc/NKiiuA4Ny4skeL67taXI+PqpLPrbjqRDea9Nrk97TopJgQUuTRbXWi5hbdhnVb/nJ8tXw6urV8NKIy+iz7vn5aXK/Q4trXFdd7petiLa7LtLjaCZrsc65rM7lQJ7UXRgWWEFJysTep1jwrF1hp1W3//BVPSrclj0qXhQ9LpzkPaHFdnS2u/0FxRSpuXklxBRCcG1f2XN9c3hlSrsW1Uk6OyZ6gyYqr7XWtSXYyTAhpBNFtNru39YtxbWq+Cue9oVpc+7aQ+69oIq36jpPqWzPFtcuiXdFn286PTtCkE1mNTWh7rNGJrU1uCSElmOdixfWpU2cUXvBQ9BGCtlNWaXGdKd/+J4or0nHzSoorgODcuPL0dc3l7RvL5djNrTInaLLiantrKK+ENMLotprd2yrjq+Xzsa2joymsuB4cWn6quPax4rpUOt61VTov2hmdoKm7O0FTTXk9tfeVEFJise08e1Km6DDhZbHiOluL6+SVUjlMi+s/UlyRjptXUlwBBOfGlaeubS5vDdbiOlKLa3SCJi2uE7KTXyuvNdFJMSGkyJPddrW0fjkuU1yP3VwlR27S4jqkXPZqcb3vciuuY7W4LpaOs7LFdYkWVztB06o9Opl9JkoPndRGiUosIaSkYm9SZT/bGh0mvOwJ6apjQef526XjXfdRXFFrbl5JcQUQnBtXXHE9qsXVTtBEcSWkMSe77Wpx/UKLa+arcKrksBbXd7W4vqDF9d6ouI6R6lu0uN65RYvrjugETd3tBE1Rcc2kRxQtsGsIISUX285riutuLa6Pa3F9RIvrNi2u92aL6+1aXP+d4opU3LyS4gogODeuPKnF9U0trh+PaCWfjrIzC2txHa8TX1dea6KTYkJIkSez7Wb2trqvwqmSD4ZVyjs3lsvzvVvIViuuvbW4TlikxXWzdF4YK672OddVmfTQSW2UmhJLCCmZ2JtUKzOl9fzlT0RnFO569w7pPO/B6EiMtpPvkcqhFFek5+aVFNdzyMyZM+Ub3/iGHDx4MPuT8E6ePCkXXXSRdOrUSY4ePZr9aeNUzH9LsT/OblzZrcX1jcFlUXG1z8KdtDMLj8+c2CU6wUtN/CJLCCnKRCdlsr2tbWJfhdMq+iz7872ba3E9TyquHyNtxi+S9jM3SecFD0efbeumk9do74tOZm1CG5VYO9OwTXAJISUW3b6ze1u7L3/81BmF5z4gHWZtkepJK6TVkBny7X+guCIdN6+kuBYxK5pf+9rXvpKFCxdmL1E7jaG4Hj9+XJo0aZL4d7s09N/gpP1b/OfpTJTJxlJcn+jVXF4f1FI+GlEhx+zMwmOrtLja4cJ+cSWENIpEhwm3iQ4T/nR0Vc13uL59Y5k8Z8X1snhx3SidFjwUfbbNDhW0EzSdXlwJIaUZK61PyvnLs4cJLz71VTgd7tTiOnG5FtfpWlz/jeKKVNy8kuJaxKwQff3rX5edO3dmf3KqJNWlvIYurtu2bfvK8oVm91HXv9ep63KmKYe5nqPBgwdn/1W/x+lMPMYNwY0rj2txfU2L64fDK+SoFtfozMLR4cI6AbbySghpVPlCt93Px7aJDhO24hp9h+vQCnlLi+uzNcV1tBbXuzPFdb4rro9Fhwuff8+TckFNtMASQkoy0WHCWlqjw4QX75IuCx7S4nq/FtfNWlyXZYrrTyiuSMfNKymuRSypFLk9khdffHH2J+lRXGu3nIWKa9rn4lwuro9pcX1Vi+thLa6faHE9ocX1pBZXm/x+YZNgQkijyknddk9ocf1Ui+sxLa5Hoq/CqZA3tLja9zZviorrKGkzbqG0v2ODFtdtWlx3aHG1z7na4cK7dVLrEi+xhJDSiZbWmuL6qBbXndniep8W103R9zxTXFEbbl5JcS1itSmu+/fvl29+85s1h6smlT1XXF999dXTDseN7x108t2eK3Tx31lsmXKVPVdA45dNo1BxretyOr169Trtd/HHIm1xzfX7+tx/oevmWra064Fd79ChQwXXg7py48pjPbW4DswUVzuk8LhOdO2zcSft5C6254YQ0qhi2+6JMW10W24tR0dV6bZdKe9qcX19UJk8rcV146WZ4tp63AJpd/sG6ajF1Z2gqdty+1qcJzIFNkp2cksIKb3YZ1uttC7ZJV2iMwpvl46z75UOd2yUNrculYoh0yiuSM3NKymuRSypuFrR8X/myp1/eKpfWuz27Gfx6+e7bqHbs5/5y5JUqJKua3+HX6iSJF3Xqc9yGluGfNctVFyNK575inhd79/kum6+x7nQbbr1IL733f0s6XGuCzeuPHpNU3llQAv5YFi5fJQ9QZMdYpgpr4SQxhbb22ql9Zhuy5/cXCkf3FQp7wwpl9cHanG9rpkW1+9JxXU3a3GdL+1mrJOOcx/U4vpQtMclOlzYyqvGJrV2tlFCSClGt2/b27oku7c1OqOwfRXOVulw+wYtrkukYvBULa6/oLgiFTevpLgWMVcm4vFLlCswScXJilH88rnKSfxytbm9pFLlF6p8t5dGUvEy9V3OJP7ebP9vycXuL9fzY+p6/ybXdWvzOCetB/5tuvuOl976cOPKrqubygEtru9rcf1Qi6tNdimuhDTeuL2tti1HJ2bS4vq2FtfXtLg+da0W1z9ki+sYLa7T12pxfeBUcV3qF1dCSKmmu27v3ZbsyhTXhTuk07wHozMKt7t9vbSesFjKB02huCI1N6+kuBYxv2AkFU93aGhS4Ui6ftJnXOOXq83tpSmu+W4vjVzFtb7LmcQvf2mLq3GXdQU2vlx1vX+TtrjWdz1Iuu/6cOPKTi2u+7W4HhpaLkeGt4oOLTyhk97PdPIbRQssIaTx5MRoLa6jWsvRm90ZhbW43lgur96gxbVXM9mgxbW810ipGj1P2lpxnXO/dJq/PTpUMDpc2CaztueVEFLSqflsq277ma/CyRbXGVZcF2lxnSzf/vG/UlyRiptXUlyLmF84XLmIlw5XWJIO8fRLT1JhMfH7qc3tJZWqXIUq6fbSsPvIV1zrupzGLasrmy51Ka6O23MZ4v5NoeumeZz92ziTxfURLa4va3F9L1ZcbW+N7bWJYhNhQkijyXEtrke1uH6ixfUjLa6HtLi+lS2uT2pxXe+K6ygtrtPWSMfZ90UnaOqyaIdOYndFhw7ahLY7IaSkE+1tXZQ5TDhzYib7KpzN0UcIWo/X4jqQ4or03LyS4lrE/OJqrIRYuXEFxRWWuu5pM/Gf1+b2kkpVrkKVdHtp+H+vE3o54z+rT3E1/jLX9f5N0nWNf/36rgdJ910fblx55Cotrv21uA4pl8NaXD8eqcVVJ702+f3UouWVENJ4cnyUFtebW0fb8ocjKuW9oZXyphbXV7S47tbius6Ka88RWlznStupVlzvlU5ztbjaCZrsa3Gi8rpLuhNCSjrdFu+UrlZaFz4kXeZvl06z75cOMzdFHyFoPY7iitpx80qKaxHzC4fJ9TnMpMKR5rONJn652txemkKW9LnN2vBLoFPf5Uwqev5t+n9LWmmKc5r7N2mLa20ejzNaXP/cRF7q10IOanH9YFiFfGyfc725So5ZeY0KLCGkMSVeWo8Mr9Rtu0LeHFQmB/q3kCd6anG95HtS1nO4Ftc50nbKKmk/a2vmc64LHoomsVZe7fDB6DOvhJCSTde77RDh7N7W6MRMmTMK25EYVePulrKBt8m3/p7iinTcvJLiWsTyFc148bDL+eUu38/8UlWb68Z/lq98+UXJv679DUl7B325iqupz3ImFWpbJrtu2uJqy+YXQHdf8dut6/2bpOuatI9zrp+dqeK6Q4vri31byLs3lsv7WlztzMIUV0IaaXSbjRfXwzdVyrtaXN/Q4rrfFdffZ4vryNlaXFdSXAk5R5Mprg9Ll/laXOc+mD2jsBbXqVpcxy6UshsmUVyRmptXUlyLmBWMpOLqyly8zLifuSRdz27Pis6ePXuiMuQum1QK09yeccXIYqUnV9mLX85dNo18xdXUdTmNK4Xu5/Z4Wnl0vy9UXI1//+52fHW5fyfpurmWLe16cKaK68NaXPdpcX1ncLkcGlohH9rnXHXSa5PfYxadCBNCGk8+GanFdYQW1+GZr8Kx4mpfhWMfCXhci+va31lxvelUcb1zS/Q5187zt0lXO1xYJ7Nd7URNmm6EkJKNbe+2t7WLbvud5j4gHWdlvgqn7dTVUjVmgZQNmKjF9V8orkjFzSsprgCCc+PKQ1pc92pxfTtbXO0ETba35hMtrVZe7SQvhJDGk4+1uH6oxfWwFlf7Kpx34sX1mmayxorrNcO0uN4lbSdbcd0cK64PZ/e6ZtKNEFKyse399OK6RYvr+mxxna/F9Vb51t/9jOKKVNy8kuIKIDg3rjx0pRbXPlpcB5XLezrBjU7QpJNem/xarMASQhpHPraM0OI6XIurllY7o/DbN1bIazeURZ9lf1SL62pXXEfM0uJ6j7SfuSk6QVNUXO1w4ai8ZtKNEFKyse3dSmuXeQ9Ipzn3S8c7N0uHGeuiz75HxbU/xRXpuXklxRVAcG5c2f6nJvJC7+by1qCW0QmaDtvnXIdXykdWXqMCSwhpTLFDhK202ve3vje0QrftzFfh2GfZH72qiaz+7Xel5dXDpNWIO6XNpHuk3cyN0SGCtsfFymu0B2ahFVhCSCknU1qze1tn31tzRuHqySulcjTFFbXj5pUUVwDBuXFl2xVN5Pnrm8ubA1vKu4PL5YPoc66V0R4bS1ReCSGNIvaG02nFNTqjcLm80r9M9vVpIbu0uK6y4nrVUGk1XIvrxOXS7vZscZ2TLa7zt0flNdr7Sggp2WSK64OZva3ZMwq3m7ZGqm+7RypHzZWyfrfIt/6W4op03LyS4gogODeuWHF9TovrG1pc7QRN71tx1UmvK64fWbITYkJIcce22SO6/R7W0vr+UPdVOOVywIprby2uf3bFdYgW15laXJdpcd2gxXWzTl7vk87zrLhmymvXBYSQUo7tbe0y1w4Tvi9zRuGa4rpCi+scLa4TKK5Izc0rKa4AgnPjyoPZ4vp6trjaCZpsb80RmwBny6ud6IUQ0gii2+upw4TdV+FkiuteLa47tbiujIrrjbHiuj5WXB/MFlf7vCshpJRjn23NFNd7tbhu0eK6QYvr6mxxna3FdTzFFam5eSXFFUBwblx54PIm8ux1WlwHtKw5QdMHOuk9fJNNgDNxJZYQUtyJttns3tb3hlTKOzfaGYXLZX+/MnlBi+sjWlzv+Y0W1z9bcb1D2ty6VNrNWCcdZ26STnaCJp3ERpNZLbBd5xNCSjlWWrvMuU+3/a3Rm1d2RuF2U1dJ9aTlUnmzFte+Wlz/5mKKK1Jx80qKK4Dg3LjywOXnaXFtJq8NaCFvDSrTyW65vD+slXxwkyXzWTn7Wg1CSCNIzd7WVtHe1rdvLJfX7Ktw+rWQ53s3lx1Rcf2OtNDiWjHsDmmtxbXt9LXS3k7QpJPXaK/r3PujAts5KrCEkFJN56i0Zve23rmp5ozC1ROXSeXI2dKyzzj5C4orUnLzSoorgODcuHK/Ftdnrm0mr/ZvIW9qcT2oE10rrplUniqvhJCij22v9hU48eJqZxS2r8KxjwQ8fGUTWREV18FSMXSGtJ6wOFNc77ATNG3JFNdYeY32yBBCSjKZ4mp7W7W4zrTiujb6bufqW5dK5YhZ0rI3xRXpuXklxRVAcG5cue+y82SPFtdXtLi+ocX1XZ3oHtJJryuurrwSQoo/tr0eik7K1Co6TPitweXySvarcJ7NFtflVlyvjBXXaVpc3Qma7HDhWHntQggpzcy5Xzrr9t7pLi2u9v2td2yUDtO1uN52j1TfQnFF7bl5JcUVQHBuXLlXi+vTWlwPaHF9fWCZTnbLo701h7S42p6bqLzahJgQUvzR7TVzUqZW8rYW1zezxXVftrg+ZMX1f6y4DpKKIdOl9fhF0nbqmkxx1clrp7u0uM7W0mrRia1NbgkhpZnOur13mqXFdWa2uE5zxXWJVA6/U1per8X1r/+Z4opU3LyS4gogODeubP3jefJUr1PF9W2d6NreGiuvNgG2WIElhBR/bHs9OESL642Z4urOKGzF9ZnrtLj+qYks+28trn/KFtdxWlynrJb209dHk1ebxNpkNoqW1y6EkJJNZ/v+5ju3SMc7NkmH2zdIh6lrpO0kLa4TtLjeZMV1jPzF/6O4Ih03r6S4AgjOjStbL9Xi2rOp7O/XXF4b0FLe0onuuzrhte9/tAJ7qsQSQoo+ur3a9hvtbdVt2d6M2h99FU5z2dOrmWy/4jxZ9utvS4srBkrF4GxxnbxK2k1fF+1x6aiTWCuvmWQLLCGk9KLbd1RabW/r7Rulw4z10m7KaqmeuEJaj18srYbdKS0orqgFN6+kuAIIzo0rVlyfvKapvNynubzav6W8ObBc3hlcEU1+ba+NxRVYQkhxx7ZX+2zr24MyxfW1G+yMwmXywvXN5WktrtsuP0+WWnG9PFtcx94dnYyl3dS10eQ12utq5TXK1miPDCGkBKPbdyfd3qO9rTM2SIfp67S42hmFl0dvaLUaOlNaXDua4orU3LyS4gogODeubNHiuluL60taXF/R4voGxZWQRhtXXN/S4mqHCVtxfUmL6/NaXO0jAVZcl9QU12laXBfEiusGiish50psG4+Kq+1tdcV1ZfRVOK3H3Z0trqO0uP6U4opU3LyS4gogODeubNLi+oQW1xe1uB7Q4vq6Fte3tbja5PedaBKsk2GbEBNCij+6vWYOE66Q17W4Zr4K51Rxte9tXhwV1xu0uE7R4jo/OhlLu6lrtLja51w3aWG18popsJ1nEUJKMraN6/aeKa7rozMKZ4rr0mxxvZ3iilpx80qKK4Dg3Liy6Q/nyeNXa3HtrcW1nxbXG8qjvTVWXt8erJNgS7bAEkKKO7at2vYbFdeB5fJKf/sqnDJ57rrm8mRPLa6XnSeL/suK6wCpGKTFdbQW10krtLiu1omrFledxNpk1sUmt4SQEoxt4/a5djspk33GfdoaaZf9KpzWYxdqcZ0hLXppcf0riivScfNKiiuA4Ny4svGS78rjVzWRfVpc9/dtEZ2gyT4bZydpsglwTbTIEkKKPFFptZMyZfa2RmcU7t1Cnr2uWfSRgPsv+15UXJtf3l/KB02WKi2ubSYuj07Q1H762mgSa+XVJV5iCSGlk2gbt9Jqe1unrY3evLI3seyMwlVjFkjFkBnSPCquF1FckYqbV1JcAQTnxpWNv/+uPPbnJrL3+ubycp8W0Qma7HOudpKmNwfqJNgSTYYJIY0htv2+doMWVy2t+/vZGYVbyDO9mkUfCbj/j1pcf6XF9Y9aXAdqcR01T9rcuiz6nGv7qVpcdRIblddsbI8MIaT0Em3j0SHC66KvwbETM7WduFyqxy+O3tCyr8tq3nMkxRWpuXklxRVAcG5cseL6qBZX+wzcS1pc7QRNtreG4kpI40xmb2vmMOHojMJaXO2rcB7X4nqfFte7o+LaT4vrbVpc58aK65pscXWx4koIKcWcKq5rY8V1mRbXRVpc52WL6wiKK1Jz80qKK4Dg3LiyQYvrLiuu1zWXF7W4uhM02V6bN7S0RtHJMCGkccQVVztMOPNVOC2ir8Kxz7Lfe+n3ZKErrjdMkspRc7S4LpW2t63Q4rpaJ7LrYsV1feKElxDS+BNt47q922dbO+i2325y5ozC1ePvzhTXG6dqcR1OcUVqbl5JcQUQnBtX1v3uu7LzSi2u12px7a3FtV9LeW1AeXSSptdv0EkwIaRRJbO3NVNcX+prZxTW4tqzmTx2VVPZqsV1gRXXS/tJ2YCJ0urm2dL61iU1J2iyz7l2sMlsNvESSwgpnUTbuG3v07S02t7WyfdkziisxbVy9FwpHzxVml1DcUV6bl5JcQUQnBtX1v32O7LzT+fJc72ayr7rMydoss/GWXklhDS+2Pbr9rbam1F2RuGntLjaRwK2/uG7suA//lKLa18p63+rtBqpxXXCYi2uy6I9Lu1t74tNZrPpOF3LqxVYQkhJJVNabW/rqmjbt6Muqm9ZEp1RuPLmOVI+SIvr1Vpcf0RxRTpuXklxBRCcG1fW/kaL6xXnybNaXPfqBNdO0GST3lf72wSYENLYYtuvnZTp5b7ZMwr3ai5PXtNMdl3ZRLZckimuzf7QV1pqca0YMVuqxi+q+ZxrtNdVJ7MudrbReJElhJRIbBu3Q4SnWGm9R6onLZfqCYujMwpXjpwtZYOmSLOrhsv/+b//RHFFKm5eSXEFEJwbV6y4PqLFdY8W1xe0uNoJmmzia4ca2iTY9toQQhpf7DDhzBmFm8vubHHdrMV1flRc+2SL66xscV0aHSqYKa7ZTF0p7XVSSwgp0eg2fqq4LtPiukiL63wtrndpcZ2sxXWYFtd/pLgiFTevpLgCCM6NK2u0uO6w4tqzaewETXaoYbns620TX0JIY8yL8eJ6dbPos+ybrLj+0oprb2nZ7xYtrndqcb1bi+uS6FDBdlNXRaW13W3LpJ0dPkwIKflEhwlPXJotrvMyxXWgFdehFFek5uaVFFcAwblxZbUW14cvzxbX7Ama9vcpk+eubynPXKuTXkJI48x1LaMzCu/R4vrEVZniulGL67youF6vxXW8VAyfKVXjFmaKq52gyfa+6P/bBJYQcm6k7S36Xyuu2TMKV46YpcV1EsUVteLmlRRXAMG5cWWVFteHLv+ePN2ziTx3bTPZ17t5NNHd3bMZIaSR50ndlqOvwrmqiTxy5Xmy8fffkbm//JY0/f310qKvK64LpLVNYCdlvgqj9dj5hJBzLG1sHBi/MDqjsB2J0fKGidL0z0O0uP4DxRWpuHklxRVAcG5cWfU/Wlwv+548dXUTeVYnuLt7tZRHryaElEoeu0ajxdU+ErDxd1pc/z1bXPtocR2mxXWMTlxtr8u4+dJ29BxCyLmasfOiMwpX3KTFtX+2uP7wJxRXpOLmlRRXAMG5cWWlFtftWlx3a3F9tGeFPNKzihBSYtl5dbk8rMV1gxbXOVZcf2fFdZxUDL1dqkbPlw5j5krHUbMJIed42t98lxbXO6KTtzW9UovrDyiuSMfNKymuAIJz48rK//6ObNPiuqNnpTx0bVtCSKnm6kpZr8V19r9Zcb1OWvS24jpDOulktdvouwghJErHETMzxfWKwRRXpObmlRRXAMG5ceUeLa4r/1AuKy6rJoSUeJb+vixTXH9rxXWstB0wQToNGEcIIaelus9YaXLFIIorUnPzSoorgODcuDL5501l3M/LCCHnSCb87DxposW1/I99peqSnoQQkpiyS67T4vpjiitScfNKiiuA4Ny4YsWVEHJupewPvaXVpf0IISRvmv7sf6LievDgQTl69CjFFTm5eSXFFUBwbly57777ZO3atbJixQpZunSpLFmyhBBSYrFte/ny5dF2vnLlyij2//YztntCiIuNBzY22LzA5gePP/64vPTSSzXF9eTJkxRXJHLzSoorgODcuLJ9+3bZvHlz9CK1atWqmkktIaR0Ytv2mjVrou18/fr1Uez/7Wds94QQFxsPbGyweYHND5566ik5cOCAHDp0SI4dO0ZxRU5uXklxBRCcG1cee+yx6MXJ3lndunWrbNmyhRBSYrFt+957742283jsZ2z3hBAXGw9sbLB5gc0Pnn/+eXn99dfl8OHDcvz4cfn8888prkjk5pUUVwDBuXHFXpTsHVU7HOjRRx+NsmvXLkJICcRtz/Zfm4RabFu3uH/HLxO/LiHk3IqNARYbH2xeYPODV155JTox00cffSQnTpyguCInN6+kuAIIzo0r9k6qHQZkn2GxEzAQQkor+/bti5L0O0uh3xNCzq3YfMDmBTY/sNJ65MiR6DBhOzHTF198QXFFIjevpLgCCM6NK3b4j312xU68YLEXKUJI6SS+Xaf5f0LIuRsbCyw2L7D5ge1pdaWVva3Ix80rKa4AgnPjin1mxc4UaLHvaCOElHY+/vjjKEm/I4QQNyew+cGnn356WmmluCIXN6+kuAIIzo0r9mJkZwm0FyZCSGknvq2z3RNCcsXGB5sfWNzhwZRW5OPmlRRXAMG5ccW9GBFCzo3YJDQ+ESWEkEIBCnHzSoorgOAYVwAAABCCm1dSXAEEx7gCAACAENy8kuIKIDjGFQAAAITg5pUUVwDBMa4AAAAgBDevpLgCCI5xBQAAACG4eSXFFUBwjCsAAAAIwc0rKa4AgmNcAQAAQAhuXklxBRAc4woAAABCcPNKiiuA4BhXAAAAEIKbV1JcAQTHuAIAAIAQ3LyS4gogOMYVAAAAhODmlRRXAMExrgAAACAEN6+kuAIIjnEFAAAAIbh5JcUVQHCMKwAAAAjBzSsprgCCY1wBAABACG5eSXEFEBzjCgAAAEJw80qKK4DgGFcAAAAQgptXUlwBBMe4AgAAgBDcvJLiCiA4xhUAAACE4OaVFFcAwTGuAAAAIAQ3r6S4AgiOcQUAAAAhuHklxRVAcIwrAAAACMHNKymuAIJjXAEAAEAIbl5JcQUQHOMKAAAAQnDzSoorgOAYVwAAABCCm1dSXAEEx7gCAACAENy8kuIKIDjGFQAAAITg5pUUVwDBMa4AAAAgBDevpLgCCI5xBQAAACG4eSXFFUC9uDEkKQAAAEB9uHklxRVAvbgxJCkAAABAfbh5JcUVQHCMKwAAAAjBzSsprgCCY1wBAABACG5eSXEFEBzjCgAAAEJw80qKK4DgGFcAAAAQgptXUlwBBMe4AgAAgBDcvJLiCiA4xhUAAACE4OaVFFcAwTGuAAAAIAQ3r6S4AgiOcQUAAAAhuHklxRVAcIwrAAAACMHNKymuAIJjXAEAAEAIbl5JcQUQHOMKAAAAQnDzSoorgOAYVwAAABCCm1dSXAEEx7gCAACAENy8kuIKIDjGFQAAAITg5pUUVwDBMa4AAAAgBDevpLgCCI5xBQAAACG4eSXFFUBwjCsAAAAIwc0rKa4AgmNcAQAAQAhuXklxBRAc4woAAABCcPNKiiuA4BhXAAAAEIKbV1JcAQTHuAIAAIAQ3LyS4gogOMYVAAAAhODmlRRXAMExrgAAACAEN6+kuAIIjnEFAAAAIbh5JcUVQHCMKwAAAAjBzSsprgCCY1wBAABACG5eSXEFEBzjCgAAAEJw80qKK4DgGFcAAAAQgptXUlwBBMe4AgAAgBDcvJLiCiA4xhUAAACE4OaVFFcAwTGuAAAAIAQ3r6S4AgiOcQUAAAAhuHklxRVAcIwrAAAACMHNKymuAIJjXAEAAEAIbl5JcQUQHOMKAAAAQnDzSoorgOAYVwAAABCCm1dSXAEEx7gCAACAENy8kuIKIDg3rhyb3J4Qco6lw61L5cKNLxJCSN5U9hknX375ZXbmAOTm5pUUVwDBuXHlvWkdRO79MSHkHMmrE9tL5aAp8sMt++SXbwshhCTmB+v2yLf/+b/liy++iMorBRb5uHklxRVAcG5c2TeguRxf/jciB/5ECCnxHFn817Lj6iZRcW07fZ38y543ZIDORQkhJJ6Ln3hZqsYslO9ocf3ss8/k888/p7wiLzevpLgCCM6NK1ZcPxxZLnL/v4q8358QUqI5seVf5LVBLTLFdeDkqLh2WrRLfrv3XRmlYwIhhFh+88yb0v7OrVpcF0TF9dixY6eVVyCJm1dSXAEE58YVV1y/nNBKZNM/iey/khBSYvl8/T/KJzeXJxbXrquek//cd0gG6LhACDm386vn35HOix89rbgeOXKkpry6w4YBn5tXUlwBBOfGldOK66QqkTV/J/LErwkhpZKVfyufja3MW1y7r9snv9h7WK48KoSQczQ/f/agdF3x1FeK67vvvisfffSRnDhxgr2uyMnNKymuAIJz48q+AS2yxbVSi2trkcltRJb9SOT+iwkhjT1LfyhyS+tsca3Q4tpSi2tTLa63aXFdq8V1pxbXZ7W47pULNr4sF+05Ir9+Uwgh51guevJ96b76WS2uT2aL65aa4vr666/L4cOH5fjx4xRX5OTmlRRXAMG5cSVTXCu0uFZli2u1yLS2IosuFFn7Y0JIY83CHiK36fZci+LaY8sB+ckTR+QXLwkh5BzJjx/7QM5fvy9ncT1w4IAcOnQoOlz45MmTFFckcvNKiiuA4Ny4krO4Tm8nMu/8zN5XQkjjytzumW25YHF95CvF9cKtr8rf7XxfLnr6KCGkxPO3jxyMtv2vFtfNWlznR8X1pZdekoMHD8rRo0cprsjJzSsprgCCc+PKvgEtY8W1jU52tbRO09I6vX0ms7rqJFgLLCGkceRO3Wan6jZs23JUXKu1uFZpca3U4lqmxbWZV1z3aHF9XievL2aLq+UV+avtb8vfPPIeIaRE81fb3pIem1+Otv3z1+/V4vqMFtfdWlx3nVZcX3zxxZriaidoorgiiZtXUlwBBOfGlYLF1XJHJ0JIY8k03WYDFNfv3/uK/PD+1wghJZrv6/aetrjaCZo++eQTiitycvNKiiuA4Ny4kqq4Tu8gMoMQUvSxbTVgcSWElHAorgjIzSsprgCCc+PKvgFlWlxbUVwJKYUULK7lUXGt0uLabvoa6Xz3jkxxXUtxJeScim3jVlw3ecV1uRXXndJ+5mZpPdqK668prkjFzSsprgCCc+PKqeLaWourTnIn64TXJr42Aa5JR50UE0KKPlFx1UzV2LZ8m5bXqLi29orrpJri2m3lHrlAi2sPnbx+f/P+aDL7A4sWWEJI6eb7m1+W7296SS7c8KJcsO4FOX/VHum2/AnpsmindJi5SYvrPIorUnPzSoorgODcuEJxJaSEQnElhKQMxRUhuXklxRVAcG5cobgSUkKhuBJCUobiipDcvJLiCiA4N67s618mR0ZocR2vxfXWbHGdqsXVJr81sQkxIaTo40rrFM1tui1PaitfTqiWE2Nay8cjK+VVLa4PX5UtrtNWS+cFD2txfVouWPOc9Fi/TyexOpHV8voDyxZCSMnG3qSy7X3ji3Lh+r3Rm1fn61jQbdnj0uXuR7S4bpTWo7S4/pTiinTcvJLiCiA4N67s7d9SDlNcCSmN1BRX3YZjxfVTLa4fRcW1LCqulTdMlHZTVkmn+Q9Jt3uekgtWP6vFdW+2uL5McSWk1BMV18zeVtv2o+KqY0HXpY9Jl4U7pP3tG6Vq1Fwtrv9FcUUqbl5JcQUQnBtXXtDi+sGICvlifJUW1+xZhe2MpHa4cE10InzaocOEkKJMVFx1m52i27AdJjypOiqux8dURcX1lYFl8pAV1/63StvJK7W4bpeuK56MziZqhwra4cIX2mTWCmy2xBJCSjDZva09NuzTbX+vnL/mOeluxXXJY9LZiusMK65zKK5Izc0rKa4AgnPjygv9tLgO1+I6LltcJ+lk1ya9NvmtSXZCTAgp7ri9rXbkhG3LE6vli/FaXEdXyYcjKuVAUnFdvlu6r8p+znWDFlcrr/Z5140vRXtkCCElGNu+43tbVz8r3Vc8qcX10egjBO1nbMgU14sorkjHzSsprgCCc+MKxZWQEgrFlRCSJhRXBObmlRRXAMG5ceX5vi3l/Zsq5KQV1wnZ4mqTXpv81sQmw4SQRpHJus3a51sn6rZ8a7V8Pq5ajmlxPaLFdf8NZbL9z1Zcb8kU13nbpOsyLa7uzMLr98mFGyxaXC1RgSWElFxs+9bS2mPdC3LBGi2uq56R7st3S9fFu6Tz/Iek/fT1UjVythbX/6S4IhU3r6S4AgjOjSvP9Wkph4ZpcR1LcSWkJGLFdVK2uN5SLSfHtZajo6rk8PBWsn+AFdemUtlPi+tt90inuQ9qcX1Ci+upMwtTXAk5B6Lbt51NuMdaK67PRcW1m44F9lU4neZtl3bT10nliNnybYorUnLzSoorgODcuPJsnxbynhbXz8ZUnTqzsJ3UxcrradHJMCGkyKPbamxva1Rcx2pxvblSPripQl7u31K2XWnFdYIW1xXScc4D0nXp4zVnFraTtNihg1GBrSmxhJCSi27fPXR7j/a26rZ//so9meJ6d7a4Tl0rlcPv0uL6K4orUnHzSoorgODcuPJs7xZycKgW19FaXMdli6tNem3ye1p0UkwIKfLotmp7W2/N7G2VCdXy2ZjW8slILa7DMsX1QVdcJy3X4nq/dF2ixXVFtrja4cJ2dmGd0F5o0RJLCCnB2JtUur3bdn/+Ks09T0u3pZnvcO00d1u2uM6iuCI1N6+kuAIIzo0rz2SL6wktrl9QXAlp5NFt1SuuJ7S4fqzF9X0tri9qcX3AFdeJy6Tj7Puik7F0W7FbJ7DZz7muy+RCLbAXrieElGTsDaqa4ron+g7XbvYdrnfviD5C0G7qGi2ud1JckZqbV1JcAQTnxpU9Wlzf1eJ6fFSVfG7FVSe60aTXJr+nRSfFhJAij26rEzW36Das2/KX46vl09Gt5aMRldFn2ff10+J6hRbXvq643itdF2txXabF1U7QZJ9zXZvJhTqpvTAqsISQkou9SbXmWbnASqtu++eveFK6LXlUuix8WDrNeUCL6+pscf0PiitScfNKiiuA4Ny4suf65vLOkHItrpVyckz2BE1WXG2va02yk2FCSCOIbrPZva1fjGtT81U47w3V4tq3hdx/RRNp1XecVN+aKa5dFu2KPtt2fnSCJp3IamxC22ONTmxtcksIKcE8FyuuT506o/CCh6KPELSdskqL60z59j9RXJGOm1dSXAEE58aVp69rLm/fWC7Hbm6VOUGTFVfbW0N5JaQRRrfV7N5WGV8tn49tHR1NYcX14NDyU8W1jxXXpdLxrq3SedHO6ARN3d0JmmrK66m9r4SQEott59mTMkWHCS+LFdfZWlwnr5TKYVpc/5HiinTcvJLiCiA4N648dW1zeWuwFteRWlyjEzRpcZ2Qnfxaea2JTooJIUWe7LarpfXLcZnieuzmKjlykxbXIeWyV4vrfZdbcR2rxXWxdJyVLa5LtLjaCZpW7dHJ7DNReuikNkpUYgkhJRV7kyr72dboMOFlT0hXHQs6z98uHe+6j+KKWnPzSoorgODcuOKK61EtrnaCJoorIY052W1Xi+sXWlwzX4VTJYe1uL6rxfUFLa73RsV1jFTfosX1zi1aXHdEJ2jqbidoioprJj2iaIFdQwgpudh2XlNcd2txfVyL6yNaXLdpcb03W1xv1+L67xRXpOLmlRRXAMG5ceVJLa5vanH9eEQr+XSUnVlYi+t4nfi68loTnRQTQoo8mW03s7fVfRVOlXwwrFLeubFcnu/dQrZace2txXXCIi2um6Xzwlhxtc+5rsqkh05qo9SUWEJIycTepFqZKa3nL38iOqNw17t3SOd5D0ZHYrSdfI9UDqW4Ij03r6S44ow7efKkXHTRRdKpUyc5evRo9qfFqViXtdgfQzeu7Nbi+sbgsqi42mfhTtqZhcdnTuwSneClJn6RJYQUZaKTMtne1jaxr8JpFX2W/fnezbW4nicV14+RNuMXSfuZm6Tzgoejz7Z108lrtPdFJ7M2oY1KrJ1p2Ca4hJASi27f2b2t3Zc/fuqMwnMfkA6ztkj1pBXSasgM+fY/UFyRjptXUlyL3LZt2+RrX/talIULF2Z/+lX79++Xb37zm9HlBg8enP1pccpXuo4fPy5NmjSp+ZuT8o1vfEMOHjyYvUbDSlsQZ86cedoyNnShbCzF9YlezeX1QS3loxEVcszOLDy2SourHS7sF1dCSKNIdJhwm+gw4U9HV9V8h+vbN5bJc1ZcL4sX143SacFD0Wfb7FBBO0HT6cWVEFKasdL6pJy/PHuY8OJTX4XT4U4trhOXa3GdrsX13yiuSMXNKymuRS5eXPOVlF69etVcrjEXV5/7+/OV9kLsNr7+9a/Lzp07sz9JL82yWmn1b99+Fn8e6rMM9bnu2eLGlce1uL6mxfXD4RVyVItrdGbh6HBhnQBbeSWENKp8odvu52PbRIcJW3GNvsN1aIW8pcX12ZriOlqL692Z4jrfFdfHosOFz7/nSbmgJlpgCSElmegwYS2t0WHCi3dJlwUPaXG9X4vrZi2uyzLF9ScUV6Tj5pUU1yLnSsuYMWNylhe3l3LYsGHRXleK6+kasri6x/7iiy/O/iTZuVpcH9Pi+qoW18NaXD/R4npCi+tJLa42+f3CJsGEkEaVk7rtntDi+qkW12NaXI9EX4VTIW9ocbXvbd4UFddR0mbcQml/xwYtrtu0uO7Q4mqfc7XDhXfrpNYlXmIJIaUTLa01xfVRLa47s8X1Pi2um6Lveaa4ojbcvJLiWuRcaXnggQdyFiTbu2eHzz7yyCOJxTW+NzZpj6xd34rZoUOHTjtMN+l2/MN0XXGrzX2GLK7xQ6Rd3GXd/cR/Z/Efw/osq/v7c/0+zTLkuv981823XPkeE5P2+a4PN6481lOL68BMcbVDCo/rRNc+G3fSTu5ie24IIY0qtu2eGNNGt+XWcnRUlW7blfKuFtfXB5XJ01pcN16aKa6txy2QdrdvkI5aXN0Jmrott6/FeSJTYKNkJ7eEkNKLfbbVSuuSXdIlOqPwduk4+17pcMdGaXPrUqkYMo3iitTcvJLiWuTie9uSiqMrMFZmXGGJFxC7TvzfSUXQioz9LH7b7mfxyyXdf1JxLXSfhcpgXL7i6n5X6O+zn+XaYxliWe027DpJbyo4uZYhzfOTdN1cy+Wun+820z7f9eHGlUevaSqvDGghHwwrl4+yJ2iyQwwz5ZUQ0thie1uttB7TbfmTmyvlg5sq5Z0h5fL6QC2u1zXT4vo9qbjuZi2u86XdjHXSce6DWlwfiva4RIcLW3nV2KTWzjZKCCnF6PZte1uXZPe2RmcUtq/C2Sodbt+gxXWJVAyeqsX1FxRXpOLmlRTXIhcvLa6Y5io1ScXVl3Roq5UWvxjlKqRp97jG+fcZorjGC7vPljN+2/HHqJC6Lqsrr5aky6ZdhqTnJ+m6ScuV9jFJ+3zXhxtXdl3dVA5ocX1fi+uHWlxtsktxJaTxxu1ttW05OjGTFte3tbi+psX1qWu1uP4hW1zHaHGdvlaL6wOniutSv7gSQko13XV777ZkV6a4LtwhneY9GJ1RuN3t66X1hMVSPmgKxRWpuXklxbXIxUtLUlmJF5I0xTWp3FiRybcn16lrcfVvK+nvyCVXcc33t/rFrDbFtT7L6i7rCmx82dIug3//Jm1xTfuYpH2+68ONKzu1uO7X4npoaLkcGd4qOrTwhE56P9PJbxQtsISQxpMTo7W4jmotR292ZxTW4npjubx6gxbXXs1kgxbX8l4jpWr0PGlrxXXO/dJp/vboUMHocGGbzNqeV0JISafms6267We+CidbXGdYcV2kxXWyfPvH/0pxRSpuXklxLXJ+aYkXEL80JhUXv0y5xAtK6OJa6D6TSlcuhYpr0qGt/mOWrzSGXFbHPSZplqHQ/Zuk6yYtV9rH5EwW10e0uL6sxfW9WHG1vTW21yaKTYQJIY0mx7W4HtXi+okW14+0uB7S4vpWtrg+qcV1vSuuo7S4TlsjHWffF52gqcuiHTqJ3RUdOmgT2u6EkJJOtLd1UeYw4cyJmeyrcDZHHyFoPV6L60CKK9Jz80qKa5HzS0u8KPoFxC+uSeUmqaCELK5p7jPpMrnY329FriH2uIZe1jh/uZOWIc39m7TXTfuYnNHiepUW1/5aXIeUy2Etrh+P1OKqk16b/H5q0fJKCGk8OT5Ki+vNraNt+cMRlfLe0Ep5U4vrK1pcd2txXWfFtecILa5zpe1UK673Sqe5WlztBE32tThRed0l3QkhJZ1ui3dKVyutCx+SLvO3S6fZ90uHmZuijxC0HkdxRe24eSXFtcgllRYrkPazzp07n1Y0/OKSVGSSCkraIpN0ubrcZ1LpysUvgE6+ohU/fNokPYYm9LLGpSnPaZ+ftMU17WNyRovrn5vIS/1ayEEtrh8Mq5CP7XOuN1fJMSuvUYElhDSmxEvrkeGVum1XyJuDyuRA/xbyRE8trpd8T8p6DtfiOkfaTlkl7WdtzXzOdcFD0STWyqsdPhh95pUQUrLpercdIpzd2xqdmClzRmE7EqNq3N1SNvA2+dbfU1yRjptXUlyLXFJpcWWuUBFye0PjZcQKjH8oatoik6uk2u3V5j6TSlcu7m9NOvzVltv/XdLPkgqiCbGstny5yny+x86kfX6SrptrudI8Jmmf7/pw48oOLa4v9m0h795YLu9rcbUzC1NcCWmk0W02XlwP31Qp72pxfUOL635XXH+fLa4jZ2txXUlxJeQcTaa4Pixd5mtxnftg9ozCWlynanEdu1DKbphEcUVqbl5JcS1yafe2maSC435mxcViv7NyFC8otSkyrgRZ7DpvvvlmdLna3GehMhiXr7ga93sX/7Fy4sudVArd7+qyrP4yuNvxJS1DmufH+NfNt1yFHpPaPN915caVh7W47tPi+s7gcjk0tEI+tM+56qTXJr/HLDoRJoQ0nnwyUovrCC2uwzNfhWPF1b4Kxz4S8LgW17W/s+J606nieueW6HOunedvk652uLBOZrvaiZo03QghJRvb3m1vaxfd9jvNfUA6zsp8FU7bqaulaswCKRswUYvrv1BckYqbV1JcAQTnxpWHtLju1eL6dra42gmabG/NJ1parbzaSV4IIY0nH2tx/VCL62EtrvZVOO/Ei+s1zWSNFddrhmlxvUvaTrbiujlWXB/O7nXNpBshpGRj2/vpxXWLFtf12eI6X4vrrfKtv/sZxRWpuHklxRVAcG5ceehKLa59tLgOKpf3dIIbnaBJJ702+bVYgSWENI58bBmhxXW4FlctrXZG4bdvrJDXbiiLPsv+qBbX1a64jpilxfUeaT9zU3SCpqi42uHCUXnNpBshpGRj27uV1i7zHpBOc+6Xjndulg4z1kWffY+Ka3+KK9Jz80qKK4Dg3Liy/U9N5IXezeWtQS2jEzQdts+5Dq+Uj6y8RgWWENKYYocIW2m17299b2iFbtuZr8Kxz7I/elUTWf3b70rLq4dJqxF3SptJ90i7mRujQwRtj4uV12gPzEIrsISQUk6mtGb3ts6+t+aMwtWTV0rlaIorasfNKymuAIJz48q2K5rI89c3lzcHtpR3B5fLB9HnXCujPTaWqLwSQhpF7A2n04prdEbhcnmlf5ns69NCdmlxXWXF9aqh0mq4FteJy6Xd7dniOidbXOdvj8prtPeVEFKyyRTXBzN7W7NnFG43bY1U33aPVI6aK2X9bpFv/S3FFem4eSXFFUBwblyx4vqcFtc3tLjaCZret+Kqk15XXD+yZCfEhJDijm2zR3T7Payl9f2h7qtwyuWAFdfeWlz/7IrrEC2uM7W4LtPiukGL62advN4nnedZcc2U164LCCGlHNvb2mWuHSZ8X+aMwjXFdYUW1zlaXCdQXJGam1dSXAEE58aVB7PF9fVscbUTNNnemiM2Ac6WVzvRCyGkEUS311OHCbuvwskU171aXHdqcV0ZFdcbY8V1fay4PpgtrvZ5V0JIKcc+25oprvdqcd2ixXWDFtfV2eI6W4vreIorUnPzSoorgODcuPLA5U3k2eu0uA5oWXOCpg900nv4JpsAZ+JKLCGkuBNts9m9re8NqZR3brQzCpfL/n5l8oIW10e0uN7zGy2uf7bieoe0uXWptJuxTjrO3CSd7ARNOomNJrNaYLvOJ4SUcqy0dplzn277W6M3r+yMwu2mrpLqScul8mYtrn21uP7NxRRXpOLmlRRXAMG5ceWBy8/T4tpMXhvQQt4aVKaT3XJ5f1gr+eAmS+azcva1GoSQRpCava2tor2tb99YLq/ZV+H0ayHP924uO6Li+h1pocW1Ytgd0lqLa9vpa6W9naBJJ6/RXte590cFtnNUYAkhpZrOUWnN7m29c1PNGYWrJy6TypGzpWWfcfIXFFek5OaVFFcAwblx5X4trs9c20xe7d9C3tTielAnulZcM6k8VV4JIUUf217tK3DixdXOKGxfhWMfCXj4yiayIiqug6Vi6AxpPWFxprjeYSdo2pIprrHyGu2RIYSUZDLF1fa2anGdacV1bfTdztW3LpXKEbOkZW+KK9Jz80qKK4Dg3Lhy32XnyR4trq9ocX1Di+u7OtE9pJNeV1xdeSWEFH9sez0UnZSpVXSY8FuDy+WV7FfhPJstrsutuF4ZK67TtLi6EzTZ4cKx8tqFEFKamXO/dNbtvdNdWlzt+1vv2Cgdpmtxve0eqb6F4orac/NKiiuA4Ny4cq8W16e1uB7Q4vr6wDKd7JZHe2sOaXG1PTdRebUJMSGk+KPba+akTK3kbS2ub2aL675scX3Iiuv/WHEdJBVDpkvr8Yuk7dQ1meKqk9dOd2lxna2l1aITW5vcEkJKM511e+80S4vrzGxxneaK6xKpHH6ntLxei+tf/zPFFam4eSXFFUBwblzZ+sfz5Klep4rr2zrRtb01Vl5tAmyxAksIKf7Y9npwiBbXGzPF1Z1R2IrrM9dpcf1TE1n231pc/5QtruO0uE5ZLe2nr48mrzaJtclsFC2vXQghJZvO9v3Nd26Rjndskg63b5AOU9dI20laXCdocb3JiusY+Yv/R3FFOm5eSXEFEJwbV7ZeqsW1Z1PZ36+5vDagpbylE913dcJr3/9oBfZUiSWEFH10e7XtN9rbqtuyvRm1P/oqnOayp1cz2X7FebLs19+WFlcMlIrB2eI6eZW0m74u2uPSUSexVl4zyRZYQkjpRbfvqLTa3tbbN0qHGeul3ZTVUj1xhbQev1haDbtTWlBcUQtuXklxBRCcG1esuD55TVN5uU9zebV/S3lzYLm8M7gimvzaXhuLK7CEkOKOba/22da3B2WK62s32BmFy+SF65vL01pct11+niy14np5triOvTs6GUu7qWujyWu019XKa5St0R4ZQkgJRrfvTrq9R3tbZ2yQDtPXaXG1Mwovj97QajV0prS4djTFFam5eSXFFUBwblzZosV1txbXl7S4vqLF9Q2KKyGNNq64vqXF1Q4TtuL6khbX57W42kcCrLguqSmu07S4LogV1w0UV0LOldg2HhVX29vqiuvK6KtwWo+7O1tcR2lx/SnFFam4eSXFFUBwblzZpMX1CS2uL2pxPaDF9XUtrm9rcbXJ7zvRJFgnwzYhJoQUf3R7zRwmXCGva3HNfBXOqeJq39u8OCquN2hxnaLFdX50MpZ2U9docbXPuW7SwmrlNVNgO88ihJRkbBvX7T1TXNdHZxTOFNel2eJ6O8UVteLmlRRXAMG5cWXTH86Tx6/W4tpbi2s/La43lEd7a6y8vj1YJ8GWbIElhBR3bFu17TcqrgPL5ZX+9lU4ZfLcdc3lyZ5aXC87Txb9lxXXAVIxSIvraC2uk1ZocV2tE1ctrjqJtcmsi01uCSElGNvG7XPtdlIm+4z7tDXSLvtVOK3HLtTiOkNa9NLi+lcUV6Tj5pUUVwDBuXFl4yXflcevaiL7tLju79siOkGTfTbOTtJkE+CaaJElhBR5otJqJ2XK7G2Nzijcu4U8e12z6CMB91/2vai4Nr+8v5QPmixVWlzbTFwenaCp/fS10STWyqtLvMQSQkon0TZupdX2tk5bG715ZW9i2RmFq8YskIohM6R5VFwvorgiFTevpLgCCM6NKxt//1157M9NZO/1zeXlPi2iEzTZ51ztJE1vDtRJsCWaDBNCGkNs+33tBi2uWlr397MzCreQZ3o1iz4ScP8ftbj+SovrH7W4DtTiOmqetLl1WfQ51/ZTtbjqJDYqr9nYHhlCSOkl2sajQ4TXRV+DYydmajtxuVSPXxy9oWVfl9W850iKK1Jz80qKK4Dg3LhixfVRLa72GbiXtLjaCZpsbw3FlZDGmcze1sxhwtEZhbW42lfhPK7F9T4trndHxbWfFtfbtLjOjRXXNdni6mLFlRBSijlVXNfGiusyLa6LtLjOyxbXERRXpObmlRRXAMG5cWWDFtddVlyvay4vanF1J2iyvTZvaGmNopNhQkjjiCuudphw5qtwWkRfhWOfZb/30u/JQldcb5gklaPmaHFdKm1vW6HFdbVOZNfFiuv6xAkvIaTxJ9rGdXu3z7Z20G2/3eTMGYWrx9+dKa43TtXiOpziitTcvJLiCiA4N66s+913ZeeVWlyv1eLaW4trv5by2oDy6CRNr9+gk2BCSKNKZm9rpri+1NfOKKzFtWczeeyqprJVi+sCK66X9pOyAROl1c2zpfWtS2pO0GSfc+1gk9ls4iWWEFI6ibZx296naWm1va2T78mcUViLa+XouVI+eKo0u4biivTcvJLiCiA4N66s++13ZOefzpPnejWVfddnTtBkn42z8koIaXyx7dftbbU3o+yMwk9pcbWPBGz9w3dlwX/8pRbXvlLW/1ZpNVKL64TFWlyXRXtc2tveF5vMZtNxupZXK7CEkJJKprTa3tZV0bZvR11U37IkOqNw5c1zpHyQFtertbj+iOKKdNy8kuIKIDg3rqz9jRbXK86TZ7W47tUJrp2gySa9r/a3CTAhpLHFtl87KdPLfbNnFO7VXJ68ppnsurKJbLkkU1yb/aGvtNTiWjFitlSNX1TzOddor6tOZl3sbKPxIksIKZHYNm6HCE+x0nqPVE9aLtUTFkdnFK4cOVvKBk2RZlcNl//zf/+J4opU3LyS4gogODeuWHF9RIvrHi2uL2hxtRM02cTXDjW0SbDttSGENL7YYcKZMwo3l93Z4rpZi+v8qLj2yRbXWdniujQ6VDBTXLOZulLa66SWEFKi0W38VHFdpsV1kRbX+Vpc79LiOlmL6zAtrv9IcUUqbl5JcQUQnBtX1mhx3WHFtWfT2Ama7FDDctnX2ya+hJDGmBfjxfXqZtFn2TdZcf2lFdfe0rLfLVpc79TiercW1yXRoYLtpq6KSmu725ZJOzt8mBBS8okOE564NFtc52WK60ArrkMprkjNzSsprgCCc+PKai2uD1+eLa7ZEzTt71Mmz13fUp65Vie9hJDGmetaRmcU3qPF9YmrMsV1oxbXeVFxvV6L63ipGD5TqsYtzBRXO0GT7X3R/7cJLCHk3EjbW/S/VlyzZxSuHDFLi+skiitqxc0rKa4AgnPjyiotrg9d/j15umcTee7aZrKvd/Nooru7ZzNCSCPPk7otR1+Fc1UTeeTK82Tj778jc3/5LWn6++ulRV9XXBdIa5vATsp8FUbrsfMJIedY2tg4MH5hdEZhOxKj5Q0Tpemfh2hx/QeKK1Jx80qKK4Dg3Liy6n+0uF72PXnq6ibyrE5wd/dqKY9eTQgplTx2jUaLq30kYOPvtLj+e7a49tHiOkyL6xiduNpel3Hzpe3oOYSQczVj50VnFK64SYtr/2xx/eFPKK5Ixc0rKa4AgnPjykotrtu1uO7W4vpozwp5pGcVIaTEsvPqcnlYi+sGLa5zrLj+zorrOKkYertUjZ4vHcbMlY6jZhNCzvG0v/kuLa53RCdva3qlFtcfUFyRjptXUlwBBOfGlZX//R3ZpsV1R89KeejatoSQUs3VlbJei+vsf7Piep206G3FdYZ00slqt9F3EUJIlI4jZmaK6xWDKa5Izc0rKa4AgnPjyj1aXFf+oVxWXFZNCCnxLP19Waa4/taK61hpO2CCdBowjhBCTkt1n7HS5IpBFFek5uaVFFcAwblxZfLPm8q4n5cRQs6RTPjZedJEi2v5H/tK1SU9CSEkMWWXXKfF9ccUV6Ti5pUUVwDBuXHFiish5NxK2R96S6tL+xFCSN40/dn/RMX14MGDcvToUYorcnLzSoorgODcuHLffffJ2rVrZcWKFbJ06VJZsmQJIaTEYtv28uXLo+185cqVUez/7Wds94QQFxsPbGyweYHNDx5//HF56aWXaorryZMnKa5I5OaVFFcAwblxZfv27bJ58+boRWrVqlU1k1pCSOnEtu01a9ZE2/n69euj2P/bz9juCSEuNh7Y2GDzApsfPPXUU3LgwAE5dOiQHDt2jOKKnNy8kuIKIDg3rjz22GPRi5O9s7p161bZsmULIaTEYtv2vffeG23n8djP2O4JIS42HtjYYPMCmx88//zz8vrrr8vhw4fl+PHj8vnnn1NckcjNKymuAIJz44q9KNk7qnY40KOPPhpl165dhJASiNue7b82CbXYtm5x/45fJn5dQsi5FRsDLDY+2LzA5gevvPJKdGKmjz76SE6cOEFxRU5uXklxBRCcG1fsnVQ7DMg+w2InYCCElFb27dsXJel3lkK/J4ScW7H5gM0LbH5gpfXIkSPRYcJ2YqYvvviC4opEbl5JcQUQnBtX7PAf++yKnXjBYi9ShJDSSXy7TvP/hJBzNzYWWGxeYPMD29PqSit7W5GPm1dSXAEE58YV+8yKnSnQYt/RRggp7Xz88cdRkn5HCCFuTmDzg08//fS00kpxRS5uXklxBRCcG1fsxcjOEmgvTISQ0k58W2e7J4Tkio0PNj+wuMODKa3Ix80rKa4AgnPjinsxIoScG7FJaHwiSgghhQIU4uaVFFcAwTGuAAAAIAQ3r6S4AgiOcQUAAAAhuHklxRVAcIwrAAAACMHNKymuAIJjXAEAAEAIbl5JcQUQHOMKAAAAQnDzSoorgOAYVwAAABCCm1dSXAEEx7gCAACAENy8kuIKIDjGFQAAAITg5pUUVwDBMa4AAAAgBDevpLgCCI5xBQAAACG4eSXFFUBwjCsAAAAIwc0rKa4AgmNcAQAAQAhuXklxBRAc4woAAABCcPNKiiuA4BhXAAAAEIKbV1JcAQTHuAIAAIAQ3LyS4gogOMYVAAAAhODmlRRXAMExrgAAACAEN6+kuAIIjnEFAAAAIbh5JcUVQHCMKwAAAAjBzSsprgCCY1wBAABACG5eSXEFEBzjCgAAAEJw80qKK4DgGFcAAAAQgptXUlwBBMe4AgAAgBDcvJLiCiA4xhUAAACE4OaVFFcAwTGuAAAAIAQ3r6S4AgiOcQUAAAAhuHklxRVAcIwrAAAACMHNKymuAIJjXAEAAEAIbl5JcQUQHOMKAAAAQnDzSoorgHpxY0hSAAAAgPpw80qKK4B6cWOIHwAAAKC+3NyS4goAAAAAKEoUVwAAAABAUaO4AgAAAACKGsUVAAAAAFDUKK4AAAAAgKJGcQUAAAAAFDWKKwAAAACgqFFcAQAAAABFjeIKAAAAAChqFFcAAAAAQFGjuAIAAAAAihrFFQAAAABQ1CiuAAAAAICiRnEFAAAAABQ1iisAAAAAoKhRXAEAAAAARY3iCgAAAAAoahRXAAAAAEBRo7gCAAAAAIoaxRUAAAAAUNQorgAAAACAokZxBQAAAAAUNYorAAAAAKCoUVwBAAAAAEWN4goAAAAAKGoUVwAAAABAUaO4AgAAAACKGsUVAAAAAFDUKK4AAAAAgKJGcQUAAAAAFDWKKwAAAACgqFFcAQAAAABFjeIKAAAAAChqFFcAAAAAQFGjuAIAGq2TJ0/KRRddJF/72tdqcvHFF2d/e7rjx49LkyZNTrvswoULs7+t3W2Z+OXjt3M2nK3HYdu2badd7utf/7rs3Lkz+1sAAMKhuAIAzpqdQ38kn875ScHMG/Dz7DVO16tXr9NKlStSftHav3+/fPOb35TBgwdnfyIyc+bM6LKutKW9LeMXtvoW10sWbZZfPLA/Va4Ze1v2WqecjcfBv56x61JeAQANgeIKADhrNvb5vrw3uaPI5r/PmRdubiMDft4pe43CrDx94xvfkIMHD2Z/kvlZp06d5OjRo9mfnNqz6P88Lum24uXPlbr6Ftf/nr5ILli6S37x2pd503HaKrn4yuuy18qvIR8Ht9fWL7O5fg4AQH1RXAEAZ82G3t+X5/q2lI8X/42+Il3xlbx1+4Xy4JXNpP/PO2evUZjtCUwqWfG9jI5dNt8eQv+2fMGK69SF0vaWJfKjNY9Jn88lMV3u3CCVQ6bLxX9KV1wb8nFI2nNr0pRgAADqguIKADhr1l5/oTx1XQt568Zy+WzTz0UODqrJh4v/XkttC9l6eRPp+y913+PqSlZSuSxUPJP2WsaFKq7/NWW+tBm3UNrP2CA/2fKMDDl6Qsbqz10uXLxd2oxfLBWDpmhx7WVXKaghH4dcxdUUeswAAKgLiisA4KxZ2auHPNqzuRwYWCaHh1fIidU/FXmxl3w47//JG4PKtNQ2l42XnifX/6xj9hr5JRWqfKUs3+/ylTMnVHH9z4l3SdWo2dJ2ykrpOOcB+bt7n5HeH38qgz7X0rpku7SbsU5aj54r5f1vlYuv6Jm9Vm4N/Ti4Pav+Xlp3WYorACA0iisA4KxZfk0P2fHnpvJi3xZycEi5fDC8lbw35QJ5a1C5HBhQJo9d00zW/P57cu3FhYurK1N+aapLYct1W76QxbVy+EypnrRMOty5Wcvr/fLXG56UCxZtlw53bJB2k1dK1Yi7pKzPWLn48quz10p2ph4H9zu7nosdIvzHP/6R4goACI7iCgA4axZfdYE8eEUTefa65vLGwJZyYHC17BvUTl4e2Fr2apm1UnvPb78rvX5auLjaIapJn9N0ewFrU9hy3ZYvWHGdcIdUDJkurcfdLe2mr5OOMzdL9xlrpfv0NdJu2mppM3GZtLrpDmlx3Sj558uuyl4r2dl4HOLsOnzGFQAQGsUVAHDWLPhTd9ly6Xmyu2dTeaZ/tTx5Q8dT6dNaHrj8PFny6+/I1Rd1yF4jmZ08KFeBTDrU1Uk6KVG+2/KFKq6/GjtDygdOlqpRc6XDpGVyweSl0uO2TC64bYm0G7dQygdNkeZXD5d/vvTK7LW+6mw9Dg5nFQYANBSKKwDgrJlzWTdZd8n3ZN0VFbLqiuqv5pKWMv9X35ar/ql99hpf5QpWrs+iukNa03wNTKHb8oUqrv8xeqqU9RsvVUOmSefBt0mXQZO+klb9J0izK2+Uf/7Dn7LXOt3ZfBwcu15t99ACAJAGxRUAcNbMurSrTPm3pjL252U5M/Ffz5Mr/6Fd9hqnc8WxUMFKupxfstLeVlyo4vrLm2+TllcOkspLr5fKS67Nmea/v15+eslXi+vZfhxMXcsuAABpUFwBAGfNPTf+m8y78vsFM/O6n2WvcUrSyYHi8Q9XdYXMJV7WanNb7pDbpMvV9bOdvWctlr8ePEH+esDYguk59rbstTLO1uNgn2WN/449rQCAhkRxBQAAAAAUNYorAAAAAKCoUVwBAAAAAEWN4goAAAAAKGoUVwAAAABAUaO4AgAAAACKGsUVAAAAAFDUKK4AAAAAgKJGcQUAAAAAFDWKKwAAAACgqFFcAQAAAABFjeIKAAAAAChqFFcAAAAAQFGjuAIAAAAAihrFFQAAAABQ1CiuAAAAAICiRnEFAAAAABQ1iisAAAAAoKhRXAEAAAAARY3iCgAAAAAoahRXAAAAAEBRo7gCAAAAAIoaxRUAAAAAUNS+UlwJIYQQQgghhJBijBXXHf4PCSGEEEIIIYSQ4sjeA/8f8es5xh9r3XkAAAAASUVORK5CYII=)
Application Outlook:
On the basis of
application, the market is segmented into construction, agriculture, oil and
gas, mining, transportation, utilities, forensic investigation, others.
Regional Outlook (Revenue, USD million; 2021
& 2029)
Regional Outlook
(Revenue, USD million; 2018-2029)
|
North America
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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
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India
|
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Japan
|
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China
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South Korea
|
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Australia
|
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Rest of Asia-Pacific
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Middle East & Africa
|
UAE
|
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Saudi Arabia
|
|
South Africa
|
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Rest of Middle East & Africa
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Latin America
|
Brazil
|
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Mexico
|
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Argentina
|
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Rest of Latin America
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Figure 2 Total Station Market: Regional Dynamics
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)
An exclusive total
station 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 total
station market include
· Beijing Cap High
Technology Co., Ltd.
· Carlson Software
· Changzhou Dadi
Surveying Science & Technology Co., Ltd.
· Esurvey GNSS
· Geo-Allen Co., Ltd.
· Geo-Fennel Gmbh
· Gpi Co., Ltd.
· Guangdong Kolida
Instruments Co., Ltd.
· Hexagon AB
· Hilti Inc.
· Hi-Target
· Horizon SG
· Laser Technology,
Inc.
· Lawrence & Mayo
India Pvt. Ltd.
· NWI
· Sanding
Optic-Electric Instrument Co., Ltd.
· Satlab Geosolutions
AB
· Shanghai Huace
Navigation Technology Ltd.
· Sheng Xing
Instrument Co., Ltd
· South Surveying
& Mapping Technology Co., Ltd.
· Stonex Srl
· Suzhou Foif Co.,
Ltd.
· Ti Asahi Co., Ltd.
· Topcon Corporation
· Trimble Inc.
Global Total station 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 2.59 Billion
|
Growth
Rate
|
CAGR of 6.7%
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
|
Offering Type, Product Type, Application
|
Key
companies profiled
|
Hexagon Ab, Trimble
Inc., Topcon Corporation
|
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.
|
Offering Type Outlook (Revenue, USD Million/Billion;
2018-2029)
· Hardware
· Services
Product Type Outlook (Revenue, USD
Million/Billion; 2018-2029)
· Manual Total
Station
· Robotic Total
Station
Application Outlook (Revenue, USD
Million/Billion; 2018-2029)
· Construction
· Agriculture
· Oil and Gas
· Mining
· Transportation
· Utilities
· Forensic
Investigation
· Others
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 total station 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 Total
station 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
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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.