Real estate development is considered one of the most
important factors in the overall development of the country. If a country is
unable to provide the required real estate facilities to the citizen, then the
country will face an increase in the homeless population rate that is obviously
not desired by any country of the world. Residential property and commercial
property are the basic need of the population [1]. In this paper, the
current condition of real estate in Dubai is discussed in detail in the light
of supply and demand of the real estate. However, other macroeconomic analyses,
competitive market analysis and future policies for real estate in Dubai are
also discussed in this paper.
Macroeconomic Analysis of
Real Estate in Dubai
Real Estate refers to the building, land,
and property. Real estate also covers the rights given to the owner for the
ownership of natural resources with the land as the legal right for the air
above the land and the legal rights representing the right of all resources
below that land as crops, water, and minerals [1]. There are two major
categories of real estate that includes the residential real estate and
commercial real estate. Residential real estate refers to the resale houses and
newly constructed homes. While commercial real estate covers the shopping
centers, hotels, educational and medical building, offices and commercial
factories or plants.
Economics is classified into two
major branches that are Microeconomics and Macroeconomics. Macroeconomics refers
to the complete and large economics that deals with the behavior, structure,
performance outcomes, and decision making of the whole economy of a region,
country, or world. In accordance with the research changes in the macroeconomic
conditions draw impact on the overall country. As AL-SALEH wrote in his article the secret of Dubai’s Success published by
the project Syndicate website in 2016, that middle east countries should learn
the economic management and development planning from the Dubai as Dubai is a
major center for commerce and investment in the present age [2]. in 2008, global
crisis influenced the city-state through inflated real-estate assets of the
Dubai but still, their efficient planning caused them to recover quickly [1].
Wall Street Journal also published
an article on the Dubai economic condition, in accordance to the article in
2008 (when the world was facing financial crisis) Dubai presented an idea for
the development of a tower in the Dubai with at least two-thirds of a mile
tall. Chris O'Donnell (executive) elaborated the idea of the tower by saying
that world economic condition cannot remain stable all the time, ups and downs
are reality [3]. Dubai would face
ups and downs in economic condition while building the tower in these years but
they can say that demand would result to continue the supply outstrip. Dubai
claimed that in accordance with their current condition they are fundamentally
strong in the market, therefore, they cannot be ended as the crashed economy. moreover,
in a recent article of Wall Street Journal it presented that Dubai is going to
Startup construction projects that estimated worth 430 billion dollar [2]. Macroeconomic analysis of Dubai including
the demand, supply, elasticity and competitive analysis are elaborated in
detail [4].
Demand and Supply of Real
Estate
The demand for the real estate
increase because of increase in population or stable economic condition of the
citizens. While on the other hand, factors that cause to increase or decrease
the supply are costs of production inputs, expectations, cost of financing, and
technological know-how. A research study conducted to elaborate the real estate
condition of the Dubai presents the findings that Population of the Dubai
(because of new birth and migration) is increasing continuously, therefore,
demand property is also increasing in the market.
While at the same time income
of the population is also increase that is also a contributing factor for the
real estate growth in the market. Market analysis of Dubai from 2000 to 2005
shows that during this time population increased from 62335 to 116879 while the
gross domestic product (GDP) increased from 72,282 to 88,447 as a result of
this Dubai faced increased in the demand of commercial and residential property [5]. As a result of the
increase in demand-supply of real estate is also increasing rapidly. In
accordance to the records, in five-year duration 2000-2005, total constructed
buildings by the government are 205518 that includes 141205 flats, 15930 Arabic
house, 43424 Villas and 4959 other buildings [3]. While from the
private sector (real estate developers) total constructed units including
houses, villas and residential houses during 2006 were recorded as 131,019. Private
developers of the Dubai are Nakheel, Futtaim group, Dubai properties, Union
Properties, and Emaar. While the projects done by these private developers in
response to increasing demand of real estate are International City, Festival
City, Gardens Of Discovery, Plam Jabel Ali, Dubai Marina, Jumeirah Lake Towers,
Green Community West, Plam Deira, And Dubai Land.
However, if we take cumulative
analysis of the population growth we will find out that increase in the
population is still a challenge for the Dubai development authorities to
fulfill the demand of the real estate in Dubai as people are also coming from
other countries of the world in the Dubai for migration purpose or to find job
opportunities [6]. Therefore Dubai
government not only have to fulfill the need of their own citizens but also the
need generated by the increase of migration and expatriates. In accordance with
the records only the guest of the hotel in 2005 was 866 thousand when the
actual population of Dubai was 1321453. However, in accordance with the records
total passengers reached at the Dubai Airport in 2017 were 36.9 million.
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UUuawyG9X1tVB09UAqbYKkeAzThp3LF/Z4tfAtRoARYAQOgcBd6uH/uzYPPiv34HERzv+j2YP0rbgChyjV3o8egSUdhGdMhVYi4oq+VVi2LzjbDMKm02ONVqlReAYEdKtQ2ygBbRvjMK9Db2CH9N7VxHcZgdQisOChAF72IJS0CvOw5wjlo6KVpa7IytQUiFZI4QJ+m8Le/t5wH35fhPM3BnpQbAiHKRNdGvFJ2rOK7oI2dFOgh3FZMdpG9DxPWvRq4wwZgeQi8A8TDpxqN+Pz3ZZDn091WfAlCkg0SGSdqmPcnYcsw28hx/jbyDX+zqHPdP3nMeEpPBJxxCfpkAEtDb2o66aQmQVdmJ6yP+iTPhIxOFNGgBE4SgT+aswRngt8kmY+HPb8LJH954js+2ypI+k5VwYk2tMo052DVHf+0GeR5t9h1p15JFUgPkkLxXSt0s4fFajro5CP7GI+korjTBmBZCLwzVEf/m2rC0+0u2M4PRT7Yv90vyp345kuD/qsqSOHGRfNPtOeR4nuGZTqPnfoM1/zOGbc2UdSJUdA0l4syySQNnOo0iOpMc6UEUgBAj+YWcSvKUbw5YGxXeeX6N5vj6jwB8pR+k6FLw9RupER/O7QGITvdj7zmxQH/D8Mj2PEIeyakJrj0SXpoBf+6WoU3pagdECD4XEaDBS2e+ODEWAEHmoEGq3PIV3/75Ft+P1dZ77pd5E++Jv4YTf5dg2/g7t9v4bvNf8G3lv5PeSbdqfP1H8ZhYb/BJ1/JGWYPLok7TZgXpKFWtqAtoveoJ29i1iL7JqUsurgH2YEGIHDItBl+VtyD3x2l++2TPcUqg1nUTT0K/i25CRKDedQs3AKrxb+Kt4YeRJV5qd2PSP4gqv0vwmTX9hCJzXHo0vSXhtG8m+iZHqWdmPuQXv3Ik2xS00l8K8yAoyAeAh0WL6DAi2R8F7+W8PnUb50Gs/VnEYRXUsGz+D5+pO4q30G5frd/l7BFyzTfwlG/6B4BYwzp0eXpGlnjqHsy8gZm8SIohPN7XNY5R2D4lQfTv6wI+DdMGLUeRH9tp9hwP7yoc8+208x4bxJU1m3h1hILkr7kXQJTT2rMFxAQecJ/F3WWdyaPIMr10/iu9IztPT6AlnWRNo7iJ1JOr66E3fgMOCFhQYN2A0dXyVw6k8XAo7QIirJd5un+SyKtGcOfebS9K5641doe7DdcW2Shdx+JC1Y1gIJl6w/g6L1z6FY8wyK1fS59jmSe7cVLaRnko6v1sQl6fh+m1MzAp9KBJyhJdQY/zhMzqXhKV7CNK/Ez0JyMzSZvnZsSTrsAiG3hiTi2jBsXe+0oCOuEibp+NSeSTo+vDg1I3AgAlsk/SdE0mf39uHu6P5HyGu/z0LtKSLpPz/eJB2HTEzSB6rQAwmYpB+Ag/9JBQLBTTfswXk65+5/CteJnnOwBWfh2dCnQpTwbzJJ7+3miLyEmKTjU80kk7Sfgv6PYFAxCr3FivWeaXRRDNZNtxWLEwqM0v8Ux4WPRwwBrb8LZfov0Pn/QUqfhzt/M+wjHbC/kjIUj46kU7eMOppPOkK+sX4yScenmkknaf/cJGrzSlBSNYDKjzrQRROpl4eVkJUOoLtCio653YMjQjBsPj+9GKx721BE822LtE/SoNJThzzP01SxJ9Br/UnKdMYRXCSftPjujtCGP2UyHQVJG3wDKZNn2pUZHsAUc1n4tDvrUPLsR91JJmkg6F5EZ3MP5rR2OPor0Ec7ihdW9qK1KQjtYgsq9gj673K5YDAYKDa1kU/CwGyyw2b2wGoS7zSbrCnB1mr0YtpYiVL9MxRHgaZsxeHb3C9tke4sOow/gNloJ5lMSZXLbHRCbRlAtfEPwy+d/coYz31hhkiD6Ssw2lZgMiS7nkwUyN6JFv1f04v0lCj1U0wv5HLDFzBvbqK83UmtH0EfzEYHlJarpG/n7w/oRnfPxFJXBdoTUFqvwmoW5ElM55IY9H+/9wHd3zBDmZaNl0vmMbO0irn+XsgLqjDQ0Y2yshaUlSgxqd8ddEUovNfr5fM+BgbnOOas5Zi3VYp0ymCml2cqMPZTYPEVZxM1GJrGpXtaBBKgqWBEaj2WH8PnDZBMvqTK5fMGYfZOkSX9H0UcODyNRtP/gMdvI5loC7qktgUf/CST3PTt/RezxPli3XJ3fBEaVw/lHUq6PIJeTNrvimxJP4FJZxptnSXIk5jOJXH7rCgkvemHW2+H1uaD3eGAUb2KdRttlyVsBmCka81uV0eU3B7ZryZdN1CsfxJSw28c+iwz/L80deoZqP3VKcNT6+8QnaT7bC+kTB7XxvKRuDs2j+FilliszJ1pIj5pU2AoZXU068oWmaQfp1ClOUciT9LdHUcixSOWqcp5BXnax4jYnjr0WURdvkKKpbDsrUgZihpf+xGQ9M9SJs/RDRymzog5Cp80LwuPTUWZpGPD6VilGnd+JFrXUxg4Kdaew4q3MmUyMklH94nyPGnxVfPRjd0hPpac4x4IMElHI7Utn3Qfxc1I1cGWdLT64WXh8erlI2BJb4YXNjhDq7TxpfrQ51Y+6xTsJnVdTybpaCTAJB0vCcSSnt0d0XTuc3jIdmaJpcqTlyZEg5Xtln8IL5CoMPwuRew63Fmu/yJqjf8ZzuBy8oTY8UtM0tEaDJP0DnUR5V8m6Wg6xyR9KCULbfrQaP5zFGhOhkdzhZHlw5yFmtM0x/OLcAQXDlWuwzzMJB2twTBJH0a39nuWSTqazjFJ76c3Md0XSLrZ/JeiLSwQCL6CtggSVpWl6mCSjtZgmKSPQi+ZpKPpHJP0oXSOSTq6cvHsjkOp154P88BhdJ2LzJPmKXh7qs+um5/6gUMm6egNhkl6V5s49A0m6eg6xyQdn4oxSSewpJXdHfEp2UGpeZ50dFLjedIHaVD83/M86fgxO7In2JKOTgBsSYuvemxJR9c5tqTj0zm2pNmS5hWH8bWZA1MzSTNJH6gkcSRIOklvCMtAIoH9Nym2UiToHQVZilzGUf4Dk7IlHb3BsCV9oArFnYBJOrrOsSUdn0olmaQ9sHd2oLGqEeMzeuiaylHWrML6ghoDnQ3okHVB7ybmFvHYpJWBzeb/KfoUPCHSWaqOCdd10WN3rPpSFwVP5+8UPcBSvz11UfDcmysUBe9PRQxVKuxx+HVSt6MwY2LT4k7rP4imcxGSNgeGY/vxI0glRKwTyiEYKTuj9CXyv7DicNaTewQlBZJM0iFs2rRoK6tE8b1KtI8sYq0tDx+VVaCqeg3jndWoV/l2Cerz+eCg0Kbxnk6HEzaHCY3GPxeRpJ+CzPBlaO0qOB3uuMsUrwwPpnfC6XRixPYeRa4TJwB72JLWncOso5DkcZE8zqTK5HR4sGCrux/0X6R40hT0v9v8XGrksbuhd45R0P//IJrOCVEKG0z/HQ63kepGqKP420Liz5DOkZ63Gf8WhWIF/SdylOl/C6v2dsrbkwJ5XFDZbqKYIkCKRdLCbkAq+y24nAInJNaGNjb2fgknmaQ3YZnphqxBiSlFPaqVZnh78vBhqQS1tQ7MjbagVrmbpIWdWUwmU9yn2WSBwaRBo+FrojUYYXsngaRXzUOw0A4piZQr0WcEeYQKG7S+ITpJT9pyYDHbSB5zUmWymByYoZ1ZhJjWogX9J5LuNP4QZrOVdrFJrjxmk412Zhkkkv4j0XSuMLwzy/8Pk11Nu4pYk1o/gj5YSKYW/d+IStLltJflvLmZ8nYkXx7Sc2FnFnFJ+gRGrddgtSTehkKhiB/4QTs1uSQdMkKVKcV7NWtQqSYwWZ4BaVs35lXjqK+rQ5lkEesOcd0dtGEXuzuiDI5GfNKrvpoHNSOJ/+kCnzZ3xyq7O6Lo3MfujuCny90x9+lwdzzY8jcCtBVQZAPkgAeBoNgEDfDAYfRBnAhJczzpB3XzMP/xwGF0nYuQNK84jE3LkmtJx1YmUVMxSUdvMEzSoqpbODMm6eg6xyQdn84xSUfplu01yisoGK84jE/JDkrNKw6jkxqvODxIg+L/nlccxo/ZkT3BlnR0AmBLWnzVY0s6us6xJR2fzrElzZY0rziMr80cmJpJmkn6QCWJIwGTNJM0k3QcDSaWpEzSTNKx6EmsaZikmaSZpGNtLTGmY5Jmko5RVWJKxiTNJM0kHVNTiT0RkzSTdOzacnBKJmkmaSbpg9tJXCmYpJmk41KYAxIzSTNJM0kf0Eji/ZpJmkk6Xp2Jlp5JmkmaSTpaC0ngOyZpJukE1GbfR5ikmaSZpPdtHol9wSTNJJ2Y5uz9VOpJ+uPofBTGdO8yHuouL2aJ3mB4Mcuh1GvPh5mko+scL2bZU232vZlkkqZQpcpeNFZr4PVooSwZQf2iCyHTGgY7G9FV1QOjR1yq3oCfouD9pWhhIyPLwoWGmKpj3HlNtADsn5B0VarEgdbXIXrQ/z7bz1Imj7AhRI3xT0jnzooSUD6yLHyTIjqm6uiwfEc0nYuQtMk/lCpxMOPKph7k/vGkJdt62B9f6z+Pj6+3fS+EjxCC/s/QRgJHcSSZpEOwj3Wi82o91PZFVF+qRd/SOkYVSlSVL2BUXoWGcf8uOTc3NyEExI7/pH1ZQh4i6W+ITtI2/zyVh/bKSKhcicgSeWYTKscV0RpMhKSXPTKSJVGcI2WL/1PYPm3N0yY6SSusz6dEHkEn7IEFIuk/Fpmkv4ZgyJsimTbRbv570XQuQtJ6X394+7xUtKFpZ8a+JC0x0G4tpgsoM30eUuMFlBqfgdTwOUgMFyAxPQOJdndPQSDpaVfmoeQReG6vI8kkTUVYX8TUbSm0QS+8o/XoyipAvrQdDXV2LIy3oGZk76D/er0eBoMhrtNosEBnUKPe8FUK8H1OFKumRPcUyg1fwrJxAGaDM67yxFv+3elp4wOjGQOW14kATosiTyltH1RCO1RMWjNhMthJHmNSZbIYPJgyVJAsQjmoQeywUBL5v5iC/ncYvk/y2JIuj0nvoA0h+lFl/MOwrz+R8u98poiC/tcbvwKDdRlGPW1kEWc7OFx6I+HoQLP+r1Gk20/ntluY2693k5kgW3G4DX0Bc6YGmPWuFMhjx4j5aljvBb37BG8iZe0F5PedxNv1p3FLeR43mk/i/Z4zyJ4+i5vNJ/BB33nkE3mX7dDTQt0JKK1XYDUJ8iTWhoLBvXtKSSbpDXh6ylH7egEU6lVMdHdDXtOJ+bFR1NbUQVI6Txb27reJsGOB3+9P4AzA43fQ/nB/IbIl/dswe2YQ8AcTKFMickSeCSAQCGDMcUk0qyZiSS+6y0iWQJLl8YcxXHU1i25J91p+QnmnQp4ALL4Z0S3pRtNX4Qs4U1JHftJzufnbe+uc/nNkcV6A1ESfBiIvsjzLyPKUGInwrHRvB5mFSTq8fdYXoXX3pqANCW0pgElH+t6WNFnJZatP4XLWSfyk+HG8kXcarxU/gReUp5EhO4UfFZxFlm23XPmaJzDpTKf2mTgnHB9LmvqDglW/sRGE1+WEh7qHwrHpc8Hn203QW98m/pd90ntbMxHrIULSq94U+qT9R+GTTt1GtFF90gKpGekMd5+J1IQutXAtkBp9Rupl++cnPum9t1dKvHXE/uSePmki5YrFc7jeRGSmOIPchbO43XYC7yieRN70ebp/HnfWSVaSebs8EXeHKZA6n/TsPj5poW7Kx0/jlcZTuDtO5SeL+uXcx/HC+Bnk1J3BP0npPrlDysk/vV2m8Ea0nw6fdOxKIVZKnt3xYAPZrljCdYSkeWcWsTQO2Hd2BzXssuXzSBs9jXsrT6No9izuqU7j9uJTdP000heeRvEOQhPqKELSG5sB8QoZZ057krTwwiH3gKT9DL5HVucH/SfwZvrj+EElyTd7BhdvnsQ7y0RoO14+EZI+djuzCC8dsqI/uPkE/qX8NG7MkNXccxKvtZLrY+wsblWexM9rT+E29RbKd9TT1sBhdpyoxpY8ye6O2AolZiomaSZpMfUplrz2I2kJWWmSWbI8i0/hBQk19ukz+CjtBL7ffAp5VY/h2z5/n9EAAB+nSURBVEQA2YKVvYMAjjNJS2kD4eyGk3iznyxNJcmVcRLPlp7GHfI7p+eSP3eJCO1hIWnBNUPujmL151BEPYCS9QsoXD2HfLon1ZCveuUcbcZL9SOk23EyScfSMvZJwyS9W6G2K9hxtqRLBMuT/JtlFhpdF67ps1wYXRd8n/RZJvhBdxCaMBAkDLSlcgrefiQtEECFg6Zr9ZzCz9vPo8Z6AZdqyPqcvYBG8nk+13ESOYJsO2Q6riQtIVeNRHEW37l2Aj/rpV5Bzwm8UEGDbtLTuEa9hfcvnsSPaaCtWEi3jdSOrSV9v4wSwl84hXYiIb3b63p7GxKumaT3IeBYbj9qJB0mMMFiExSOLJiwn1NQOmr8Yd/nfUWMKNmxJWkqs4ysl5zBk3i37RTuqM8jV34a7w2eRu7Sk8ikbuj7RBBZZPFEGtGWTMeXpMssZJ21nMT3qTv9xsyTKOo/hZ9VnEKW4xlU1pzEN/NO4Ora07u60seVpMN4rz2DfLI8C+mzVEvYL59DLtVbqYas0dVnUED3S3bo3HEn6UjbiOeTSToWNt4nzaNE0mXUSAqoC522QJP0iZRLVy8gY4UsztXzyCYf4d35p8i/+aBlfZxJupwae/HUObyd8Th+qDyByzkn8CoNSmWpyFrLJN9n6UncIJ/ngwNux5ekJWT5Fww8hUtd53Fr9jxyFs/j7iK9jMhlUDRyHh8qnkIakfTDYkmHSYxepuFBUMHyvG8MhF+a4eudL9At3WOS3oes9rnNPukdb/mD3p6Cgh3LjWiJlMtp0CNDfgov3T2Fq9pzuCE5ie/InkbB4pO4K3sCf0nTia6rKd02H+GxJWmqlxLqJldOPYn3K0/ghuYplCifxFtFp/BGwyn8Io8s0sJTuLb69END0oK7Q2KmwSkr1QHN5hB6N+XU6wnrnHDfQr0dgex26OSxtqR3lHVn2ff6n0l6Hzbe5/ajTdKCv4msG6GhSIi4BB/nVuMhN4GZrreRWUTZji1JCxYyNfSatXN4k7rQN7tP4vWSx/B6JbkEXEQG3afxi5azyCW5tg98HFeSFnoC1fTSef3uCXxLQgNRs08ie+gM3hBIuvIJ/KTmFN7JP4X35h8ikk6A0AS9Y5Leh70OcZt3Cz8EeGI/up+7Q+iSSWnkNo18m2+raNR2/iyu0fXlOXIVjFPj76EpOOQq2GnZHFuSJsuskrrP7959DM/KTyKNSPrDrFP4YfYZpNNc1ouSJ/DmwgVUULrIC0f4PK4kLXSdy9afQc4CzR5YfAaF6gsomn8SaUtP0SIEcg/Qdcby01T+B+U51gOHTNJh3WNLOj6We2Qt6bDfTP0U8rpO4h+LiNQmz+FKxRP4dtMZlM+fC68y+nHX05BR13TnyPSxdHcIU7dmnsblmnM0uHYOGbTEOjzwNkXzcck3nTlEsgppdhDFsSXp++UUFheEBzzDPk6a+UAWtlB34QFS6ulsr5utl8/x9UlvfznGc82WdHykFktqtqRjQSlJafazpIUR53LyARYN0Ah791mUrV3A3XKa49lwDjLd03iv/gQukuUp2+HyOLaWtODuIAKT2cm3SW6PMBkL1qgw/Un4jNx7yEg6HjJjkj66RrXnYpYduhRrXbElHV89PbqWNPlmqwbO4EfvPoHnu84iffwsPqA5ni/RIoPLmWRRZ57EVVoBVioM8GxTxmNL0tvKGGtjEdIdd0s6Hlm20rIlHR8FxJaaSXr3gO523eQpeLHp0Z6p9rOkw+6ORXIDKC8giyzmfHJx3Jk4iwzyfearaOra5AVk0zxPwTe6vTKYpPeE+VA3Nb728FzaEurBbMc6sWsm6UNVxj4PM0k/yAM7dfNTRdKbFGApEpEv5HDC6tgKqrThNsPh3B1Leh+difn2fiQdBplcGVJyA0gFPyedZWQ1h32e5CKQ0rlzvqrwDJN0zNDHnJBJOjoBsE86ZlWKOSH7pPeFagP6rlqU3JmG1arGpKQYhZXtGBscR0ttLZryazFvvh8Wb9884vuCwv5T0P//KXKo0t+BEOksVceE6/reYSMTcHlE3B2rvupUiQNdoFN0S7rfnrooeO7NFQpV+qekc2LuzPJ1qh9x20Y8Fd5p/QfRdC7ikzYHh+MpgqhpZylinVAOQf93WsWJ/C9Y0rOeXFHLGMksyT7pDfhWJjCVUY/5ySbUjrkQUOTi7dIy1De4saxqRNXw7qD/Ho8HQkGtVmtcp81qh9mqR4Pxa9RgxAn6X6x9ilaIfRnrFiVsVuoJxFmmw6W3wWazY8j6Ns2d3S8Ae3SrbKcChkmagv5P2/NIHgfJY0uqTHarG3OWmnBjESvofxEF/e8y/WtK5LFZnNDYR1Bt/CPRDINCikXSYPxv1OvUwGqxJ7V+BH0Q9LzV8Dfh+do79SeR/4U2VK7/ApatrZS3KwXyODBmvU6bD4hH0gXaExizXYfdRpxgSawNCXHz9zqSTNJAaHoAiveKMDTWhnr5GJZa85EmlaG8fAl97XK0Tu0Ox+j1eomcbLDb7XGdDrsLFrsBjWGSflKUN6ZQsTLDl6GxjcJp98VVnnjLvzu9E06HG8O2d46ApPPvy+NIqkxuux8L1hqqGyHGg0g+6fsk7bR7SJbkyuO0+aBxjIpP0qb/BptLRyTgSmr9CPgJet5q+FsRSVpoQ1/Aiq0NLqr/3XoeXzuP73lBHi8R6g3RSVpluwm3kzjBlpjOHROS3oBX2Yyu7BaMrmmx3lSImsEpmNVqKHpayJrWg+pM1IOD/ke3rD92d3DQf9H0LmrQ/wRcUhGf9KduI9pjGPQ/kZ6B8EzY3cFB/xNrQ1EHDhNoMDxwmFg9RHuKBw6jv0gjJH3sgv4n0H4EQov4pI9d0P8E5YmQ9Iybg/5Ha+f7fsckHZ0AIpY078yyrwrF/cW+8aQTJAEm6bir4MAHeHbHgRAlLwGTNJN08rRt65eYpKPrHFvS8Wlk0gcO4yve4VMzSUdvMGxJH17HdubAJB1d55ikd2pM9P+ZpOPsgrJPOrpCJfIt+6Sjkxq7OxLRqujPsLsjOj5J/ZYt6egEwJa0+OrIlnR0nWNLOj6dY0uaLWkabT8HHjiMr+FES80kzSQdTT/i/Y5JmkmaSTreVnNAeiZpJukDVCSur5mkmaSZpONqMgcnZpJmkj5YS2JPwSTNJM0kHXt7iSklkzSTdEyKEmMiJmkmaSbpGBtLrMmYpJmkY9WVWNIxSTNJM0nH0lLiSMMkzSQdh7ocmJRJmkmaSfrAZhJfAiZpJun4NCZ66tSRdNAD6xwF/td5gaAX5rVpLM/pRA9rzlHwojeYyDzpVY6CF72lxPEtR8GLrnORedKmFEbBm3Flk3EiXjzpre2zcuLQktiTpoykffpxlLzTixa1G8aJMVSUtqK1UIpBdXBX6YU4q4FAIO4zGAjBF3ChyfQN0QKwR1YcWryzCFHo60TKlegzwUCQth7bwJjjsmi7ZERIetEtRShI+9jQbyRavkSe26DqVrtbRN+ZRWH9CYKBjaTLEwpswuqfpZ1Z/ljknVm+Cn/QRTIl1hYSqZutZ4JhvWg3/71oOrdF0l+EzqOgvJPbhgT9FvR8ypkuOklPue5B0OdE29Dm5tZWgjsJMGUkHfTosVhXhoGWVkjrB9HWFIJuqQWyAbKsdxxOpxN6vT7u06A3Q2tQo8HwVQrwLc7OLCW6rZ1Zlg0DMOntcZcpETkizxj0RhiNZgxYXkeRTpydWbaC7Z/HhCUTJoON5DEkVSaz3oUpg4w2/L1ARH1BpI0ZzqLD+H0Y9Zaky2PS27Bi6kOV8Q9F07ki3RnUG/8MBssSBJ2O6ENyPg2kF3Y0678lms4Jbaicgv7PGRtg1ifWthOXXZDHihHzZZToz4c3m0g0hvT25wp1JzBivQyz0ZGwzgUjm7/u4L/UkbSLlHmgF/J7xWiqa4NEokCtTIH+ld1byAhvmA3awDaRMxDy0B6H4lvStsB8QuVJRIadz6icV0WzaiKW9LJHliJ5NrHulYtvSdueT5E8G7AHF8iS/hORLemvIbjhS5lM7RaxLekvweDrT5k8085M0S3paVfmoeTZwc0f/5s6knbbsDCiwsSKEQGPA0tzoxgdc4N6IqIeHLsjun8wQtK8LFw8tTu6gcPdrkDxSh09pw7Ld0QzDCI+aQ76Hx3zyLcpI+lIAY76k0maSfqodWxn/kdH0rv3/9z520f1P5N09Ha0NXDIO7MkpH9M0tGViy3phNQq6kNM0tF1ji3pqOqz60u2pHmeNPnmOArerpZxiBtM0kzSh1CfXY8ySTNJM0nvahaHu8EkzSR9OA168GkmaSZpJukH28Sh/2OSZpI+tBJty4BJmkmaSXpbgxDjkkmaSVoMPYrkwSTNJM0kHWkNIn0ySTNJi6RK4WyYpJmkmaTFbFGUF5M0k7SYKsUkzSTNJC1mi2KSPnBpP0/Bi0/hmKSZpJmk42szB6ZmS5ot6QOVJI4ETNJM0kzScTSYWJIySTNJx6InsaZhkmaSZpKOtbXEmI5Jmkk6RlWJKdnxIOlNH6yaOaiXjKIH/edl4dEbDC8Lj6mdxJWISTq6zrFPOi51wjEgaQqSPqOErLQZLQXlGFkXN9KXsDNLo/l/IF/zGIWOPHPos0DzBKSGfw9HaCE+pEVMrXJeQo7mlw8ti4BHofY0CjSPY9lbLmIJ48tK42+jcghlOSmCTKeprn8VvbYfxVcIEVM7N5ZQafx9KsdnRJDnDPI0v4J601ewCXHbRjwiyy1/LZrOCW2oTPfrMAYG4imCqGmnKUC/UA5B/8Xghez1/wvT7gxRyxjJ7BiQdBADnUo01QegW9w76L/bTbu3GI0wmUxxn0aTDirzPfQb38aA8f1Dn/3Gdylg+BVoTfMwGS1xlycRGXY+M2+tRZ/xzUPLsoXHe+g3vYMVWxfJYk6+PISh2jSMAdN7JM+7IsgkyPMWps2SlMmjs8xCab4ums71Gd/CmDkNJouGdC4FdWSyQGXKQ59JHJ0T2tCw+RLWzaoUtSEzliwtYb0fMAp6d3he6DO+gXlry6F0TtiBaq/jGJD0BtaH+1Fc0If6yh4olnZbC8I2PgJRJ3Z64PcF6QyJeno8HiqPcCZarsSf83l9JAv1EUSUyev1pkQWAUOvxyuqLAIuPu9hdCbxuhHkEXRjS+fEqiMhnyDle5hyHeZZTxhPsXXOQ/WeqjbkDbchMTlhA0Keh+EDYXOPvY5jQNJULK8Js1PDGBp2graI44MRYAQYAUbgPgLHg6S5OhgBRoARYAT2RIBJek9Y+CYjwAgwAscDgUeYpDfh3+an39x2/XHV+Pf2EX38/XG7CGwr7z7+reNW5Kjl2QjRjIatY8/6Eb6KJLif7lh/CDr2cXk/ke2BMguCkt59nOyBL4/bPxv4pNlsIrRHofe4ddyE2FaeBzkBG7vHx0ASb2tl2549ustHlKQD8Iwo0V1eBcWcEfbOBlTUdmNabcJUbSf6xqly3OtY6C1BXfUKXEeHv2g5h9YHMVxXCHm3CasLPWiSNmNhVgevuhN1bSo4hV9am4SqaAi6vXRPtJKIk5HfrkaXvA6K7iGYV3WYri6DtEsNi2YKrfnj0PkcWKkchqxPA4NbnN880lwCPjgnylAn7abxFzVGehvRWdUHg3YFqzV5mDYS3Vm0GKtTQaF2067TR1qaw2e+GYB6dRytVZWYnZ3FkGIQ9XUtmDO7YejpREuLBT7rIlbac9GUp8Sq7fA/ebQ5bMK3MI+xMgmaJqxwrQyhuaoBqr452Gc6oJR3wUGzy1Q9jeipbMa6xXe0xdmW+yNK0hvYcLow0VyF7FvVaOtVYr6lCi00y2SmmIi7YQYbISe0fUUoudgK8zbAjuvlps8OfW8dSu9lIU2ygJXhTkhqpuDSdeBWwTDMNJJulJai43Ya5pKnXwnDtRGkBU4zPWjOk0DeKkfnwAJUsnwoVmcx+n4pFm0rkN+pR13nBNThN1DCP5WcBwXW9a9gMCsD9wqqUVm1ivHuOjR0LkEtu4LOJT/MPWVIl/VhYMkgGNPH/NiAO+iFuqEIZWllUNTVob9rFM3VepiHmtCV1g57wI3gfD2y0rux9hDU0YbHD2N/FdKLB1FdqoSqdwQ1tT1Y6mqFvLYK64vLGLj3FrKuFmLG5Ela/TyiJA0E9BOoq1dgclCOir5l2OgNqVAOw9LcidHGEZplQhU2WIbi/GosPwQKFnJoUV9IvQPVOAqyyOJcGkFx0yJ87hVkShehHeiARJKO3KsfQb6WNP1K/If8ViyXl0LZt4BJRS1appwwVGViVG+G7nYxZs0OIoA+DGVloq1ds63bnfhPHu2TIegmxiCVzUDePoTaCgsWx1vRoHTDpChGx7wb643ZKOmsQ3GGAmrL8XcUhNRjGChpwHRLJ1RN1ZgYXYa83I7Q8hhUWfXUA93EXFMHWnvXHoL6odp3rKC9pgljmhWU5cxieXwBtfJhrM8vQCFvxPiCCSN3i1CYV4HBteRZOo8oSbuxVirDu4VT6J5cwlxFLipqqqFcXIch5yZKCoawujqD6fYSVJcMYT159ZEwTzi7C/HOjXZq9KRI8nrklYxgWOmAf7UGl663oENlowVBsxisqwD15o794V3swAcfVaFIYYFhlBa7lKRB2qmCcWkIA6/dQvPoIqaVSnRKazAy40q6nzBuAH169Obcxdtl65gcmUR9TS0k0lWsLc9jovhdZCrMWJ9WoaaoHq3knrIee51zYaSuGK+mj0E5Pos2cg1UFNZgVOOCvykP5R/WYtZoxUhnL+YtcaOVggdCcLQ24mp6L6pnfFgbbEa+pBtyuQnuCRlKiopQ3b+EdnIj9tRJMLacPCfoI0rSNH5z31AJ9yrJX+jyRSyXzfCgzeYmLYBxeBH4ZGQkBYoTx0+GBaKyh8XwkwXt33o4cj+OrI5FUiq3UDebWwIhQO4aWr8j3LlfP7RI2uuGa/tg6bEo+H6FECpmq+xCik2/G37/J/ci2uenBREPwZBBWMhw/YSlInlCAfj890tOdRaWLCJUOPXx/3Nf1bARLneIdM5z/+W/vd5c8NHComQejyxJJxNk/i1GgBFgBBJFgEk6UeT4OUaAEWAEkoAAk3QSQOafYAQYAUYgUQSYpBNFjp9jBBgBRiAJCDBJJwFk/glGgBFgBBJFgEk6UeT4OUaAEWAEkoAAk3QSQOafYAQYAUYgUQSYpBNF7pg+Zw8uYNVbC7W3AVpfV7iUPs0kehU9mFUbw/NXYym6q6sPG9vmg27YzPD4A7sfnRzG2upqOF/PAsU5oLmyfsMq9K5PJphvOHQwmq2w22mZ8O4cDrzTbQ2g1uhHlcGP6Ui+GzYM9xhwZKtzp5Ukl5rK5sfq8BwGJxfg2EP8nYW3zw9jzhKe0H3/qwBm51ZA4Tp2HxT/wu4kTFw2rM5O4oHHIqmDDkyPT0ChGMPs2sHoeXoHEHIkb8lypJj8eXQIMEkfHbYpyXnMcQkZa/8GOeu/jArjHwC+ZVQXt6JDOYk1zRKmR/tQUb4C9aIWw2ODaGlqRsdIG3qUs7CM9GOkvAzNKiOMeVJsLo2jrW8Qld2LmMx5F1nNM9DO9WCwR4aJJT3Uw7UoebsGPT3rYVnX793ClNkJW38lGjoGMKPIQ2vTGtYXxqEaasO9rApU9amJXDsxFseqx9/rt+LfNBvxvzUa8fLc1kqv4KQCFVeuoGGFFh0stKG3uRK9fVZop8vRVteF2RU37AO9GKWVfVNqLaaWnHDNLUG7MAX1eClaaoexorVB2zqI5lYj1LMKKlf5llwjdSh5h+TqNQIbi0i/2ITOiUWYrLQVGwU+8c2rsDDWidkKCeoGaEurlUF0txajT67H9EAN6uom4VIvY3VtGRpPAEsNPai93oCWkXGMzOrhoNgcOooDEXTOIj+LgngRJg0VpSisaMaUxg7vRAO6e2oxraUXnXsK+VJaMSrvQG7FGC1VnsdSkQy9tPpSr1qBxaHG9MQM2vv6Ies2YDW/Ahtzo+jpGkRTnRHa9WV0KFrR2TMIndaA9f5cdFB6o1KBzux+9I11o3bSi+BDtvAkrHCPyB8m6U9ZRY87r4U3DC2gTV1rrP8FMPXhdtkC2YN0ODVovEPLqefGUJxNG/+2NEBC0f+KKom4ijORVtFBS32H0d1UhqHCajgL6PvMXlR1ytFXUIQxZSdyKlohK2uDSpqJ3JEZLOTRsuy+qTCKmpw7mHP64VXVoTKrHOOyQrR19qCN4jcMKChGSrMC48o5jOTloV9ti3kp958M2vDLbSb8ny0mvLHopd9yQ97QAWlJCapK5rEoKYSqowJlsnZ03CrAKAX4qS5uxHCNFIsU+2Miqww3eyjaYX0bhssLMFxUiIHBdtQU1GCovhUWq5aIsB7lUjnGSa68kWks5NdhRDFJPYQgzGM9qEifRddgH4rlPmxUp+O2NAt1VfTS6yxGfboMiz01qKinSHCVLejtaEOVRI6Gkh6YaN+6ofZhtFbS8m+KCFdbUk8RF2vR02yjVXqrqK2XY3Jeh4G2WlQQ8coy2pBNS6wbimuhGjDTrkWzaOwYo1J40EB5l1zJQAUt+6+VNIX/r5C1oSlHTnh3QdbVjrE8GZZL5eio1KB7cBjSnGq0TgxjPncE8oICXK+VY7qyEvklTWiUrWC0uwx5nfTiuL9ANVyR/OdYIXAokt6kyF5BT+QVTEuRvdu7eYKcke92yBzcmW7793t9R8syt8dupOt9ct6e0SN5Pem8RbtUP4Fi7VOoM/8ZENRDLqlGOQXBGR/oQkVRN1mateioaMHwYC/k1JVvbrXCWZMBGVnPGRmNKKoZwmJ5PXwN9cjO7UFDvw9qCvxT0UVR6YoluFk/R1a4Ev0yKbqJFBX9+jDW623VKK1uQ2NDE7plPVC3dWNsegByIqKRcQoqJB1Ew7ABxsK3Udqi3HpxxFBL/3XYhifaTWGifneVfA72FXQWyjAwPore8mbU3WmHhYItNdDLoDutEzoK2ypvlKNeWofG6lYMdfRBLi2C9FYJOkr7MFPVgRX1EFpraePjwlYoepdRT3Ldqp/FsGo0LFfPHUEucg+FLET6g5AWVaJNPoqmwjzUpBWjPL+Uoru1oKC2H4MlxZDl56OurIHItw2j6zo0p92lF5qJpAthpakNmemNKJQKwXp6kHOphDY/FQQ3oVnai/a2JUwOUG9mWo+GgkF0FpXgZvMsJgyUxDePXApiJG1sQHXbDBQ1lUiTdWFGq8VkuxTX745QaNBe5OaQtT7swJqsFiZKK5O2h+NpdNY0IFNWg7ZyKldtHbLyCa/pFTTSi2NIFURgORtXMpoxT+8DPo4nAoci6eW85/CnX7mC9ikTxjJexY+efRPZXWv0zveT0Ua7Gstv425hO7zhHiptNhragKb+Or77w0xM2/UUL4ManFoDq+BC89uxsh6Eves2PshsxaKg35STaXENVvM6mtNpJ2mbD5qyeyi7XQr78cQz5aUKbNjhDFEM7JAa7pB2qzxuA5aXl6i77oCbouWtLWsQ8FEt+X3wUh14PBS83aNBR42CQmdSfGaHAD1ZrEEnTIZ16A0BBLxOaPQuBG3UVae423YKpBHSr1B32gq3YNzSEQz6oV5WY8VI3WfaCDZIm9v6KS5KeKPZYAAOA7kX9DbY19epzgMxv2h1FLdzxRvCMp1WIbJ8wP+x39Uf8sBhphgLFNpU2NjUS/FWQnTtpzQ28oOvkKvDSY9sGpaxvG6Bi/4JUkyGIJVLSGPSmaBe9yDgMJFcRtgicmnuy7Xpg4HKq6Od1IXdnN3aBWhMDoz3DqG8agHUIYCtrop6DBRB0WpHgPL1URwLTXk+VLr74ROdTuhWVrBCRBi0LaI2fZH6AsKxCZfBCj3h6vNTbBLy53sEQ8esw9qa5b51G4TFYoPGaIKTgi5tBD1YX9XCQljAS3GPKX4JNikMrZ7KaAzA76JEARfMVDdGvR2eWYp+2DJG8ZztJDPlv7YGjYU2gPX64ac8/FaqX4oBHfxkCCFcMv5zfBA4FElrq97B338rD5V5V/C3P5OSpZaLn/zdd/BB3st4+fvP4q1n/xHPv3QRWTfI33bjFvpJ8cYu/xX+8M//Ea/c/CnuFGTg8nPfwfs3MiHJ+wW+/9wd3HrzR/jPf/Yt/N0rVagpuYd3fvIy3rqUjXfffhb/ejEDf/fP/xUv/KIEAo/wISYCm7DYaOduem/ycTACLpcbtvuB0EJGCxHe9kG9AKxa/57Et+GluN/OJILsoZeie3vZDpaNUxwvBA5F0oIom2QF61sv4RvfvUjdvWy88O3v4p9//i949oV38c1f+2O8fy8db73yTTz+O1exTMqyKHsbf/HVb+H5tz6E5PqrOP37X8dfPHsRP/jmr+PE33yAF5/7KT548Yf415/8FN/42j/hFy/8GP/4V9/FD976G/z619/BP3/jv+Oll3PZkj5eesSlYQQYgSNC4NAkHS6XV4P6tHfx6qt30DY8i+7eYfT0UVD9e0XoW1pF+7vfxV+9IAtPv7LOD6Cqqgn9NNvAujiGrOvpyJYvYaIhE68X0Y4OXV1Q9vfSjIF+dLZW4+47V1BLo+N9A+2QlkvxwZu3UNW1mNBUriPCkLNlBBgBRuDIEBCHpA8o3nL7CCYo0jy5BvlgBBgBRoARiAOBuEjaQwMufDACjAAjwAgkDwGrlWZf0eCzcPxStJ81GGjqlNEIt5t2w3C54jvdcaaPN39OH199MF6MF+vAQ6MDGo0mNpIWyFkgaRNta84nY8A6wDrAOpA8HQgGt2boRLWko1nZ/B0jwAgwAozA0SPAJH30GPMvMAKMACOQMAJM0glDxw8yAowAI3D0CPwvFxAMW7LIYZIAAAAASUVORK5CYII=)
Figure 1Supply of residential apartments from 2013 to 2018
In accordance with the
above-mentioned graph total apartments provided for sale from 2013 to 2018 are
almost 1582 thousand [6]. In accordance with
the statistical data total 24698 hotel apartments were made in 2017 to meet the
demand of the increasing real estate need in Dubai. However, more than 7000
residential units were also developed in an only 2nd quarter of
2017. While in only 2016 total sales and mortgage transactions made for the
residential and commercial areas of real estate are recorded as 20753. However,
the following graph covers the comparative analysis of the supply and demand in
Dubai from 2007 to 2010 [1].
![](data:image/png;base64,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)
Figure 3Supply and Demand for real estate from 2007 to 2010
Elasticity of Real Estate in
Dubai
Real
Estate of Dubai is improving and projecting positive growth trend. people from
other countries are also now purchasing property in Dubai to get economic
benefits. Wall Street Journal Article presents that total income earned from
offering the real- estate syndicated loans and bonds Dubai earned 4.9 billion
dollars in 2008. While in accordance with the analysis elasticity
quotient for the demand was greater than 1, therefore, we can conclude that
demand is elastic as the prices are continuously increasing in Dubai but the
demand of property is not decreasing. A major reason for this can be increased
in per person income. While on another side, the supply of the real estate is
not elastic as it can be considered as zero elastic because no changes are
because of increase in the prices supply was not decreased. Because of the highly increasing demand of the real
estate in Dubai prices of the real estate is also increasing as in 2013 Dubai
presented that Apartment prices in that year rose by 42%. While research
conducted by Hepsen and Vatansever in 2011, elaborate that in 2008 real estate
contribution in the real Gross Domestic Product (GDP) was recorded as 14.73%
even when the whole world was facing financial crisis. prices of the property
were going to increase day by day but demand trend for the property was
increasing in the records that show that demand of the real estate is elastic
in real meaning for the Dubai real estates.
Market Competition of Real
Estate in Dubai
While if we take the market
analysis of the Dubai in comparison to the other areas of the Middle East we
can that Dubai is leading the market of real estate as the development made by
the Dubai is many times more than the development of other areas of Middle East
in these years. Increasing demand factor also causes to increase competition in
the internal market of Dubai. Comparative analysis of the private sectors and
government in Dubai indicate that during last few years Buildings (including
residential and commercial real estate properties) established by the Private
sector are many times more than the building established by the government
sector.
Metronomic analysis and
tackling a policy or market issue
Macroeconomic analysis helps out
the government and regularity authorizes to develop right decision and policies
for that field. For instance, in the field of real estate development current
analysis of the demand factor, can help out the government or regularity
authority to develop new plans for the supply of real estate properties. If the
demand is increasing because of increase in population or other factors then
the government have to plan to boost up their supply also otherwise people will
face residential issues and the total number of homeless people will be
increased in response to it. A practical example of it is mentioned below in
the graph [7].
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAASwAAADECAYAAAAlHRwuAAAgAElEQVR4AexdB1wVSdJn9zbc3t7eptscb2/vu9vLe5tzur3NwYyAZCSIAQURAUVEVIyomDFHRCUHRTGgYhYVEQQxEZScYQj/r2rmDcx7PHddxV2Qnt+vXs9UV9f0VFf/X3dPT7eJBECQsIHwAeEDXcEHTLpCJkUeRWUSPiB8gH1AAJZoYYoWtvCBLuMDArCEs3YZZxWtLNHKEoAlAEsAlvCBLuMDArCEs3YZZxUtLNHC6tKA1UJgw4dwZGED4QPdwwc6BLAaCTSYtE5jeP1jccbkjfFUPRxXVF6JguKSdvdWZUSoXybCHsIeXd0HbhiwCDf0DjaI9mimC62RjMVpeQxETVoGnWvTq+cssnZDJGaFzJOlVb4IjdtL2EXY5VbwgRsCLAajy2ePYN7MWVgUsRfFbBE6sg9vw9Rpc7Bux2nU0zUDEEdxF+5Sxl7MnBKMNckZqKNroBkndkVi0pR5SEgrkDmN1QXYsCQEU5fEILeK79Le2Zi3ct0mTA+ezadGQe1WKCDxDKJshQ+0+cB1AxaDUEPRKQwb0BcjCGy8Bg6A57KDuJK9BX2/7g2fqTPgYm2NmfFnCJIYloCai/vhZGaGUROnwKqPJUL3X0LhyQj072uP8ZP90bvfEOy4UIgNQW4wGzweY4bawGbMGhTr0msLjlhYtX4zZs4O4VMBWMIGwge6gQ9cN2Bx1622Ih97DmWhvKYU6yYPh/v8HUgO9UI/380UC+RET0GvQTNRJl8BqSvGwtRjmXx1ZN14OPuEYnGQJ4Yt2i/z1gUOhcf46XCyGYqdlcSqOg6b/nZIvKDfytKpw+aYLQieM1e+1IKZOBcALnzg1vSB6wYsdgh1rGn/phl459X34B9xBjm7FuF70xFIOnQS80b2wWt9AlCqQ5iY4GFwnJwgX2Umh8DRJRBeHu6YHHlK5m0JHQ9LSztYuYxBei2xai9giI0V1h2rkeMZJJnWb4zEtBmz8fmX3yJw8mQ5TjjoremgolxFuWp94LoBi4GjpqYcF4sq0dTSiHP7l6Bnv5E4VtaAxOVT4TLMF6MGWaLX8AWokCEFSFrgCduASPkqI2EmHIdOx6Qxnhi34bjMiw3xhtMgD9g7euMoD37V58JlgCU2nWqQ41XASk5JRXhkHCysHTA+MFCO0z6UOBdOLnzg1vSB6wYsHkAvy9oBe2tXJGTmY1/YBHxnPQEpR/chaPpq5FwpwEIvR4xamoLLJYXIyqtD3r7V6GHqhr0ZOZjpZguflXtxIGo6+rjMQHrWMbhbWmHx1j0IdLFFwOZjOBw9C72sxuCU0sBqHaOQEYp+NkTEiS4h2UFUTmGD7uID1w1YbKDmxlpEhwaiv6kF+tt7IvJ4OaSGy5g3bjj6Wthg8IQVyG9swYnIqXCdHC+3xKLmj0Ov3v1hN3o+svg1oZSPkLGD0aOPKUbMjAYPXV06FAWnAf3Rw2Iw1qTmyW8XuXWlLRS6FIPuBjbR2kec6/uLsMetYY8bAix2Aj7q6hvAQ058qONaVfVN8ptB5l04ugsRezLlKQ58XVPfKI9F8TkDER+VJM+tNnX2enNLE3QzGoxODOU04i3hreGEAkxEOV6rD9wwYPGN1GkL2psyT51/VSM1gUeh1FaSNk5Nwzw1nnmclnlqvGFIUQKwfsA+hvYS11f3JWGbrmObDgGsHytwBiIVvH5M9lrjBWB1HSe71jIVcqJMf8wHfhbA+rFMXE+8ACzh3NfjNyJN1/abWwawtN1J4ZRd2ylF+Ynyu5oP3AKANYcbW63H1R5U8EUlED7Q9X2giwPWJsybt1gGq4kpM7D1XIp8LlpbXd8xBbiIMjTmA10asNaGRWL6rLnwTh0PE08TPDn1Gey6eFAGLWMPK3iiEggf6No+0KUBKzYuGY9bPwWTCSYw8SPyNsH9kx/CwYIT8nwu4Zxd2zlF+YnyM/SBLg1Y0bHb8JLjP3Bn0F0wGUOA5WOCP4f8FeklOaKVRRYwLGxxLWzS1X2gSwPW2vWRmDNnIWYfXwgTLxPc6X83tp/fK8BKgJUA61vUB7o0YK2kBfzmzl0kA9Tqk+vx+ZrvEHpstQCsW9RZu3rrQOT/xlu4XRqw+FvCGbPbpjUkX9gng1aFVCfGsARoiVbWLegDXR6w1CWS+bvD+qZG9N5ghrBTUXR142gu/hGFDYUPdC4fuGUAix2Lj5UnN6DvxgG0lE1Lh3+/KJy3czmvKI/uVx4dAlgMFLwsjKED8QfPxiZxsrx2JQaW4UP7gTTH82GoU73mOMPlZeRFBRtq8Nnq72g+lrJOvCovwqvbUthG2Kar+MANAxYDR3FRMUr4ielQH1xd10q95lAFpsuXi+WF+lieQYpTXbpSLi9BI1/ST3VlKQoqlVgtkKn6WM4QsFT9QfuC4Ro/QgZRY2lVHSJsKy9hC2GLruAD1w1YDA7NUgXWB/ugX39LDHD2QeyJ0tZF+y7tX4eh3nOQScsbM3jJYNJcibXTvdGrjxmshk/H8QqKqT2HaZ4u6Ek818B18pZeuXvCYGduhl7mzgjdniPr5PRag9JlO8DieD7Oll/CRys+Rw7t6sOHNp04F/YQPtB1feC6AYu7bLV5xzDGJxD7LpUifuYw9PVaLYNLU1k2Rnz3Mv7wrj2O8JrHdDBondsRih7mnjh+MZ/Wex8Iz9Ad2B0+GabDF+Jc/hl421ljTvR2+DnZYvqWMzi9bSF6DfBCWrWsQg94mGPYwlIdkeO8k/3hFDcMGcVn+FKvu6nKibDrOq4ou+5ZdtcNWOwwDc3NkAiJMnauQe8vvkFAZDZxq7Fm5kT4TZkClyH+rWDDoJEY4t66a87pLcFwHDIVAaM9MC78BEcjbp4vBjoNg83A0cquOXXnMMjKChvTlV1zVCeVheknIjbJ6CYUHH+4MAN3jf81npr2LGJzkuQkhq00VZ8Iu6fzi3LveuV+Q4Ald/MICs4e2Yqxw2zhQl26iFVT8P0AH2zYHIqe35ph7VF1V0IgZpYbnILa9iUcSPsSeo/0aNuXcLE/rKwcYO0yVm9fwvWafQl5TGrVuvWYQoBoamaJKdOmy2CkOh+3/C5W5uHLtd/BxJc+16EZ8I8GPYmIrHhZToBW13NStWxFKMruugGLgaHswjEsW79VGTgvjEOfHjYYNXYM+vU1Q/8en+KZp/8Ih9m7dQPrwCHa7bnviFAZOPavHAvnMSuwYsZoDJ23R+at9BuEUZND4Eo7P2/j7aIrDsOynx2SLnGHUhkHY8BJ2rETGzZswJDhIzF1xkw5TnVmvog7u10GKhmwxhFo0UoOVlEDle4qxauyIhS2ED7QtXzgugGLWzp1BekYavY97L0CMNjKDC5TolFG2NLc2ICCkxEwMxuKg9VNOLM7DPM2n0Rd4QkMtTCFi6cv+vWyweq0yyjOioN5Lwt4jB6Onv3dsb+gGNEzPdDTZgSG2pvDMXCzvNU9A6TqXHQqH5uiE9t1CTlfTS3NmLpvDm4b8yuYuJvg1UVv4kJlgQxYqg4RttlT2ELYoqv4wHUDFj8gg0NpQSZWL1mCFbGpKNb1Ebk9JEmVyDp7Ebz1YFbifIwO2SpPWyg5dwxLFi1F9IFcGYAoGtlHtmPuwpXYdUbpPjbXlyAhfBUWhCWD9l+VD0ODMvNqg+4MbnxMSQ3GawvepHlZ36C4rkIe+DfUI65FZRU+0HV84IYAiwva8FALXx3f4vjCSxeRfZk2WTUQZsAz5HE6bVpOourUhsy/GmCxHOvmg8Fr2JZR8N4RIF+zbq0ecS7sIXyg6/jADQPWtRS22uK5FtlrlWH0+SHAYj0q8GWVncP7yz6hdbKyOZkALGED4QNd1Ad+FsC6VhD6KXIMPD8GWKo+lh2/OwgDYwfzqdz6UuNEKABc+EDX8YFuA1iFNcX4mGa/77y4TwYt/hGOKmwgfKBr+UC3ACy1a7js+Br0ouVn1p7ciEvVxTJwCYftWg4ryqt7l1e3ACxlnjxNw6CZ+f9Y8ApuG/UrfLrqS1yp5cle3dsBBACI8u9KPtAtAEuew0XrY/nsGI9f+92jzICnHXbeW/YxLlaJ+VldyWFFXrs3wHYLwOJ5YTWN9fhmXR951rsJz36nHXaemP40TpfmiPlZopUpxjO7iA90C8Dif2UGrUIat+JJpCYeBFjUwgo5HEpcZfqD+Ofu3v/covy7Rvl3G8Bih+Qjv6YMQ+OHY+Q2XxqA74+iOmX9G+GwXcNhRTl173LqVoClgpYCXcoMeOd4N/lSnXUvKkT3rhCi/Dt3+Xc7wFIdklGKvy/8eOUXWE3THNRDHqCnC1VOhMIWwgc6jw90W8BiJ+RjB+9lSJtWLDm2CvNoTEudsyWctPM4qSgLURaqD3RrwFLBySPJV1k/i94c+u4MkD/dEV1EUUnUSiLCzuML3Rqw+M3hoYKTeG7mC/I0B5Mx9PZwtAn8d0+R3yoK0Oo8jipAQ5QF+0CHABaP+xiO/fD11Sq8YRy3dBg8OFQdk9Ma6lTjOOTjWj9+1qbTnrOOAwXH8eiUJ2SgkgGLWln+uyejkTJ0tfxrdYjztjITthC2uNk+8KOAxZVWCySGGeJK39jchHo+oUPtZtU3MwQphzYNcxqaWmSA4nNVvo5vREdbKtp6XmG1gpihnhsFLPXeOy7sxZNTn4HJKBM8Of1ZpFw6JN9Zez9xLiqj8IFf3geMApYOJ+SAWzl8GCus5pZ67Nw4H44OzrAbNh7xJ/mD4npELpwEKztnjJoRhnO0RZfaUmJ4Sl4fAhtrB3hMXY+LrLS5FGuD/WBh5YQJK3ailljFmbvgNdgJVoP9SGcRcdrfn3k3Clh8exW0ks6nyBNJV5xYj0/ozeGZ0ly+Reth7PkFr325CJsIm9xMH2gHWAwuZ4/tRVxqBvYmLoGDkzeiCTS45aPNCMtVnd0Dews7rNx9GImh3ujtOBNbE5fim16uSDhwALNG2mP4/J3y0sicvvBwOHr3dUJUSir8nSzhH34YaVtC0MsuADv2JcHZzBor9xzB9GF2GBWahMRl/ujlMBFn6Otlw/uTOqwOi8DM2SF8qpc3bT6v9VxWovuZlhqCL9Z8jwL6OPrw5XSUNyrrNF+rLiF34+UhbChsaMwH9ACLWxstjZfg5zgYc8LWwtHcEp4T/DDcazHqCaG0YzosW1NVgswLJXI1z4iajL4uM7Fyri8sxirzmjI3T8IX1oFQJIBtCzxh5afEnYqdBsfhwZgy1gM+69JkHdGzvOAyzAt29p44xP3B+hw4DbBGRCZnva0A5Qv62RAZ32GApRqHgZgPHnh/PfRd3DvhPphvtkV1o9IWU+VE2FYewhbCFj+XD7QHrPoztMegN/z8hqK380ykpqzBkGGzUWsAWJxBtTuVnrAI335tibC0ClRkJcKqryXGzV4OD8tP8YZ5kLzrDYNATPAw2pcwkU+RmRyCgc6B8PKgfQmjMmTeltDxsLS0a7cv4bpjytbPfD+m2C3JWLJiLUzNrRA4ebKctqMMpj7TzAPz27YKo4F48wg7lNSV6oF2R91T6BEVXvjAtfmAHmCx0fjYF07jUm7UTcsoQOySqfBfukceh+LKrDUsyx6KDkHv/q6IOl3Bl6irLMb2+GisXLsZ8/2HwMJ7OarkGGDP8jEwH71GvkrbGAhHzwWYP2kUPJcpg9zhQcPh5jMJTnbu2MuDWbWnYNffmvYZVEbkVcDaHB2LefPnw8zCGkEGG6lq83c959zCkqgD+sHyT+RBeHllB5rq8Pupj+FEUaac9+vRK9Lo+46wh7DH9fhAK2AxJNTXliJy+XSYftMLgyfMw+KlyzF+9GA4e4bKW9Jru4Q8plR6KhZvPP4Q3jR1x4RJkzBj7U5kHE/GYOfRCEuMg6eDPUKSsnA2fQ8idl9AZfYuWPUxx+SFS+FoaoHZO3Jw/tBq9Orrgnmhs9G/jyMSMs9h2RhnWI2ejZm+LjBzX4R8QhHtGJaMGvQTEWd8q/rrMYQ2DYNW2pUM/HvBq/JyNLf53o7/0kB8paTbc0yXAW0acS4qoPCBm+8DrYDFrZempgpsD5+DgVaOmLBoJVatWkktpTCknCqQu0LaFhaDV3HeSaxctAjzF85D8OzZCI3cgzKq7YcSVsHbNwCL44/J6TJiZmDY1Di5dXYmNQa+o8dgzsZ9UNpkDdgTtRQjR/tj9a5sGZjqi85g4ZTx8Jq8DMcvsxu0NwTzOuIt4dWcjPWfpF12eqzvh9C0VRix1Rv9N1qjrL4GeTWlSC89yyJ6Lc6r6RJ8YSfhAx3jA62AxQBUcikHJ8/n4fC+bTSgHYO4xERExsVh14kL8tiRFrC4ADiN4WGMl5d9GkfOXpbfFmrl1VaTlsf34BaO9jBW2Bx/MwGL78lHPa1Uygf/em4bA9NN1ng79H08P/NF7MkT87WMlY3gdUzlFHZsb8dWwGKQKDh9GJHJB5G0JQLTp8/G9NnzMWl6CNZsy2zXwvoxY2rBTQUxNQ3HaeOZb+zakKem55CPmw1YfB8GKs4HH6dKz+P+SQ8pg/E0rvXcjBeQTPO3VODV5k+ct3c2YRNhkxv1gVbAYkVqxSzLO4W1y5di3sJQ2kJ+CTbs/OmAdaMZ+7H0DCA/B2Cp+eD7rTwZDvnzHf7m0I9opAn8dk/iqNZWIQO/mkaEwhbCBzrWB9oDVvNFTKBJnbaeQZi7YDFmzlmAtdtP/+QW1s0uKAaJnxOwuJVY29gAr2Q/eXllXmL5waDfY0iiB+qb+GnpLWjeEZr+oXx2dLOfX+jv2Iog7Nk17NkOsFqkXPgNHoWEArkOtv50tgLljP2cgMXPrx6jtvvBNtoZ6cU5GJLgDqtIB7ht9cTd4+/BYLpuEKAlWpnkLJ2tztwK+dEDLKVSNmCpjy3e+6w37J0GwdreCRNX7jU6D+uXNACDx88NWPy86gsBxVY0KE8ffr9P24Vx99DEV6GhWzypNVYnt0p5fEuMcYnK+0vWlVvp3u0Aq5GqV2H+JRw+mobUI8exP+0UTl+qaDco/ksb4ZcCLH5u7h4ycDGVN1Tj7aUftk0y9TTB49OewuVaZdJGBXUjq5qU1w6/tM3E/QVwdnUf0AMsHnRvRg02zwuAjf1ADHQaiN7ffwfPhTtb35Z1lgemrP4iLSzD5+d87Ms/hj/NfkluZT0S9BheXfQWAvdMpy5jNr5d3wufr/oGJQ01LCq6CcIGwgduwAf0AEutjBVVNSgorkBReRn2hAdjxPh17T5+VmV/qZAr/y/RJTT2vJyXfQVp6LHWFEnn96CQthKzjLRXpkDQ4Dyvs/Xl2u+RV3WltUvJaURX8SoATqsntrNzbQOk+sb2/LPn2/MuFUCqrNbnV1RBOpKmz6MykJKSIV3I0+fnXoC0fac+j2Xjt0AqLtHnnz0HKXmXPo/GMKWVqyGdM8hbyj5IkdH6stU1kJavJL2l+nzO19Zt+rwiklmyDBLbgvOjUhLJbSN59ZpD1kdfqkg1tfr8zZGQ9u7X53E+V6+FRF0GPR1hGyGlHdfnncyAtGadPo8cWU7PttDm4WqyK1ZBMiy3/QchRcXop9fq0p23A6xG6vzlZh1Hyr59SN2fiuhQf1g6zUAdZYo7NnoZ+gWv6dadBrDU6SC0Ck7rMfvQQmXD1rEEWDwFgjZvnbxvlhx/mfZCXH8qCpXUXeSjs9j0J+ejvLJ93s9fImAwcHIGC/ocS7qUry8fNBXS+In6vM1RkN5+D9IWTWXl+/z3M0jffA+pWlMBx46H9PSzkJZRhVftePQEpL/+nWR7QKrSydZTBaeVR6TfP6IAiSq7ZAWke+6F9O4HkAqLFR0Mdm+8Dene30JapamYEymvd/8a0vc9Sa8ODFn2rXdI9j7Su7YtD+6jIJmYQPrgI0gFhQp/dyqkR5+A9Ks7Ia1Yo/CamiHZOiiy3/ciIKpX+LEJkH5D+brvd5D4nPNbQ3H8TKzXdiAkWgRT5sclQvot3Z/zEEeAqsp+q8qS/ma6D/OXE4jefgekxygfew8ovILLlM+PFb2jvBUey86YTbzbFFumE0gx73QOXf9DkQ2a0Sbr46fwuNzySR/LZpLsS1QOnN+gaW2yXr4Kj22cp5M9eBjSs89DuoNss5zAjNNfhdoBVgvqELFwCuwdXODoMhh2g30RfuBSp2sN0PN0GsBSjUuYLo/18dhWbvlF+ftDbl3xFIinpj2Hr9f2woq01ei5wVRudTnHD5MH7Tkd61APVd8vEubQvy391erde+cecjqNg1JGpQNHqLKSgwZNb5Plf9iXX4F0/4OQErcr/No6SJY2ipN+8ikBwxWFP4XSsTMz+U0gHlVArpyPPKrwnnxaablcLoL01bdtsj16QzpGoDRmXBuPK2zIfEjRcZD+7y9tfAa4iGhI/fq38RgEAicTUAYSWP2mjf/6W5Cmz4T0ymttPAYNf8rb0OGQbru9jf/ZF5BoHTbp9TfbeKzLZywkK92zqs/2FlXMsX6QnnyqTfbX90DyGAWpd582HsszKI8h2QceauM/9LCS/pP/tfFYlu3gHwCJ49V78bkf2YXtrPI47EmyHl6Q+L4qn+3Lsm8T4Ko8Dq1tIQ0aSrzb2vh/+SvJUr5e+lsbj2WdXSHZOejz2H4BZLM/v9TGZ9sRlkg29m08Tv8fkh3nD+n559v4/KewRPMHxL6moXaAxZHcYmDic/XQJuoM55yvztIlNGYPzl9BdTE+XfklPlr+P+SU52FN+mbcN+lBZR4Xt7xotjxPg1CPVOpWZpadky+1Om9Ky/bgUUiLluo5gxQVC+kJqliD3eSP3eU8sBy3YtjBvMYo8gfoH/GPf1J4t5FjM/js2UctE6r0LMf0yGPEJ5DjiqXyOPz3fyCp//5aPgPGb6lVo+Xd/wCB4rv6PI5noLz7bn3+409C+ufL+jyWff9j5Z9bq/fF/1OAVcv7FbU8/kdAdDtVLi2f8/V/msrHcb8l0PvqG9JLabSy3Grg59PyGBi++a697GdfUn7/pS/77B8Uvdr0fP4tAS+3QLR8bukY2pbjGaSfeU5f9h90H342bXp+Xi6HJ8huWv5rb5DNPtLn/e5+JQ8M9lrZ9z4kwDMonwcJbHubKi1ErSy34tiWWh4DLLdY77xLnz8hSN8vqUao9cEoYKkVyDBUQUxN/EuGnLfODFhsGz54sL2kgdfKofP6SvxzwSttbxS9THDn+LtpwmkajX2l4KFJj+Bvc/+F05oPq+WEup/rsnd5Ff1r0j8bfbHQmv54OqTnqHKw83ALgsdceHzm97rWDfP5X3bBIkhPPaPvTF9/177ysPw//q0vx7yPP6Xu1vv6/P+8Si2cSaRDU6keJXBbvIwA0adNlivUZOqG8XjL/z5v43NrKzNb6d5wd47vw4C6MwUSjz19+Emb7NARyrjX2g1trSn+V+cxq0qyi1rhufsXHqHYhz72b215mVpQN41aiNzKe/cDRS8DcdJORZbHfbgVxnnoZ6506XjsTAVkBvUjxxRZ7gbepQNZn3EK7/IVpdvI6Rlsc84pfLk7Rjzmz56r8LLPQvrbPxUeAwp35cgvpFkhCs9Q9u86WQYKvg/L0qIDss47KR+r1is8Htf744sK/3v6c6Hxa3ksa6CLwmOfSNiqyG7ZDunhRxS+nROkRmqJ15B9+pkpPAZVbnnzvbYmt7X+7B2pC0uyPF7Xu58iy2V24KgiG7ZJ6YLzM3CXkfWyDiPUDrB4DOvkwd1Yuy5MXiRv1YYohNNA3c70fPA/fWcBLcpKpwcsNrh6qOdHacnlP83+C0xGmOBdmg4xid4mvrb4bdzjf68yj4tA7JWFbyG3Ik9OmlpwDINih7dreRkth01RkMwsIfE4EqWWx3v60L8dO8KvfqWM9ewhAOAWBvNUYqd+5PG2a5X/Hf1b87iPes0hj7kwuHDFVfkMNDxWMzW4jWdlC6lBImAgJ1XHXl55vS1vuwhg+N+Yu3NJO9qck7uHj1JeppMufgamy8WQPvqv0kooKWvj87jYv6iia8e7eJyMu09c4XgwWNVBn5lJ77wPKetsG6+sHJK5lf4YGMsvJr12AyHx2Jua/iLp7dkH0uaYNh7HMag7UOXliq7KlpJeN3dIu/a08TiO7cbjbqoch+cIZIe4QTpxSp8/fZa+DVj2OMkMGtJmQ1UP22rmbP30LOtKfzqGA/9j/ZXnU9NyyPkc7gGptKJNBw8LcLlujGjjsSwtiiCN8KQ/gqY2Po8xcnrDlw+RsZDcSbauXiNL9+AutuFLDR6I5z9Pbb6MnLcDLLRUY6rDV3i/zxBMnToVfT9+DW/QJFIz6xHYcKyQVHQO0OJ8dPYWljHjc7735h+FY9SQ1paU944AmLjrBue5q0iTUM1oWeb16Zvwl/n/kruQbyx9D9mlSnexnnRU+fujjt5ENdC5fJ+YBPpH+70CGNxU37WXWhC92gBEBZdX31QGmtVrDgdShQujVsiLf1bkecxh6kxFLw+Iqq0xHgdRQYDHix6n7gS3YriFpuYjcIoCatq3Uww4Y6iinMpsk2P53QRa3DJS03LI+nmMSsvjcwaBMk2FUuMrqtvL8r++4RsvVV6E7e3VhWyiB1j8r93ScBpetPHEbt0yoRX7V2JEcAISF42DW8hOo60sTvdTxlmMtdQMeT+mk27ZJQGLK6L24AH60vpqWBBAmdCkUxMCrJG0jI1P8niYjKdrGrD/mzOFNN716ppPcLb0Iqq8RqGGgKaOWk01y5ajKToBLXfcjSYdCDVT2MRjUV9+habfPQDQdQvH8VucnFwZJJqoac9y8r875UEGCB6bevUN/YF0jksh8JtB//iqnBpyS+4Hmu/t5NV0ImxvS2GTa7KJHmDJlam5HMv83WBJ23bNDpmNwQ4D4b84ChNHDMLMLTmgP0C9biFd6h2qkzIA8cGhypP1y1zlh3UZ8lieK7H20KZXzzm+K7aw1PzzM6rn/CxVjfWwTfbEuMOz+ZLimtEjygqeb5ng8j0mcP7yNjw879tpEIEAACAASURBVAUsNP+HDECNDDZEDDq19Pq86s23ZFBicGqisZKWRcvksmpetxGVd9yOOorHFaU7JZfNjn00RjRdLiA1H/wnAW6+0aHyOPyxPw+trDjXt52wR8faox1gyU5LXrszZj2mBS/EhpQcVNXV4NDR0yilWqYFoGaqEqf3x8PP2wdeQUtxJE+Zzc0y9aXZiE7ciwLqs6hpuCKkp0TSxhOjMWN9im5zinrs2LgIwz38sHzbaRmsaq+cRsjEsRgZGIqjBca32GJdXRmwDB2Zn6d5ewqtzZwh24vBvJZek9cTADEINdx1Fy599A62vPsMCm5TeMxPJzBzDHgPby16G6EvmaDyThM4fH0XJh1fKIPOlCML8MYAmrga+G8crs7l28jHnPRV6BfrjLyGcvlaBjE6O1KWhfImBbU4jypfFqIfNd/aPxWVx6F6aHmKT+n/0XE861Z9QytvjMc6mLRy4rz72aMdYDUTZBxJXI7B9OHzoMG0y42LKwJW7CFXoe6ixmHYYWsuHIBdn960AWo4Fvi7oNeg2bjEgjSXa9HQ/+KZN6xxpFJmyEBUnpWEAX0sEUxvTAabW2AGr/dOXc7e/d2wZPUimPd1QPSpHIT6OsNh3GLMDxgMU7d5yKObae/NjsrHrQRY0rpwNN/zWzTxq+3UAzQnKVFuMcndNgImDvGHl1CWnobIyc44R9dn7jPBtvCZWJwbjTuC7sXdNDn1NXvqPtIuPw/PeArvLP0IdwbcDZMApav5x9l/pgUHd2EJLfn8a/975LeVn6z4HAU1ykZsvN7XoxOegE2ko7zihGJlYM6hUPQOM8PlOuX7SObXU4GEHl2NUyW5spgKSkX0JjS3sm2sU+WXNSp/ZiroaIGQfUkFH1mZ7kflqeXNbGM8bfqrybL/8KHeX9XDPMP0fM2HKqOGzDMEU7429E2WZx2G92JZw3uxLKc3Jmt4L5Yxlp7ljMkayxfLGd6Lrw3Tc746g6xqezXUAyzOeIt0Gu4D7BAcdxTZ9Jo4PSsXZy9Xt3tIfpiq4gvYffgMnVFvY998fNXPB/l0nha9kHZ3tkBvG18cU7fMIf7uJd4wH72WxXGC9ix08pyHOQEjMXLFEZm3aeoIDBsdAAfb4djHMwHqTsPe3Aaxul1z1EzLwvQTtjkOwXPmypdqXJcJ+e0Q5VwmfvOinePC81L41fUwt7a3cU8/R3OdUuVnLSEXjwh2w87w2WoPDpG0vdpvgx6Wx7zeXf4RjhSm0+dBDsrqqH4EWLSSxL0Tf4eXF77euqqEvCMQjZvxW8pxuybhtxPvk8fKeNxsAG1rllN2HqHHVuEufwI9einwxZrvaLytUq5gQ7ePlO/1r8Wv4Eyl8jLgYmM+3lv/EZ4IeRq7ig7KeeWfzZcS8NLifyIkI1TmcUWqodcFow74YcQ+b1TSft9cEZm/v5reiu4ejrT6LPlarUghZ5YgNHdNayViflbNeSzOWI3CpjKFTwok8re9mYdx8twZNJEPsX15ubLz+YXYlp6CmvImRZb+SBtyW5Bx7Cwuny5HE2GsRA3LJno5W3C6jPjn6A0bVW7aYa6RwvrDLTi7Kx/lB2rRRC4vUcO06STta5BahfO7adrAYeKxjgukl87z95ai6qCERpalDdGbjtO0lv01uJxKCwmkEe8K6T1LLk5680i29nATGrN1skdJ7/4qmRopnUT/J41ZZLPDjbLeusPNaKT7sN7GYyxbLROft8k2yXpl2YvEp/TSVvpYP74eVQmUr510nUtEbZHahGaUxtGLigS6pmeSaNc9Pi+Lr0N1AuWLGv6yLXaArhtlPusiqKA3l4osp69lWdInEQg0JpNsIsvSG8ItOll67oZEGrNVZfcSn/LQuJ2whPRy3uQ8cL5gnPQAi4Vamq4gaJgrpkTuQ05ODjJzsnG+yPhqDY0kz8eV4wmw+LYPZiWdx+W0GDgPmYjElDg4O7gj5TK7oXJEG+xL6GhsX0ICSyuXMUhnwKq5gCE2Vlh3lLyGDr4fU1TCNixcsgrf9eyH8YGBHHXVB7zag/+ifJ4d/sKflM8QeDrAF18bvM27re1VfwS9Gua3frtpOoLuObX/slxxmfgIz4yFebgtcnRTIviTjEHxw+XPgh6a/Ajic5Jxjmbgf77mGxlsuCV2/+QHMXyrF56b+0dlNdVAAjd/ogkmeGvNBzAJpvOJRFMU3n/CXqeZ+v1xm8/t1JK7TQbEfy94DRuORMNxwWA86PowHnZ9BO9P+ARpmaeRm5gPc0c7vNXrPXxr3RupEcfRuKMZR4dlYfAHHnAlSh1CtWQLgcKYZsT/dxfG/W0Stn26H42z6KEWkxt82YJ1f4nCxpfiUdeD/GkK+akFkPtqPiKfiUPR2wSiziTrRX7wH+rWPpOOrD+eR/NHxPMn+7wF5P25GPueOIyafzehxZJaKn0ILF6gIY3HLqHw2So0/o10jibZfxLYPFuBzMfyUP9H4g0l3ttUqR9uQe69V1D6QD2a/0F8N+K/ABTdX4Pzvy1B/cOkcwDxPie9dJ73uwpUPtgop20yI799jIDloVoUPlBF0zZI7jui9+nZHmrBJZKtfohA6FXiDSLZR6hOPViDKw/U0Dw40su8PxAA/L5R1lv7cDOa3lVkJZZ9oJbkaxW9lN9Gyl/1Q02yXtbf9DXJvkO2+RVQYdKA6tto8tKvideDZJ+lZ7utBeUm9Wi4jXifEO9LkqVzlq25jUDoaeKTvTgNXzOfdbFdWS+n4/S1t9EzPE48b5K9m2Rv18h+RryXSPZ2VZb0/o5kqRwb76X8qnpJVyM9g0RFZ4z0AKuJhPiIXzwR/c1t4TR4OBychyJozX6jTVyWPX9oM22cOgCzt57hS6zy7o9/vf0tBph+jeef+xMc5yhraXFc8uLRrTs/p8dMpZ2fZ2G6/yj4rqW/Bjqigj3h6uaDgQ6jdDs/Z8PRwgqRmY1yPP8yxdO8neWr16OfmSVtL9axG6kaM1KH8XjyHM+ZUT/z4EmHf/8XzWsZSVMLnBXQuvuetm/N6Fnle6vfgqnXOjuwLdS8KRZSugzElvkc8gigT4o/NufSX6buoGqHTzd/ifumPYDwizEy93R2Dv47/ks86vok/ub+b6zZtRHH95/G0B4j4PilMxy/dsbAr53gMcQLcz5bjNV/isDqv0VgzUuRmP3yIiz5eh1KTMpRemcdSu+ql88j3kpE4b1l9EaTKwN99EWOfo4q/eEXs1BNntdkQg5LVG/SiMOvnkLefaU0XkfZ0VHWC3k49dfzsozKa6C4c88XofTumlY5jit6uAK5L9PuTpr0laQ35/U8NBKvRcfn+KIHq1H0BIGUjtdMIeu9+GERak1aqPut5IHjL71egqr761t1cPqqOyVcfLuYZGkAha6ZmF/yzyqUP0ProOmuOax4rAElL9XI6Vkf8ySismeppfMotXR0PA5r72tC8bsEUjoey9YRXX6nkvLXIsvyvVi28gEJV96plvOt3o/5xe9Xo+5uAg46Zz6HZc/XoeKJtnu15uGletT8joBDI1v1YgMqX2po5bFsNcmU/KNW5qmynMfKxyVUPtsmy3H1dO+Sr2mqCZ2rshyWvlgr69Hy2Oalr9ahjkBMfQZOV2vZTD0HzVQZKg7Vz1sBix2+qvwKztLHi7nnspF68BD20RycPQcO4XhusQwUaiIO+V++6uxufP6XZ/C+bQBWhYcjbMshnM49g4P79iJu9US89+43WHO8EJdzTyA1oxRFxyLRp48Dwrfthq/DAEzYfAzp2+ahp9UYbN0Rh4Gm1libmoZgNzuMmBeL6EVj0XvgZOQ00M3oUO+vXAEboxI7f5cwI4ua2NlK3guLqOt3vwJMNAYlT7z8wx9bn0viOUy0o7X6nD815DLUtr7kclL/hShOBrgsOiGML/QuxaGhJ4AgSrOSeP2pcj3dgLQHsnDhEeqvUEsBrkTkQHr0f3T9dwMe/ZuC/q1VUGB5Pq98qwENv6Ylo+mcKxqHtb9uxuVnK2VnVis6h+eeuYyS+6i7Refs1MzLfbgI2Y8UtlZy5rNDn7n/Mop/XSXL8DXLXv5NObIepsnNOhmWLSNgOfHo2VYey3L8BQLG8/cXt6ZnPlPWE/mo/pVS2fmadZx+Ig9l99S06uB7lRBYpj2Ti5pfKZWdZZmf90gJrvxOP1/591cg+/GCdvfK/X0xyVa28jlflffU4+zTV+T7qvevub0FJ587j/rb2/LF98qntKefKZABS7ULhznPFKL6LgWc1HydpfK8+CB1eyle1cvh2ccJ+OmeKl+240PlyH+4TC9fxb+pRcaTl1rlOK1sxwfKkfdQmyzfv/bORuQ+X9j6DKps5qP5uHJvmx1Ztp5aU9lPXUb1HW3PxnrzzMpQ2UL5IrcyrAOtgEUNbVw8thMrorZj47p5cKUPG12HucNxkBumrT/YroXFFaPwzG6MHT4CnqO9MHzECPjNiwC5unLUnqMZ8lvpv5x2m4kMwqBJsXKF2btpHmxtBsJz5kZ5g1S0lGNDCK0IYeOISWv2yhMhS8/sgc9QJ1gN9scWGl/gQ65sFKoPwLxOP+h+lCZAPv+C8unIJpoxzJMn33gbEn+bxYD1+JO0LMiO1mdSn+26Qh6vofEbiXrPMpHBJD8i6g5IvYi+J7InsiAip5BBiJvfdC5RN0ii7ogWmBofIt7/FFmWbyXq7khPaK457g7SQ12LVhmdfNNTSpyWz12FZurGaHl83vIi6XhAn9/0PMn+UZ/Hsk3Pkex9+ny5K8LPobs3hw3UhWl8TZ8nx1P3jLtaWlk+b/xA6d6ofG4BSO8R3a8vy3ob/ks8sp8qK4d8rz8oPNmulL7uSaqY/6TWAuvie+hC7o426Oyo8qTfkV7qkvF9VV49ndd91D49d0HrP1ZktXqlT+k+lD8tr+7PLah/StHBepn4HvUvE19nR/V+EnWNG4ivl/63lIc32uehjnQ2/FFfln1BslTur6fjr3wvA1nOwwfEp1Ar2zCA9IJkySUNqRWw1AgGogsZR5F0KAcHk9di8LAJtBtzOSVvn1jz502xysHpWRfVl9bjYvohbKdBzPpWTtsJy/LB+vng9Oq5zKAfNW/akOM6NWDx+j6Gn8DYOEC6SJMt+bsy/i4sMcnos2mfs905MST6F+BBX5kqKdxN9C8icrZWcqHzPxHpnKE1pHEE6S4DPgPIkwa839C1kUotMZAZAg5XkHcN0vN93ycyrNR8b86nYb4YHA0AS6KWnPSBEdk3iMego9XBz0WtPIm6Fw10jwauOL8nYoAmkOTrhjuJfkXXLxOR3gYCiBp6nvoH6ZqfyYmIxmDqiMd8jm+0JN6bRAQuMsBQPAN8oxuFL2r4DD5WRJ8TkUztY81ooLCR7NJoSjyyb/3j1C1+nIYF6LyR/0AoD4psE8lSBWXAc6U40sVydcx7hq65LAkIWV+r3veIryer6JWGkSyNYbE+lmX9jV8R8Z8W5bf2BdJL1Ph/Or1vkyyBTs0fGpXnYXvZKLI1f2iicTzKw5vKvdif+LrmBfosh3Q19iE5JvpTaZXlZwgi0sny/Ti+kW3DZUzntX+gLh/zqXwbhxPvr/S8f2ymvFGLlW3qTwTjpAdYMsg0F2ACffg6Z0MYBltbY4SfD9x9l9IyKPTPdhUlV1Ou8htaFCBSr1kP30u95tCQx/E/dD+K7tyAxcudqN0+NeT1lyjfMtWRg6jnPyUcQ+mpNSS9raN3KRxMdAeRtgL/ha7J2fV4LEMVkQdM9fjP0vVzBrwn6fo7Ax7rZ1lDwGHAsiciQGBwkImAQ+Z9SyHnl5xeeoXoa6JpRLZEVjqypnAFEXVVJXcNzaXzOCJ24AlEATraSmEYEccvIAohYrnjRJuIoogiieKJzhAl6K6ZH0F0lOgs0V6qrKlE+3S8yxQeUK6Zz2/QpEtEV4iyic/E+vKJ6ohydTzic7xUScQ6SKbytIT6LBp3yqPraiK6Xy1dV2VSZc+h6yqiAiKSrWDZMwQMnJZ08NvC6qxG1GSRLOezhoj0sEwlpWe9/IaQdciyNMZbTdSoylKeFdlGNGSRTBHJNhGR7qrSJlSXkizrBMVR3urLadC9mN4SVhCvkYgi+LyipAG1ZfQMOll+Dr6uKJEUWcIEqUGRLZdlKb9sF+I3Ut5qy2jQvYT8nPXy/Vv1NspxtO2B/CkWy9aUNZIsjRWyDVmW8maM2gFWSz19mjNoFCYEuqPXwGnYv3cdBrlMo+2rfhhAjCnX8sgORjOglfkp56SucwFWZjbkD2YPHYX8wamlbdtiZwxY/CEpfwx8rXbgSsL/lgwEjrqQK+1bRFpg4vPXiQy6LfwmSrrXQPYeumYgM0xPLQaJgYV1PEL0IBGD0hSir4g+JfqM6CMiPyIGAAaLhUTziFYSXSRKJzqloxMUcqWqJSohKtWFXHmv1QZdWM6YvzPvanxDm3RF2Z/yDIZ2uNrzGurUAyyObCFK27YGrkPHIIG6cXErQrAgSZkTY3gTQ2U/5zVls/MAVuYZWgfpFQICAibuBn74X2VBuQp64+NHX+d7j/3hSsr/KPQvozf+dIiuDYHlPuL9yQj/KeIZtpo+IN6LRmRdiTeCiJv93MrhcCER/ztzS4NaGBK3LrgVQs7wc5apuJew94/5QDvAokYdso6lYAMtVRsbH42wiBgcyC76we7Zj93kZsR3GsDi9bXffEcBK7Xrx8ujVFETmzJ5TcQA8oKGXqLzAKI7ibSgdTddM2hpeXzej+hxIgatO4huI/qcaDPRYh1x12kpEbd6rjVfQk7YqpP5QDvA4hkQCavmY6TXGIz29UHfzz/EgPFR7d4S/tJOT3bsPC0sXidJBSsOnVyptUStK2OFzf1+aqq2EgnJ3TFDEPoz8Q1bTQxKrxMZygYTL5koliiOKIqIW0jG7i94wi5d2AfaARaNoekdjee2YpTnXNTc4BhWR1cezuQv9pYwndZ1SqWlWCgPUugyyCtX8rrhd9AnNTwBtJHbqUYAg8d4GHB4HOnvuvALCr8m0oIQt5LeMOBxPI8xbSNKJGJgiiHi8SQeHzJ2P8ETdrnFfEAPsHiMil4u0rgVbe1Fi7X5jvGF44C+cArYKA8WijEsAoa0dHqjRnOrHngQkoU1pL7mNDGUAIwdY8tWeqNDn0hczUlSSEYLTOo5D3Kr52rIXcLpRH46GkMhd+vEuNLV7Xs1uwv+LWMzPcDiisafhmYdP4KwtWswZeYCrNqSBnrrKXcJr1oRfwGHoFv+/C0sngj6l78RuFC3TyWeU2Xs+Y8TuIQRrdcRd9OWEBmOS/2eeB8SMVBxF/B2Ha2i0JhewRN26cY+0A6wqOeH8wejaOE+e1jR+t2Wjt6ITS8RY1jsJLyrDK+NroIVh/4TjVcgfvumtpbU8FnicXdPvebwaSIGN+7mJRFt1YU8FaAbO6Z4dlH+xnxAD7C4y8ez4Xxol4s5SRkoLS3B/oiZGOg2V2ykyqYpvKzspaYCFu8sc7W5VY4krwUmPn/UCI+7g6KbJ8BZ/Dldkw8YAawz8LJ1xrL9eaitq8WprfPhOCQYtVSpaLrQNSk1howdzaOs/LxdQt6tpVc/SBODaGyJ1jen7yylhkbFHkVkF579zFRAxIPgzkRawOKpBi5EW4g2aIhbVPzmsBPZVuRFlEdn9YH2gEUV58zudXC0c4TTkGGwchiJsIN58oRSboF1lgehrNx8wLpwUdnCifeq4+3BvX3bP/9ZsglPQbhXQ3+g8xeJtIDF5x5EnciGIi+iPLqaD7QCFoNRLe1UfDL9JDLOnsPh1GSsoo0io3cdxfmSqk7VumIj83FTpzXwiqAffUKgQ+NUvH5Vf3obSPdsRzz+ZNjV+w3x3ifiqQv/0NFfKVxKZEyH4Am7CB+4Jh9oBSzq8eFy+ha4WFuhT6/v8fa7H6KX1SCYW1jBZ/FOedC923QJW+jj0s+/UMBKHa/ibbNyzrQ36hkCoWeJtK2pZ+j6FBH9C8gfcpLh5HPhlO3tJ2wibPITfKAVsPifv4FWtqypb0TluYMY5T4aW3Ml1NU3oIpGhX9qy+CHuo/G4q6Vp+aDsnvzWlgMWFNoGWMVrDjsRbPZ80uUj3wvEgBdIsoj2k70MJEWsLjFxZNEf0JBCFlhL+EDP+4DeoDFLSj5qD2LwHGToFtKXWb9kDHVdCro6LTIAU+T0KY1FqflsQ5Vn8rXplfPOe6mdgl5i+6X/k7dQVpf/ftetGwGLfs6n57lCaIniZ4i4pYUfwPI3/dxN5DpLiIe08olojwKEjYQPtBxPtAKWAwSFQWnsWblOiycPg6ffvI/uE9bg6XLV2Ez7U3I8SogaQuAu5LNVXnYQet/lzM60XHuxG7ahHURNu/NkSusmo5lC7MPYd7s+di4N1teXZTXh8jYn4AZs5dg+yl63UZHc10RolaHYvbqrbhYw6naPzDzbhpgHT5GK03SrjV7aLPR1EP01k+3Rbor5UPbkuLzb4lOEnGLiukEUTYR2UJrJ3Eu7CF84MZ9oBWwGGuKc/Zggo83Rnn7wHsMffzszefemLOp/RLJbHzeSLXk/HF4m76Nl/sGopx4ZVkJ6PdNL3hMmISBljaYszVXHv9i/bX5h+FqYYbhfgEw72ONZYcLUJQRQ/sR2sLH3xu9aH/ClLwriJjuDlNnH3i6WMLePww0h1LWoS1wYt0cwLpC665/8jmt8WRkbfXhZHBDwHK58ULQPpc4F/YUPnB1H2gFLDaSYVeMQUE9jBmRFnzFlvWhGGrZHz0GBcmAtXuuG3r7bJSTZUdOQW/XWbodnmnPuVV+6DdiiRx3aM04OI9ZiiVTRmHogn0yb834IbTbczCcbYZgO6Nf5TFY97fDlosMd20PIV/Qz6aYLR23CQWPWfE41QBrmms11XjryJ3yYAhYdm35MmYjwRP2ET7QcT6gB1jXY1jusOWnboCVa4C8AcWZ+Fn4xswTe06cweLRpni9z3h5IwoGmRjal9BxMi0vQEdmcggcXQIx2sMdkyLplRodW0LHw8rSHtbOY3Cylhi1yr6E64/VyPHctWRK2LYDK1atg6mZFQInB8lx15N3OU0zDbAHh9AnN3cQGNHg+iOP0mJ255QuXRkZmoBTXvqWmnkSr6zAE0C1xN1EyoEgYQPhAzffB24YsBgtLuxeBYtBAbhEaNLcUInw+YFwGDQaHs7m6OE2HxUypABb53vCbgJ9BUxHRuJMmkE/DRN9PeEfTgM/dMTN9YGj8wjYO/rgWD0x6nPhYmmJjekNcjyDFbcCo+KTsGjJKnzbsy/8J0yQ467bWZJTFKDSvhEc4KQsB/wsFQDTc0TPEA0k4jEqHrPi+Vd8fpmIciBI2ED4wM33gQ4BrNztS9DThrapp55b8entCJwZhnMlVxDq4wwPmsNVVF6M3MsNuJiyAj3M3HEw+zzmeNhj9LLd2Ld5CvoOnoPM3HR40hyw+fG7MN7JFpNi0pEWPxe9LL1xslrGpFZQUK54q/rYG+8S5hVA+vKbNtB6ilYLXZdofMeYnTe/QITTCxsLH7i6D9wwYHGXsPDEdkwOWYtiumiovoBg78HoY24F57GhuNDQjBNR0zA4KAFNzQ3YOHssBtjYwclrNk7RG8CW+osI9h1KK0PY0FvJjfJ417nUcLjY28LSfgiW774gD7hz60pbkAxaHfaWcDytuPAYAdWzz0PasV25D7eotONVvMqCACy9MtCWhzjX909hj5tjjxsGLC4YBhM+OFTPy2hNc/X8/OHtCN95St42XRbU/KgyKosaafJ3i+o1hyxj6ADM7xDASkml/dJoVvth2u3mjDINQ94Q4mm6pxaw+Hx7+3wY5ktcCxsJH7h5PtAhgGVYQAww3PLi8SY+r6YlWOpp9rgKPByq52paQ57htSqnhqTixgGLVwf95ntaZG+9PiDWkcF5tjqD1N1EvLDeA0S8mwzdV5CwgfCBX8YHbgpgGRYmgw+DlyH/Rq5J3Y0DVhBNZbCh/QO1eaPMSjOIvifi9dJ3ESUT7SdiINPKinNhD+EDP6sP/CyAdTMqOfnJ9QNW+mkaq9pFg+00QXTFWWVvPnMCIysinrrwN6ILRHQPQcIGwgc6jw90P8BaRTPYn3yGvgmk1RfCV0FaTYVhOFbVq/MUkKgsoiyED7T5QPcCrGUr6EPl3xFA0QRRJjcXSDPLlTEqLWj1IwNRH1Y4irCB8IHO5QPdB7BomRzp/Y/bwIoB6z6a3e6aoQysawGrjwAsUVE7V0UV5aGUR/cBLF7j6ng6pOdfUEDrN/dC2khbdC1vpmsyhpa+E4AlKogArM7oA90HsHgAvYrWtHrvQ1qv6iVIi5cqXb4w4v+JaBLRXCJ+QygmiIrusHjh0il9oHsB1iSa0e4+ggqCWlvskPxB82dEMUTCQYUNhA90eh/oPoBVQN8MfkrfDB48payvTl9kS25EngKsBFgLH+gqPtB9AGvKIlo6JoHmXpFzfkX0NtE9RLzigvhnFTYQPtAlfKB7ANaVPEivfUcD6zX6g+s80H5QAJYAbOEDXcUHugdgTaWxK/ORtBoDjV1p3wYKwOoS/6pdpTKJfN584L+1AesCtaxoZVKpB41dpdCegs+RQQ0B68DNN7JwZGFj4QMd4wO3LmBl50J65TUCKJogamGqzFx/nozGgHU7ES9zLFpYooUlxq66lA90CGDxagx8cKj+kxjjcRyvd6UeqjwvRaMeLKOmZR7Lqzq1IcdddT2snHOQXn5FASt5Rvt9NEF0MSQP0vUJ0TqitUSRRLSaqVavOBf2ED7QeX3ghgGLl41BSzVOny1EJV2oIMQLyhQUlaGKEEflMfjUlOUhIXYLDuaWty7Ud+X8SUTG7sDpImXtdlq3FEf3bEfsngxUsXoiQyci1tUBK2UfpF/f0wZYDFoDPJQlY46012WoW1wLGwkf6Jw+cEOAxWBVV56H+R698YH1NFyR0YuhBNi31B3vfueGtErlmqMaUkmAYQAAIABJREFUy7Mx1tkKFgMHoVe/QYjOrkR1XgqczC1g6+iA3nb+OFlRg13LJ9AehQ6wNjOFx7xt4D1zOL3WiVjrVVtYLMs7N9+jAy03R0jedZBG6OvQ6hPnwjbCBzq/D9wQYBFcIWF1CMw+/xifDZyEQl1f7vLJrbD84m288a0bjuoAiwEmbeMk9Bo0Swaf5Pmj4DpxPcJCfDBw2laOxgIvJ4ydswxDbZwReZEYeTthZuqMnZeVTqPqULIw/UTEJl19E4pG+gzn5b9BGkdvBzPpw2eee5Xd+QtEfUYRirISPtDeB24IsCQaYaqurkHOrnWwHhKAPOrzNZRl0NZdAVgeEQa3oX44yn063RE7yw0DJ8XLV5nb58Bx0CT4jPTAxIh0mZe4eBxsbBxpX0JfnKDVPdV9CcPSeJNCpWvJmBgZE4f58xfA0sYBQdOmy3F6hUv5kJYmQ+pN3UDehsuFyJ+IJAUJGwgf6Lo+cIOAJWMFLqWspn0JJ8gbpm4OtMErn9oiYPwIvP7KewjYnNk6VpUQ4g6HSbFyotNJs+HoGoRxoz0RuFkBrISFfrCzd4UtbaR6nAGr7jxcrSyxQUYvBbC4a8j7Ei6kfQnNLW0xeepUWZ+eE0ZQgTxUSjPbyyD9lc75reDgrltIes9GTyuuhQ26qw90CGCd27EMfR38UEhocjBuNYFVAEYPtcBf/vwf+IYdQ21dLSoIgLIS5+B72wm4XNeI8IlD4BYci8QVtNvzmDDUNFRgsqstpqyOxCi7gVh6rAKlJzahr+lQHCiVMam1oipXQHhUAmbOoSUW6NArwNl0bTjfij/JMZQT18Imwge6lA/cMGDx6NKlg5EY7heCPPUlH/Gaiw/Cd0wwztN5ekwwPGclo6m+FCHezug7wBqm9j7YQ28FpfKT8HK0hJmlOaw95uKi1Ii06Lkw7WcBU1NLTA5Pkw36kwbdFxoBLF7jSjinsIHwgS7tAzcMWDII0OJ4DbxAnp4zKDwGtNy9EZgfcUi3L2EjistKUUmDURzHQNTYVIcrpeWgfVVbj6qqchTR3oYcbwhWfB8+jL8lpAX5JtL2XYYtLN5cgtIIEjYQPtB1faBjAIuAwBioqGBTVlGF8npJno/FPJ6PxcQD6Ow8zGOsYp7qTHyuAprK04YUfRXAIrDqHQXpLgkS79bM+wv+jsiqTbdWjzgXdhE+0HV8oMMA64cKXQWkH5L5qXGEV8YBq4C+H/yuL6SPaMB9JBXEIaK9RJe6TqH8VFsIeVG23cUHfhbAuhnGvCpgRW8isLKB1JO6qDylgQQFCRsIH7g1fODWA6yxNFH0xXmQ/G6NAhIVTZSj8IE2H7i1AKumCtJ/e0H6wwlIp9seUhS4sIXwgVvDB24twDqyF9JjtJSMHQ28i66gsIHwgVvOB7o+YIWE8HCWUjDzp9CbwTGQUm+NfxMBuqIchQ/o+0CXBqyV6zdh+hya1s6ARXMkpP850SYTibfcv4pwWn2nFfbovvbo0oAVHbMdYa9uAfrRZNEP/Giy6CRIr1Jh5nTfAhWVWZT9rewDXRaweFLp7sST2GtyFDAZoVus72kKd0PaLJz2VnZa8Wzd17+7LGDxTPjU+Ewcve1zAixaUbSVHoK05LjoFnI3WZCwwS3mA10asPYRYB2+3YYA604NYP0T0ooc4ai3mKMK8BV/QOwDXRawuEu4KzENu01O0VPM1QEWgZVJFqQoUbiiggsfuBV9oMsCFuEVwiPisaT/emApOWcAfZIzncBqMZ2LT3JEC5P841assN39mW4aYPEYE3/0bMzAhnG8agPz1NUbOA2nZZ6x9MzjY8W6jZi2MFg+v5qc4F/dhsI2wjZdzQduCmAxgjD4qIfWKMxjMFIPVY5l+GCQUg9tnFaHKmt8PSzhhIa2EtfCJ24VH+hQwFIAphbxy6fDbuBg+IZE4FJtW0uJoWrP5kUYaO+M0bMjkM8JWsqxcd4EWNsNxtR1+1BPrLKcVIwd7gr74YFIylTWRzY0OIOaACxREQ39Qlzf2j7RoYDFIJKdNBeffeeEiF27MXW4LTwWp8jdOh4kv3JsM/r2cUBY0g742g/AhIhjOLltPnpZj0VicgwcTG2wdv9xBI+wh/u8WEQu8EVvxyDkkBdyeq0z8r0EYOnbRGsfcS5scyv6QIcDVtKsYegzZhPjCc5ETsZXNhNRIl8ByQtHwXJsuHx1KmYqHEfMwjQ/D3ivTZN5UcGecB3uDTu7kTjITa36bDjS+u+RWUrbTS0AnTp5E4p5C2mUXRzCAsICt5QFrjb+3aGAxa2ggiMRMO9jhUkL18LL+n943WwyynSmjA4eBqegRPkqMzkEA50D4eXhgaCoDJm3JXQ8LAfYwdplLNKpK6nuS7juaLUcz7DFtGNPKjZHR2OwmzusbQciLi6O3hjGdhDFIZq2EYuMTSR9Hag3kvQmJFG+EzpQbxw2bI5F3JZkbKIdhDrOBrFyPmMTt+l0dpQd4khvPGISWG9H6VTKPTJ2C2ITt3ewXq0vdJR/KXqi47eSj23p8PzGyr4Q36F6N0UpZbaRfLjjyi0OrI/LTNGr2GXD5hjZLuU1tXov4dTGSocCFqNiXXUZtsdswsLQNZg91hXmo5dB3Us1ZZkvLHzWyeBzfPMkOI6ch5DAURi14ojM2zhlBIZ5BcDR3gOpDFh1p2FvZo3YHGWYXgWsZatWw9/fH737meGrb77DxImTEDBxYocQ6/rsi69oezHzDtM7gfLmPyEQ73/4CRycXDpQ7yRMIL3//s+rcPf0JL0dZYOJcHN3x+tvvoOxtGVbYAfZl23r4joE77z3IcZTvtkuHVFu/NwWlpZk3486zLacL9kXPv9S5wsdk1d+5kCijz/9nPJs1eH5ff3Nt+FMNu6oOsG2HTXaG2+98z48R4/uQL2TyGdH4bXX34Lf+PGtvuAfMAFTaHPkK2UVRmcZdChgcQur8GQcXAaNRdTO7fB2tMfMhAzknj6AuNQ8lGdth0XvAQhesRau5haYmZSF3NQV6NlvCJauXkQtMwfEpOcg1NsRdn6LMD9gCEyHzcMlwivtGJaMbvSzMToR8xaFqpcdFs5ZsBj8T9XRx4SgYKRlZHa0WnLQoSipqOhQvfnFxfDwGtuhOllZ1rmLGOs/ucP1Ju3YCf/ACR2ud868RTfFF2bMWYTtu1I6PL/unl7IPp/XoXqr6xvgPTYQ1Q3czum4o7SmHsM9vIwq/Fm6hNwCam6pw67NoYSeYzA34qA8UH4qejqGBMXK5xm7NmGk+yhMW7NT11WsQ3L4fAwb4Y2lWzPkaQ21hacwO8AHw/0X4HA+D2a1H0BlXkxiMpauWM2negPyavPxekLWtWTlGiRs282nHaJXbnk2NWPOgqU4fPxkh+llezOQj/GfgAv5BXqgfj3PrqbhDOZcuIBJU2ehprHZ6D+dKvtTQtZ76sxZTJ89H3VNTR2qdzu95JkVMpdv0SFlxs/Fx1L2he0d5wtyHSG9ofSnnbSz4/Sq+Q2cPJVsnMtZ7xA7yMM8RcWYGjwPhSVlHeZjrDe/qIxa2FNRXV9/zb7QoS0s1Xlla2l+8s6k48CZAmj2WZVj1VaTRlTOuHYuFseperUhF3wNLYJVWVdvtK+rlf0p56y3kgzIuvn8p6T9MVnOa21jU4fq5Txyf7++mZbY6aD8sk4GlIraug7TyXmT9VI+b4beGklCJeW3I8uMdd0sX6iiVgvnuaPzy75QR3+OHamXfYvLrP3eozdWP1gf5/en6L0pgKU6p2o0DvlQKxRfq3FX4xmTUWXVkFsuDG7qdUeFrPNqTdIbuQfrNXzuG9GnpmXg72i9rE/9Q1Hv0xEh670ZZdYVfeFm+NjN8oWb4bvX42M3DbA6wrmFjo4HY2FTYdOu7AMCsOgfvysXoMi7KL/u5ANdBrAIV1oPtUvRyqATLjRuYqqH2p3hZrd6qDxtAatxHHJ6jtMeqqyqR5VhXeph2LTX5oNlWIeanq/V/DOfz/lQ76OV1fK0fCXFD+tV86fqUNMY3ovj1TyoMoY89fnUeA6ZZ+w51ftxqOaB5VXba3mc3pgOYzytXtanHqot1WsOWdaYjquVgapbq8PYM7Oc1lbqvbX3U9OpOg3zwdeGvKvp1eaH06g61dAwXqv3h/JmmE7VZ5gPljPkaZ9PtYWaXqtX5amhttyv5gssqz1Yv/aZOF2XACx+iMKc41i7Nhzxh87J3xsy72LGAaxcF4u0ghq+pFpUhV3xUVi/5QhKybKyYepKsS1mMzZsS0M58bQFyRI5x/dixZpNSMm8ogOVZpzavx2rNibhbKVSJPKvVIajGRfALNZbUZiFsPUbsePUFVmn1qFArxfS9iZh+boYHLuk5K2xrhiJEZsQmZIJ5qgFUVd5BWmZ+fIzMU+mhmrkXCqVeWqBc9jUWI09W6KxfON2ZJcrxdvcUIqt0ZuxccdJeb4bOxQfpfnncOJiiexw/NSnD+3EyrB4pBcprz5UvXy/hupCJEZuwtrYfShQXsqitvwSojaEI+HweZ0O4FLWEaxesxFJaReV/DfVYF9SDJaHJ+FMmZIfVS/brOJKLjaHbcCmnSdRoZgSJZdOYd06sneW7vuHplocSI7D8g1bcbpY91qmuQ6p2+KwOmo38urY2m2Vla8un70GX2hpwOGdiVgduRMXqpWb11cVInZjOGL258i21VY+2RdOGPeFleQLORWKZWvKLiIqfCPiDuSgjvKilllzSz3OXbwMFmOeagetLxzV+QJIdv/2GKyJ3Y8ritlQV5GHmE2bEbU3E8o0acXeq9ZG4EBumZ7fKkkacepgMpavjcSh88qUlhbyhaToiFZf4KfmvPDfy3nKW5lshkacSN1OvhmNwxeVO6l5VX1hSztfyKNnbvMF9ZlrqypwtqBc9zKtCacOJGPlhi04XaLkUNXLt1V9gf30ar7QRJoy0g4jYet2xCUfwoVKSthShR1xUQjbeky2S6cHLHbQK8dj0P+b3nAb7YMBfUwxI/ECrmRthY3pAJrtPhi9bHxx/HINEkM80dd6KAZam2P43GQ01FdgoS99RO3ujyG2FnCbkySDBRuQ9aYnzMW335jBi/T27mOPjScvI3fXUvQztcWQQQ7o7xaCC2T1upJcBDl9jrctp8lTMRrKMjDKzgIONNO+bz97rD1cTNpU52hB0mJffNF7IOkdjp4WXth/7gKWjx8CM0eamU8TUv3DlE+RSnIOwfnbD9Fz9Hq50JWqWY9FHj3oXjSlgHRyXuXiby7HCj9nfGs5HF4jnNDXJQi5xdUIm0Rz1RxGwNbcDN7LU2X582nx6P32qxi89DBnC6cS5qO36UB4e7mhj904HC1VgIGrYGNtHgKd+8HU1QceTpaw8gtDSWk+pgyzhdVgD5jRVwsLU/JQdDISfb7pC/fRvjDra4WlO08hfKo7vhngRl8ruKD3wPE4Uao8Aee5puAIBvXvAfuRPnAa0B+ei1JQVJwJd2sLOA4fgd5mg7E15xKig0fia7Mh8PJ0RS/7ccgoqsPWBVTOg3zhNdQOlj7LUUQGYM1MV07EwOzb3jTBWPGF6ewLZ5Jg2+oLPjh+habWLPHFt3QPbw9XDPBcjMslhZgzaiAsBnlgQD8L+rritKyPKx/rTd8yH9+pvtDbDuEndL7QzxZDXR1g7rEYFy6dxZiB/WHnPgZOVtYICDsm25uSY9scJ7z65RCc0KGNXGakOWnxGHzRi3zBezh69HfHvitlSFk5Ab0sXDGIfMglKBrFVZepDPrDargvBtlaYXx4OvIzk2DTfwBG+nqjd38XxGRx7dX5AundszoAX31vSz7miZ5mw5Gck4eN09xgas++YE6+sE8HJMCBtX549S1LHKYHPUjpvuxpR+lGoIfpMGzJVfTKvlCXj4nOpjAd5A0PR8UXSskXpropvmDexxKzt+bK+UDTFYzt81/08l0n/9Ef3RgMM2s3jBk9BH0cJiC9XLEr660tPApXM50vWPSHx4JdKCrJhIeN4gt9TJ0QeaYajfnb0OOTTzHAaSgchgZi39lyxHGdtnGDM9VptyWpnb+Fxc50dn8CFkfRZhN0pC4agQF+S7E8cASGhOyTeYu8nDAyeDEG2zhjCy/uUJAEC/sxiIsPg+1ADyQczcaBvSlIpH9W9ic2IuvdnxCO9SkX6QxY6WUN1+BYzPSyw6SEIuKUYpSFFZYdvUDzxBbB+vsv8fWgqeD/slMbJ6Ln4PmcDHsXeWLAmLWt4NJC2hPCViExk6tCE8bbDYDHxOmwpO8jTxOn/NhK9LXyR251HcJn+qLv11/CdNyG1lbjkdil+P6DN/Ap6ee8qoDVQqsSrl+2FkfkP9MLsO9tioX0mYuL5RAc4AfKWE8fkY9D5vkszAsahc8/+QwjQw9SBBA/g5x4SgJqqjLgQh+YrzulfCwlO1P5GSxZshGXWDA/ET36uWMDPa+ZY4AMzmfip2PA0BDso3/zVYmnWApbZw7CgJHzEb4uAofY3iiE/fffYskRbnMoeS4+sx8L1myVbX1l91z0tArAhlXTMGDUSllm66wRcAlYjk1hEUilBRfZ3q79+mBO9E542TlieWoW0g+nImbncfAftlpmuQf0fcFi7FKsmOiOIXP2ynrnj7SF96pDOLY/GYdoDl91RgysnMchNm4NzO185OfM3z0ffWwn4jw7AR0cHEgkX9h9Qb5eNdoKg2bGYOZoB0yKZ18og7eNHWZF7kX8toMoa2pE/KyRsJ2wSZbPOxwD8y/fw/u9PJCm+6yDAUv2hQ2rdb7QjHFW/TFlTRTc6fnWZZNAbTrsLRwQcTwP27bsRhFNedkR6g3noHikRs2HudtslNRWYpyjGYJicuV7qXq3b1qDmBMK2EwbRH/ck2bC0W6E4gunw9DTnCaQUorSzJ1w6fcpXvvvYByqb0bK5jWIO6U0oydY9oDPxixZL9u3tiIbS5eEQ64ROl8I37QYZvRnxMWcHT8N/VzmyL6esioAH7zyNgZMiKaYYvgOdMCU8FRknDqGmK2puEB2YN9lKsk+gIU6XyjaMxc9LMdjw2qqEzpf4O+PnYJ3UQNiHnrYjUXykQzkUfqWikOw7mmL7WzTwkS8+8WIzg9YXEBMfJRnb4d1b3Ms33MMc9wHITD2jMzfOmcsGXUgBjgH4Dhzqk/Aw9kD44PH4X/vfQpHd1+Ym1ph8sY0va4AQwofuftWoyf9C0YdPQlfR2usPMouXI85I2wxLiwTDTTD99zudbAeOlEuuKQ5HrCbzAUFZMaFoN/gafIH3iq4cMjH/nWT0dshAOvXz4XNkGlUrUlrIf9zDsWuohZZ7zGSsRq7Vn7GKycT4DFmPqI3hMLBa77cxVN1qjbgLsamaUPQd/gCHEgJg5VdgOyYKEyBbf8h2JLfgAaa7Bk+zR0ec5WZ1PkHVuN//9/elQdllWV30/krSU1mstRUpSZLVZJKpWqSTMaenrZtuqdtY7farYDIvssuiyyyL7KvgiAiIqKiiCLIIosIKoICgoKiLMq+gyzKIqAfyC/nvMfDr2ncOr1I5rvW9b13373nnnPv7567fLxz1iph3frP8bl+CDoXBJdvWzx/iP2OBrCKuYiSsxEwdk8W2mqo/jR9QuKDhoUyw4350FbRxpGKfkFGXlfm7XeEinkE2p7MC4Nfnu7zR81wNdCE75kaZMW6wCb2slCuLiMc2k7xC4p6HoXxLlDbuR+1tXnY8tEfYLjbHSY6OnA6UChss5a2w3hryQIW6kQs5DYLdC+Q3KaRBcL9064KmG35GMouKbiSGw8jqo8mfoy3n4eBjjNu8kCgwPxKWOgkLKhuM8P52gb4WBojpZax8IywYAS/jC7OjhvpEfj9b5UIf12YHm2An3sQzhRkwn6XL+rkVlhMV8JCdVo4lA0DUHXzMkxNHFDJO+L5UTib6eN4tVioJicOn67+EN5ZHZgduQ3dDZ9g3ZcbsGbTTpQPcc0ir0yXFQyHurz9UNV3Q0bmUZjQyqaFEx9eg4mBM4pbmhDlG4SzhaQkLT1xfYE3zlKbGYWv1R1R3j/Nj0IbMF0hMBacRCxcTd8LY7fjwvaXsWBMdeQWFcAvIgmZx2LgEHUBsuftMNpE7bzDGdZkhcXU+xi6aXuwtM8YC24GGthz+hayD5Chg/2XhOruEi8m/snIT/LFuo2a2O1ojW1G7jibdQwmO/bgHueauQu1zwxWhsJifvtv58N4uwaC0pl9+qtxe1ME5gjdg8JoLxjY2sHYyh93OPNkHRxIYQXt88YGFSdBUUzUp0BZzQl1Yv8IHcRZ6wuPQE3VAMkVA/T0GK7G+kiu4aZ+iphdRvDP5HkK6C49CT1bUWGVJbjBODhHSL+fFwNNu2hBkXEpEfhzuJwcAmX65KiEZvnh6hToWIYIfMgGLsJA0x7lwkoJqEmhD779zlHJKYQarscadWe4W6nj395XwamKDqHTGZwC3bknOBXmAFVSgg002CYbz0DH0E8E6UAZDLVtUSLuTpEWsotM9PAK9DkOeZiT8rqEe/dq4GNtjpiiDkoXaTLt51NdZArICHpuiRil8VmfFQY956NCGw3VEe800DopX//Nc9DbRlvyXHGlBTrDSiMFobLDF7WjTOkF8HmYT/XVwNlIE7tiCoTtSeE+B1hEFwv5bqcFQ8ctme6fkSJzg4qRN2rG6K/q287gs080cYUXD5MV0NpihLxeceUmDaiBugLsUGcs8PQ0jzgHUwRkNwt088IdYR5VgCn6w8wZ+kPd7vZKuFhaws7FHaZuCWCyE61Z0NVxQ+1SLFxMwnbCwvFyxsIYXE0IFwIWniHWwRg+Z+oxLZvH1PgQKs9Hw8DSB74uZvhogyE83azw29+sgW964zf7jHqOsbBVww4Xu2llM1oFQz1bXBeO8OjzJ6rjWPkIZp7NYXJyBHfzE2Bg4YbQUC9Y+53Evfp7iKNtltvRckFJcSuL7UC25dKisFXNkraLk3jSnAkdgz0QWoEmL2sze3jQCvGDT7Thucce7//77+CSKh4ZlJ+OgLK6NfLuixqMscU0BSxMdyPSyXgRC43Z4YSFI0L/DTeco623Nr7YuAmqFp6w09uE1Rss6LO7Muh/sRkJ9/ioYRK7tLfhwFVRwzJdAQv9IhbsoguESaoo2hGWC1i4kxFG2/ZDaO1sR9uQeFyR7mNJuDKFgU0wGogGpu9g6zrDd19hsbAjTRew5eO1sNx3Ac0dPeinU7uC2N3Q8zyNRxMDdK5ghL108OttZogjt4bQV3mU7GhF4EZ5PnR0aHZ6+AwPimOxzcAfzWJ7CI3YfPkQlH63DgGnK9HS2Y9HTyaR4EFnFgnVGBu6DRM1I5xtEDVL+2UCs7kfeIPQU3oYKvp70DE+iVRfM1hGid6mxdl0HmXHPPD+Ryo4fKWZPnF5iIGmKzDQMkFB+yTuZIZCzSIaPCQ4VNNZi4ZHKgFiFmXZyYiKjoWn2Vb8y29VkHGzcxH8mJ/AKT9DvP+lJc7TQXhb7zBGSCFYaBogveUx2mjrpmwWii5Bvnmk+NEg3c8rLBn8jVXgntZK908RYrYdbqcFCIgAnRlA0I6N+FTHH9dbetDRN47emgyoa+1CzfA0iuNdsYMUanfLRXxFqzT7eDrw7+qnM4hhnA02w+r1Zsis7kRr9yBGaDwy6DnODNbDcrMSVJwTcae9B70jk6jLjcE2k1D0TUwgyY3OUY6XITfWEe+vM0L6jQ600cHwcH8tLNW1cbL+MR4/yMZ2NRuULpxMC1i4X4itSmthQasoCQsXDrhA3zNVwIK3qR725TUgNdITsUW0uZF1wV5XD0FxR2BsZIdr9ANNxYk9NMkkCKtipsmxueQwPpHDwuiTJ0jwNFnAwh1Y6lnjyLksuLmH4B5NFp2l8diq6YCU87k4FBuDIJLn179eg+CcFwqLKZcd83yBBcLYxJN2eO3QR0RxF4Ybc6GrvxuXbt+Cl6Mvqmin/qj6BDSort00IZuFXiDOgLQ9ZjAIyhGUCmOM17HVaYH44IPNOHChjvpjEP2dVTDX1BexUBgNDbKEUny1AHExsYj0t8F//ev78M+7jbLUMKxZuwXxxffR1tmLwSfiFx2CsiIsBJtsxh+0/Rax0Fd7jrBgh1tDU7iU4AkDhwik0ZFHbMx+2Kivx3+uM0P5vRYEmBsi8Dz9oPSoCWaa2jhRI44bAQsPG2H1lRwWhidIMdN4NBWxcNR9B9yOl6D47BFEZ9TQzuMxom2M4LAvCY7mpkiuG0Z/RSLWagStDIV1I8UHv1+7Huq6+rR12w6f1Dt4+rgFe6wNoaKmDjPfZPAPTI2Fh6G1TR1btu9A/KU26tpZ5CcGQF1djw55rXHieq+gAHhGmafBezbUHGv+sAlaurpEh5Td1XY87qmErb4WVFU14RJfjElCCAO691YePMOOgnZyeD77GEn+djS7aULDMgjVg6IWFOmOYa/lVih9qQJtOghX1eADUzpoPRNFKzlNqGjZIG3hkJ7pNuQnwiu+EAuTPaXQ3F6fD5/YrMVZjzt99nEzHNWV8DkdfGtpER0zWtUMPkdtTgzUVdVpBrfAiYoeQb55+r/waASi0u8IvHdVZ5HVC21o6ujBxD0BLQRSrpvjZMclbP/sI2xW04WmhgZ0HOLRMzuN8we8oayqBTVDV5TRCqcq2RUfKG2ABvfBdj2EJmbAw2AD1n2tAW3mx9gDpR3PFum2Xk/Ghg+VoKxFbb9dHbZR2dRH40j0saL+0YCu4wE09XSTMl2PzzarQ1tbCyqGbrjePYemogToauqSNQ5jhJ+rXWwH5rfq1B58uPbzRSx4nyIsjLXC10bCwnHwD6H3Lx2FrgbJTD9y2IZnYfLZDAoJC6okk6quPXLqxQElrgCeIj3cQg4LBkgskceCFlwOlWDqyRiOB9ljm4Ye1LTNkXipgzgSw/zj22SFIQEd1FnMp0h3DJFWyi+wQD/E5LTMoPvGWRioq0N5mx72ZtXjGa1NxuDIAAARQUlEQVScT4c7E119+nHEFIdKOjFGKxIX2i5qaBlAZ2cAyntojyVH96CzJj5ev1XAmIqaFbLu9ONmfhw0CP+MheRy4SRKKANZC8L9aQVDmE+034a1G5RFbKqZILV2ZLHPnhAW1Nd9RD8SyGGBfsU9HydiYRttMy+2iudfTLjt8imEHCsV6uiuPAczGkfbqd9cDxQs/iLPbdFecRJfrHmBBZvILAELR3x2CljQsolA49QsHtIPKua6Ik6N3Q7Sr7tzqC+IhybJpKxugqMVfe++wuKO58gzy9NZGX2LNyt8K8XPc9SY7T3Diz8DUxIejw6ha0TcQrAC4TD0cJBmdaYiboMkmhLdGYnuc25eqmdqDO39j4RlsAQ+psV1chmR7nP09A4IipKShHSR7rxwP0cwmKZvxaaJttTFQ4PMh1ia/5doSXTF8iJ9qV4pjXYiQr2zxAXT5HYQ1SQw/PAhehb+rECiK8yYC3UwfzMkU2v3kHBgys/ydDmv7PncIl1+x6G/bwCD02KbcBrzKbaVbPF7tW/wQ1kluswb031GB9TM6zR9myhJ3tUzgMfig5A2t4xMY6Mj6KIVHtcu8EdXiTbz8W0szHwLC5Pjo2jreySUoyJCGKSPxPtpIHCQ6EnXF/IRxuSw0CaHBS7X39u/2I/yvHF5qf1FmvML8klYmMVTsTkx8XgYHbRq4TIcOQwQb1I/8vMcTRxtXQOgnbIQJD5l1Cpcj4CxBSxIdEeGvo0FLifythSbzI+YJtAm3gR53gALnJ95YLp8z2GaTEu1D4wL6SymQJOur8PCowUsMI1nTyfQSmNaVM+cQqvOERrTo+Ioeuf/rEFqGG5I+cjp/MxBajROW+hbodGkBuPG4/hNMInP8jSl9xJdvko0+Cq9l+4pSaArn0d6txxd5oGDPB0p/3I0lkt7U7pch3w9kkzybSXRl6fJ91K61G78zLTk80n0l6ZJZfkq/06iy+U4SHwsR5fLLtePy/Eh0eUrB4muPA0pD6fJy8TPUnwZHxJdiQbnk2jwvVSer0ufpTQuK0Upz3LyLcWHVLe8TFJ9TEeiyVeJ7lIa8vlfxY+UT54m30vpkszSs3SV6uVnzs9BvpyUbzm6XJaDvHwSDfk0eZlWhMKShFZcXwBI0RaKtvhjxIBCYZGG/2PseIXMin5fiRhQKCyFwlIobAUGVgwGFApLAdYVA9aVuCJQ8Pz9rmQVCkuhsBQKS4GBFYMBhcJSgHXFgFWxWvl+VysrsT0VCkuhsBQKS4GBFYMBhcJSgHXFgHUlrggUPH+/q0KFwlIoLIXCUmBgxWBAobAUYF0xYFWsVr7f1cpKbE+FwlIoLIXCUmBgxWBAobBWCFilb7n4Kv/91g89S8p/0/VD1yV9M7bct2hvUze3z4/J91Levk853rYtOP9SfEg0+Mph6ful/L/LzwqFRR34Y3cQA4YDA/tN62YLDWNPpjDOBRbCm5b9zvmIQbYC8J3LE59vWpZFYusK3UPjix8+v2nZb+Ujnp/9SHwvrVuUY4TkmPg/ycEYYRk4vo2CEcpQ2UW+yBrDNFmgZRqzszPoI5vyEv4W88jnf8fvFQrrR+4gnvk53CQDd+OzooGYVwGHZ8WplhLssjCH+S53WNvYwzn0BJrJnBNhWYhMjwPnlWZRIWHJf1yPfOC8Ej9SOueR0iZaryMy8bxgopjzvopP4R0riSsUT1I8TTGFIpk9l5Fd4leVnScDvFfTD8JqJ9n2traDQzDJ95ilEwOXlcKLVDFFGnzSe74+uJaF6NTyxSSpPJd9FR/fekcmZmS370Emb4LlFTTI6DWuno0nOchpgvUuOAQlLyuH1L6LDC7QlH/m+8tkKvvk5XYhWeKdH6R7SS4hA//3rAdHopNwk82qLoSJgQYcT72InkejiPWwhXtcPm7cuYGK+2yl/S3b4x3Ir1BYP0AnvEppMEgSb6fgb4J+CaPzFph9vhx8OZcYGJxDV8jW95c7kNvQhLu1VfAzU4OW1xnBzvb0cBtys/NQVNMhDMapyUdoa61HQcElVLcMorP5FjLzy9G14Oqq9V4l0s6dR8mdbsFO1xjZD7vfdBvZOYW42SHY7cXMWA+Ki4pwJtabbLWHYpS0AnP5rQG9NI2Ylf0zxVVy8T26J93xsrIs5XjzZaiQEb/M+lGMDrYikMw4R+Q3YGx4EL2PpoQVwUB/H1nHlJFtpAHcq6tCZh67OpvFHLnz6u1uRemVIhSUNwq2l26lBkDLLgbdnX3kMEJU4n393RiYFK1rvoyXb6UHhUH2t7+EzDfgpfxLZbjPZ1oKsHWjNjIePMKjwWYE2pohPLseQ339eDhNdc+TyWaypTU6M4uhgS5UV5Yiq6iKnE9Q+5K56a6eDly7VIT8yiZBjmSyNOoYV4y+7l6wzag5+tff20v2vGRCm3CfDHbWU9/loaypH/OyJtip6SEkIw/5F8vROTEH2VQfystv4OKZSKz9cDOOXrmJMPOvoOZ+CsNkdOqNJiKqR5Lzp74qFNb33BkMgKGnkyjpvkGxElfpKsYqXO+9Cb+yUPxZwF9glecqrPJaBc1z+ihqv4qynmq5vDdwqbMcDaPtwmz6kMz3Khv5Q3SBQIbSWjOhomKNkvv3EWRjCjvfUFgYmeJgSQuqs6Lx+ToVuHg54YvPNpGLM29Y6arCIiwHd6tzYW5qj/CoEKhs0sTphlFkhu3EOmUTuDlb4wtNJ1Q9aEUM23e39cYOZSV8rB8pGEiUn9WFFRM5qZFdo0hWmIXIz5co/jVFeYXF9/soVlOU8vK1jCJZauZBNzN0F5bbNsLYIxbZV++iY3AMY9NPkBHmCpejRJhyRTvtJHdjtIJw2g4lZVM4ktzajvtRWXMFmp+tha79HhiRxVT/zAbU5sbB1iMM/tZW2H+NjFrPkLVWcztc6Fiyoh0cJhkqiS+ON8RYUU1pFZA5u0L23nskyyqKfwKZnT3xXA4Zv5fy8rWU0siNG6/0ZodqYaG6GUZeJAd5++mg7e3YeAdCdtri8E2ycS67DydLJxQ0dMNNVQlfmbjC2lALFmRiu7+JlPY6JejYeJA5bW0Ep91CSrQHAo7kYp+jOWKv0TJ1pgH2lg4o7BDt046Tkw0rPR04BwbBaIcTLtSSlVK19dhEziDsd6hDzysVrR3VcHfzhJ+nE1avXo9I8mnptGU1PtT2Rz0tsr7RryTDT62QXle/QmF9j53EoGUAlPZUQSVNHdvTNaGerr0YNTK08XdRv8Iqd1JWfqLCes//TymvGjQzdBbzcZmvU1UQVhEjzIAjV49gq74PHhBtDk9HyHuQ1k6EhQTh08/VcOBsAXzNVbDBJg45SX7QcqQ9GQUfgy2IuiaDrDUd+mYBqOnqRXHBBeTlp0Nn/cfwyX6Ak/6msE1gZw6z8LE1R4BfIEx2hoBdCPRfjiOHF2GCU9pvrLDIt4VMi+J2ipoLkZ/VKP45xaUK6zNK06Eo5eWrMkU/iswohanBBkR6O0KD3KmtU7ZEUfMAMkN3w4n8GXKrRu5ihdxGziD0EJDLfsGmEGRpht3hYeRCzRWNlCK7e4p82IWSs9dI2JNZ5KtJ5LtwTzbqryaSz78Ecka1ZIBmnods23bI1DWJN20xaumIzz//xYKyYoVF8Wd/SfJyPnov5dXQgmyrCmRJyS/keLggx7avsU7VGhfv1iF0507EVxHPs/exy8QOOeTGylFPF+d4Bnp2C8Y6DjiVfYKcSOxGCyVNCJ6KXOHh5YnIjDu4neJN/iLTUHM1hSaggximzmCcPW4uhe7WzXCMSEFafim6+u/BgXwupjCR0aswMnJFYcU12Nv7obC0GDZ2e4V+zQy3h08K9zn3utgHr1MU78p7hcL6ATqMQcADfGmkJNwdfoD/OrQaq5xX4WdBP0dKfTonCwBcmp9XawzMwSsJ5EEkeNFxRdfl/VDW90NSrCcNbguczS1ARnoassvqUXzMBztDC6ncLIJtjXG8jgZAQxp22ofi5LFEGtyOSEgi90mqG8lpQDNOh+5acF81jmAXe/i6ucGU7K2zP5Xp2jMwIJCPEFqZt9eCliZ+2S8oLlVYRS8vy/J11BQg/swNuhPDuSBjaLsm4EiwD9xO3BYSw8l+/4HLrTjkaUOORsSWOuCwkzzLBMLOM1Zsm87z0KOV6NGTEbAOyMRMfwVMSDFoGtog9mKbQOe1MlAuIc/1Ksj+4Z9EZfX3/0grqeuvlJ856rh5AQfTeUUohnPB5uSg1he+FnZIuscmfh+QH0lr5NxqgretA64JTmvuw0bfHonpx2DlEiO4IZvrzscOAwc4uXggNL0Bc8MVMFLXhZ6+FaIvdgrEGRtPZyZRfa0YcVHBUFHWRkxqBnzIqW4e2fqX9V2FlZUXCsuvw8nRHwVXLtC5Gjl9oHJpQTbkaqtJoKNQWNQMbwyK/8d5GQhLI4OMQ93wfWxM2YpjdanCM6cvzSs984AeKYnD+x9sRNipU0g+vB/62zQQlttEM2wRtNWMyaFqIQ6HuCMsvRoXj3pA3yuLVmYyeBqp4WD1PMbunoCRmRf2OFnja8swlF4rgNra/4DtiRok7zGB84kWqoVcnJH3oYNpBdhjbgDvQ2kItPgS/60agAligvl4bb/SjkumQ/EjimsXrkp0pcn8ZWUF+ZouQYNcRzlFn0F2djZczHfQOUwlSs8E4ytNF5w6nYT1H6xB9PV+HLT9Gl+QL8aTieHk5XgPcq/kQPkTJXgmpiOEXHHZHizFNXIhpul0jDgGDtt+hL9abYUGQTm8nI9l+Su5Btmn6yC7fPWl/EvlWGE9brwI9Y1fwznmNMmRJcgRerYIR73MiZ9YnDzgjt8pqSOPtoR2X30Io8BjSAhxhDY5FH1w+wI2Kn0Kj0NnEUxuyxz35SEuwAa7D90kyrOItvof/Oo3eqibYanECeRhYyGszJ1wpvgCnGhr6RlzGLt1zJHeQ/b+uy9Cn7yE55WVwIrchmUXZkPf0Fs4VsgJ3gFlG3LyMMauXt+yTX7i/IoV1k/QAVSloKD4+jrA8PunIy1IPRqHyKgo7I05iKzyFmEAcfmm8hxyD+4Fn8gUNDySYbDjNkrJWzU7h7hVUYpG2gdNP2pDWVU9+npbcTgikPIew9nsfFS1DuBBXSWq2yeIj2eCd+w2OmEfbr6GQHLAGXnoBB0APxAO51mBSoPztVfKLCPGZXx9g3KstHqbriMqOACuXoGIzywXVhrPp/pxJj4CPhFJtIosRtujMcTYb4eGdTACAqNxqWkEo3TQrbVFFQ6+sQhPyEQ3Kc3Rrru4cquVqAKX4p2g65EueCV6I6VLZd6E5+XyMP2+RpIjJBCu3oE4eO664AdxvO8eDoQGIvhACvKuVKJ7oAn2Wl/B1H0/gvYm0QRGjkUaz2Orsga89oQi5HA22BVjO/1AcuMBb87J23acE/S80wTeJMw8n59Ged5JuLv7Yl/KZQxOjqGqrBJtU7TCetKP0vJb6CIHLBU3bpP7th56viO068P71xC29zCq+77p+HY5md61NIXCIjD8FJ3CM/LbKAEGrXyQQCufxvc8aDiwTFLgel4X5PMvzftjtM/SOlmOb/M9hX2uNki8QVppIQzezYSV4z7B0auUxm3L4U5RKowMdiGLT5cp/FRySPwITNB/z8fvwsnGGaXs5HIhjN7OgolTtOD3UkqTrvcuJcPQ0AE5jeKvuPJySHmWXl/Wn4wbCSMShuTpvev3CoVFHfiud9Lr+OOB/abK703zvmm+1/H2Nu+5zuUGkSQbrxoHB8n1GP2JBufj9JmZCTpsJldvNArly7ILrPbGWlTW9wj9K//ubXj6LnmXk4PTJDlkc0/RQy7U2DObJMdTkqOjfwTsVU2eV77vaLyF8sY+ofwiDUqXePsGbbl06f1y1+9SZjk6P3ba/wIzDQPCVyRKZQAAAABJRU5ErkJggg==)
Figure 4 future policy to meet demand on the basis of
estimation
In the above mentioned graph data used from
2006 to 2018 is real data collected from various sources of real estate statistics,
while data from 2018 to 2050 is estimated data on the basis of the current
trend in changes of demand and supply [5]. Above mentioned
graph presents that how through the use of current and historical data of
supply and demand government and regularity authorizes can plan for the future
supply that goes with the demand curve and make the country or city able to
deal with their real estate in the future without having economic issues and social problems [6].
Conclusion of Real Estate in
Dubai
In accordance with the whole
discussion we can conclude that real estate is continuously developing in
Dubai. Increase in the population, foreign guests, expatriates, and stable
income condition are causing to increase the demand for real estate. In
response to this government and private sectors are continuously improving
their efforts and providing new residential and commercial buildings to the
citizens to meet the need of the market. Macroeconomic analysis is supporting
the government and other regularity authorities to get a clear estimation about
the demand and supply of real estate in order to develop most effective
strategies and policies in future to cover real estate needs in Dubai.
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Dubai
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