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)
Blue-chip StockBlue chip stocks are issued by companies possessing large market capitalization. They provide good returns on stocks, offer dividends, and are considered safe investments. For example, if the current stock quotation includes a bid of $13 and an ask of $13.20, an investor looking to purchase the stock would pay $13.20.
![bid vs 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)
It’s possible to base a chart on the bid or ask price as well, however. It is used when a trader is certain of a price or when the trader needs to exit a position quickly. A binary option is a type of options contract in which the payout will depend entirely on the outcome of a “Yes or No? Notice how the “bid price” is from the perspective of the car dealer. The “bid “represents demand and the “ask” represents supply for an asset. Find the approximate amount of currency units to buy or sell so you can control your maximum risk per position. Liquidity Of The SecurityLiquidity risk refers to ‘Cash Crunch’ for a temporary or short-term period and such situations are generally detrimental to any business or profit-making organization.
Trend Trading
Best Ask PriceThe ask price is the lowest price of the stock at which the prospective seller of the stock is willing to sell the security he holds. In most of the exchanges, the lowest selling prices are quoted for the purpose of the trading. Along with the price, ask quote might stipulate the amount of security which is available for selling at the given stated price. Bid Price is known as the sellers’ rate because if one sells the stock, he will get the bid price. The difference between these two prices goes to the broker or the specialist that handles the transaction. The current price on a market exchange is therefore decided by the most recent amount that was paid for an asset by a trader.
- If you turn around and sell those shares, you either have to place a limit order and wait or accept just $1 each.
- So, if the two numbers are different, how are trades ever executed?
- These securities will lure you in with large price moves in a matter of days.
- If you have been trading for any amount of time, you are fully aware of the risks of staring at Level 1, Level 2 and Time and Sales windows all day.
- Since brokerage commissions do not vary with the time taken to complete a transaction, differences in bid–ask spread indicate differences in the liquidity cost.
- For example, if the current stock quotation includes a bid of $13 and an ask of $13.20, an investor looking to purchase the stock would pay $13.20.
While it may seem immaterial or easy to overlook, the bid-ask spread is a real cost to investors, and in extreme cases it may amount to a non-trivial https://www.bigshotrading.info/ percentage of the trade’s value. Because of this, active traders in particular may want to pay attention to the bid-ask spread.
Bid vs Ask – How to Interpret Buying and Selling Pressure when Trading
The price moves when the liquidity/volume from the current Bid or Ask levels is completely removed. The Bid price is the best price that buyers are willing to pay. In fact, there’s always a cluster of bid prices and a cluster of ask prices.
We follow strict guidelines to ensure that our editorial content is not influenced by advertisers. Our editorial team receives no direct compensation from advertisers, and our content is thoroughly fact-checked to ensure accuracy. So, whether you’re reading an article or a review, you can trust that you’re getting credible and dependable information. Before the advent of high frequency trading algorithms, you could sit and watch the bid ask prices on Level 1 and come to some sort of conclusion of where the market was likely to break. This sort of price control can occur when a handful of traders can control the price action as a result of low liquidity. The bid-ask spread is just one factor to consider when determining the total cost of trading a security.
Head To Head Comparison Between Bid Price vs Ask Price (Infographics)
, while the ask price is the lowest price a seller will accept for the instrument. The difference between the bid price and ask price is often referred to as the bid-ask spread.
![bid vs 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Y8amXFuf+4tZ+XlyxWHn/r0j/ar/AMzWo4R/1iWf/Xd/crqCzao9wi3lKn2GpbEph5tTgXzaUtSFgFKTz3ONHnjkDjpg67Sy3vH9tjB9XPH75XbXDRR8IWbGj/uaw+Zp2wH3OVTRGEvtycpypDQUjn/aLiE/5E1rNL6P7+Nregx0vx1t/wDSSe0KSCiUN454/ultex9PpzVVanWLPGddkSoTiZbO9LZj9otYBcSkJKkeHC0pUeYyAOvSvtvWt2t8K3xrJKMJUdh1EgtsNo7RxbylkkgZUNoaHPpswOXXO5/EVgW0MZ5MxwfTv9/ouZpMZTuQy7DtvtTtImHUjtIJx75aT6dZwtBGtNtv1wv0q5RQ44mwO3gFK1JxLXHYcK+R6bnFHb059K57XRdMXVF5vet7gwgtx3rBcDHa2JQG2RsDaAlPhTtQEpwOXKueFCg2lw+xUSkfGMfeKjTy9r3U39A3HbGVfXlsxnh/TaoYGvLXhxAEnaWtEnrHAlfNKV6JYWqOuSMbG1pQfTlQUR9k1ZEgcqga0vMNH+xledK+3GVtIaWrGHkb049G4p/zSa+KkGVDmlpgpSlKKEpSlESlKURKUpREpSlESlKURKUpREpSlESlKURKUpREpSlESlKURKstP/r7vqM3+Gcqtq0024pq5qdSElSIcxQCkhQyI7nUHkR8B5URVYBUcJBJ+Cv0oWBkpIHxVIts9dsmtzW2GXi3kdm8kqQoEEEKAIyME8q2V+416+1HpBWhrlOimzrc7UstxEIO7eledwGfZJB/aOnKnRR1WQvPtxO9Zd+0a3Wp9Ss3/R1pchtPMKtkFcJRURkrQuEdycebmKwt59uJ3rLv2jXym4Ootz9uAOx91p0nd0KErGMfDv8AqFalzaiu+nU6sM/XB+y9zd3FO0faUj7FRzC4RztJIz0iZ9eFK0xeGrFfId0faW63HfadUlBGSEuJUcZ/1a2adeWm7C4W16PMeXdlTWYyXkJUiGZDwUkpyo9CSTgDmfP1rnFe0KSYcxiWEbiw6lzbnGcEHH1VhdWFK4d5jh7Q4/ZW+ma7c2Pk0QR5bHl+QDlzHU3dJ9xzvnlbjVneulotxsMS7SG2WJCGdrDim0dm6qQpaNoONqtjeR0PZpz0GMEta3FqccUVKUSVKJySfSa0OqtX/nO/KkG3eTLlvNvK/TbwNnaYA8I90P7KztLCi+lS/NEOPPHMCePVVWoU7Rup3b7ERRdVeWerC72ec8d898qRb50q2TWZ8KQ6w8yrclxpZQseY4I5jIyPlqcNRzhaZtt8qk5muRi4rtjhSGQvwKHnG5SVAdAUg9cVU0rafRZUMuHb7GR915PqPqURbuJ2A7o6bhGfjgfQL2kSA81GbCSPJ2i2TnrlalZ/3vqrxpSswAOEe91Qy7sB9BA+wUiJPlwRIESU8wZLKmHC04U721Ebkqx1SccweVbWZF8v4Ww5K9qpJurilPLGVlKIpURu6/2awVS2Lk8wEpSDhKXEgbjjxt7M/IOdalzbmqWuZggz8ccK/wBE1llgytQuQXMqMLIn3ZcCXAZyIPbnlaS66JRbNN3C7tXAPpizkRvExsUSlTiFY8R5ZGfkFV+nojC1FMw5YZfZlugIC9zbbLzqk7SQCSlJHM451UvXCS88l5Ti/CltON5OdqQM/V9daTT2rjZ9M32A5b/KE3JLEQq7XaW09m4MjkfR9deFVlzToOBO5xI7CJIHwxk+q1rX8JeUG0nE0ntoVAT7294ZVcOwbvJazs33jiQvLVelHLGmztCal8SoylJOzbgdsoDIyf8ASFNN2W3SIciY9JcU6hTLIbMZJSlxW55JCt+cFDC0k4yN45EZqvtt8XH1NHvKkEobnNyeyU5yADoXtzjpyxnFfF6vpu1wnXBphcZc+SqQ4kO5SMlRCRyHTd//ACpFO5LBRcc87sczMR8Oy8tSda3NGnd2pNN4cwGn72GNbLtxxkg4iRPYK/4pwmUa+ukaIy0yhG1QShISkAR21HAHy/trF1teF8lPfF0VLfHOzygkuK6qITgDPnrLyrXOjxBOeiPobLxYUpTRCUrCUqAyfOQc49AqbN/kRaOPuNaJ74/juVe+I7f/AJru8Q0GwLirWeWDPljc0gSOfe5gccdoVKUqxXHJSlKIlKUoiUpSiJSlKIlKUoiVZ6WZZkamtEeQ0h1p2fHQtC0hSVJLiQQQeoI81QEs7o7j+eaFpRjHXIUc/wC7VlpD+lll/wARjfvU14XB/JfHQH9Fr3TvyKkdAf0VTSrB+wXiPEamrtc0MuMCQXDHUEhBJAVnGMEYIPwiq+vVj2vy0ytgAloeODwehgwY75BCUr9UlSFFKkkKBwQRzBr2nxhCnSIYXvDDq2t2MZ2kjP1VO4TCjcJheFKUqVKUpSiJVlp/9fd9Rm/wzlVtWendouLhWCU+RTMgHBI8mcoirKVY6fcsLVzSvUrEp2B2TyVJjY7TtC2oNkZUkcllJPPoOh6Vo73eOF0iyXKDZNJzos/fGXbpq31lWNqRIQ8kuKRtyFFBSnPj5kAAURZe8+3E71l37RqHUy8+3E71l37RqHREpSlESlKURKUpREpSlESlKURK9EvrTHXGAGxxaXD6cpCgPtGvOlQQDysmuLDLT/s4SlKVKxStmTng5k/9pv8A8tYytq20t3g8UNpyRqRSvkEQk/UDWhf48sn/ADC6zwoC43rR1t6n/qsWpCkHC0lJwDgjHIjIP7K/Kk3H9YR/sGP3SajVutO5oK5itTFKo5g6Ej6JSlKyXklKUoiUpSiJSlKIlKUoiuLZapki0yJraWgz2uwKW+hBJS2rdyUQcDejJ6DcPTSFFuunLlbrrKt6kFCUXCMHknY6lOVoJwQdpKfMQcZqXDUlGkVFRwN80fKfIwK9o2pO9H7T+cqWXoUFUSGvKVJxFSVhSfAQT4SrmOfo51WuqVXbjALZIPftjuvezFpc2Fz+ILvMBdsDYggASD1kgYjknpEq/i3k/nRctCeTR24E2Y1aVKG/tS0262yCCVEbuzRknGM5OPNWbn6YYRftQ2iAH3DbVlERGQVLV5U20kK5c+Th6Y54+KvnTM5+58QrXcpO3tpd4Zfc2jA3KeCjgejJrT3iVG0/rG8XN1DOJip21TiicPtOuraICSDkOtxjz5HnnI3VpnfZ1tlPktBjuQRP2EK3unPZ4JoOImpSrCm3vt2uqOaPQuLisVqllTOpLmlSm1hUpxxKm3EuIUhSipKkqSSCCCDkHz1J1PYbtCn3G4vxP5J5etnt21pcbK1eMJCkkgnaQeVSNX2aTHUu8CAiPCdnPw4+xzKdjO1CUgFRVyCTzPWtRqv+raT/AOI0/wAKK9/xZYKGyDPsn7A9ei1tF0J9y5zLuWFls6sMROKZbz/aQ6cc4gxzzKlTbvFZhy22mAQlUWM6cnPiWyhavrUahVascHtDh1VQx4qNDxwcpSlKyWSVZaf/AF931Gb/AAzlVtWWngTcHAMc4Uwczj/qzlEVbSrbS1ki6hvCbXMvUa1trYkOiRIICC4hla0N8yBla0pQDnkVg8+laLUGgNM2iyTrhbuI9ruM+3CMXoSEoHbdslBHk60uK7XYVLC+SdpRz9kMjhOVk7z7cTvWXftGodTLz7cTvWXftGodESlKURKUpREpSlESlKURKUpREpSlESlKURK1WjtT222hm1ajaek2YPPSXYyEA7nVNdmlXUHpuHXHOsrSvGvQZcMNN/H3+XqrLSdVuNGum3dtG4RgiWkAgw4dWmMg4IWy7utcrhzNvgipVMZuEeKl453JQGUhSfRjINY2ttB/qguf+NNfuxWPixVSnENpUElbqGgT5irPP6q1bJ0eaHHAcR8oCu/E9JpFg6m0B1Sg0mBEuNSoJPcnAkrxpSlWC5JKUqbNbbRHCkISk+VPpyBjkAjA+IZP7axLoIHdZsZvDj2E/cD91CpXohkrbU4CAEEDHxgn/wCtedTMqC0gAnqlKUqVilesZCVuFKxkBtw/KEEj6xXlW20ZpeFqu2NQmpRizWJT/aOGMFBbTsclI3bgfCWF8sY/SZz1zr3Vwy1pmpUwOp7La0+2q3t9QtKDdz6j2sAxkuMDnGTAzjOVF1svu4x7VBbaZiuCUtTaG0jKhMdbznGfYsNDr/YHnznMdsnyUs4O4qSfg5bvxCtLxD9sYn+zl/8AEJVZWvKxANuD6n9SqjSXFlsCOTun5kq60T/TKxf4lG/eJq44ne3Lvr879+azlguLdnvtuuzranEQpTUhSE9VBCwogfsq41xdYV4djz4ofSuU7LlLbcQAEBche0BQUdxwk55DHw141ab/AMeypGIIn1yuqrXlD/p5lnu/M/Eboz7vkuE9ucK4YTI1xo2LZobo8uti51zlrf8AClaMpKtpAOVHtBywB151PkAaotUnQdvIRce8zc9zvJrskRgCNwyd2fNj5a5/Cus2EyWYMp+MpSXkuKadKN6FpTlBx1HgHLpW54fzYlw4iyJUEvFhyG+UF5AQv+ZAOQCoDmD5zWld27rZj6jeG7nt9DM5/YLqdB1GjrGuafZlh/Npi2qnoacUmNDf8XBrSCepyFitQfr7XqML+GbqtrquqIkVzhLHuTkZpUsXJbAfKAXOzS66lKN3XaEpSAOgAA81crVyI+IVY6fci5pEARtJb9MSuGudLfpttbOc6fMptf8ACS5sf+P3X5SlK31pJVlp/wDX3fUZv8M5VbVlp/8AX3fUZv8ADOURVtKkQLfMukjySAwXXQ247tBA8CEFazz9CUk/JVzcuH2trPZ1aguump0S2pU2gynm9rZUsZSAT1J59PQr0HBFVXn24nesu/aNQ6mXn24nesu/aNQ6IlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiLa8HXXRxCtLIcV2ZL6inPInsHOeK8tOWi3TNQx7dMceS5MnIU28lxKUNbQFnckpO7O/A8ScYzz6VSaWv8AK0vfot9hstOvRt+1Dudp3IUk5wQeijVxqFNqhotFws9xZlOKhtS5aC8g9lIUlALYAwcDYOXMjzmqe5pP/FOIwHtAB9QXHP1Hx4XbW17bO8P2rKvtG3unVHtJImm9tEADvLqZBA4HxWauUVEG4yoTTnaIjvraSv8A0glRAP1VptIadE62XN6dDlpbkttx2nUp2pbTlTpdyUnckFhKDgjm6OfQGPdNKxEabt98sjz0xRj9rcwFJUmKor2oBAGU5IV1z0qtkS3obcmMEJ/lUZhhzcDlIAaXy+HKAP21sOebqlspOzME9QQR0+/qPiuV17TbiwuGMqMAD9lQQZBYSHAB3WBLT2ILTkFaNyz2yx8Q5duUt2Yw04ENKQ4lHjdKEhR8KgQkuE4GM46ivmXqwOadcssdEsBy5PyhJkTO1dOyIG9pISndndkHljAGD1pAj2FmHZr43d2u8Jb63Z7C30BLCUSkFOAcEZSCcEnOOVY5TylR0RyBtQtSwfPlQSD9kVr0LdtwQakktgScZEiY+IlWdxcv0nXLq7tQGCqwFrWu3AU6u2oGT3DSAf7gQQYK6npLU69Q8U7GpDJZaTESgoDu8FSYbnPoOfix8lcpc9mr4zWq4WT4Vs15bJ1wlNRo7Xb73XVBKU5ZWBkn4SBVLKsk+K0hyVEebcldi5GSR/OtOb9qh6c7eVZ29KnaXTmNwNjAPkX/AMSrzXNSudb0Chd1zvebm4LoHG9lqGyAMAkEDAkgxwrpdltMkWGH/KGVynGIjrxdSUjtA26pe3aOgf24J/s5zzwKnUtjXYLvKgp7VyM0+40w+tGA8lJwSD0PyVN1ER3TAGeZLZ/+HGq51Mk33SWnI9nImO2yLOkzENEKUw12oO5Y8wxUU6z6TqbifZcSDPTkzPyiOMqj8PWVDVdCuBt/PpAVGkZc8GoGFm3rAeXzkgNj3eMQwz26yjdtwha84z7FJOPqrQyYFxslguLDzUmOtm5x2dykKbJIbkcvg5EHHoI9NVFlabenoZc3Ycw14TgjeQgnp6FGv2/SDKvU58o27n18s56HFblQOq1BT6c/QhcrUNR9cMaYAg/MEEKJIkyZaw7KkOvLACQpxZUcDoMnzV50pWyAAIC2gA0QEpSlSpX03yUc/wCif8jW04Qf0w/8lJ+waxNa7hdcYNs1T5VcZbUZnySQje6sJTuKCAMn01oam0us6obztK6vwPWZR8SWL6pDWiqwkkwBkclb2eZlv4UsOJL0Z5M2W4hQyhQChIKVA9cFJBB84IrPcef6T23/AAtv945U1f8AVfK9ZZ/4U3ULjz/Se2/4W3+8crntObtv2HqTUP12n910F0zZ4fk8m0tT9a1Q/uua0pSuwXzRKs9NuONXJbrS1IWiHMUlSTgpIjuYIPmqsqy0/wDr7vqM3+Gcoihw5kq3yW5kKQtl9pW5C0HBBqfO1bqq5xDAuWprrLinILD8xxbZyUqPhJx1Qg/GlPoFVVKIpl59uJ3rLv2jUOpl59uJ3rLv2jUOiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiAkHIpSlEV3G1DPtVldtEcNKjXRhsSUrTkqDbzhSAQQRzJzUW9SIsqQqTGdbIdKT2aQsFGEgc9w+D0mq9S1qCUqUSEDan4Bkn/ADJr8rwbQY15eMEzPrxz8gFu3d9XvGU6VRxLaYDWg9BkkDsC5znR3MpSlK91pICUnI9BFdU1SuOzH0XvgsvLftFuPaLUsKR2ak4xtUB/eqzkHzdK5XVxK1dqCbFjQ5UxtxuGy1Hjkxmt7TbZBSEr27hzAyc5OOear7y1fcVKbmHDZnJHI9FeabqlOysq1u4El7qThHEMfuM/sIIPBgKNcrw7c2I0dcVhlMZOAWt+V+BCMq3KPPa2kcsdKmadvc20MXdUXs1B+2riLC05BbcdQFDl8BPOqSvpDrjaVoQogOJ2rHpGQcftA/ZW06gx1Py4x/Mqt026fpdUVrclpAdEdJBH6lbAJ0nFtMCa04iLcU3BwSB+mUOybWgpSORGcEffWPddW+6t5w5W4oqUcdSTk1+rfdcTsWskb1Lx/wB5WMn6h+yvisaFDyZJcST3z14+Cz1K5p3tz59Om1nstbDQAPZaASQOrjlx6noEpSlbC0kpSlESlKURaCLrS7M2hVneajSYZeS4pt1BG7DHYgEoKTjYkdCDkZq+4vynZ07T05/HayLDGdXgYG5RWTj5TWBycY81b7iPGMuVpZjtm2gdNxlFbmdqQkLUSdoJ6DzCqmtRpUbyk9oj3v0C7PT7h9bw9qDqzifLbQYJ6NFRxDR2AngLA0qTc4DtruUu2PONuOQ33GFqbztUpCikkZAOOXnAqNVq1wcA4cFcU1we0ObwUq002tLdzUtbSXEphzCUKzhQ8nc5HBBwfgINVdXmio0KZqJiHcbki3xH2ZLT8tbSnEx21MLCnChAKlBIJOEjJxgc6lZKttkqPCmtyJUTyppOQtnfs3gggjODjr1HP0Y61rL3xJg3fTMjTrPD3TUFx9SFeXsRiJKAlQVhKs8s80nA5pODnANf0pP/ACZPyQIKHURvygWLgptxptt1GrbWyh5JYLi1lJaUpvCht2+L2SfEVZQOD/lEcPuGvDfWNus3C7WjWprZJtaZb8lu6Rp4afMl9HZlyOlKAeybZXsI3DtOpGDSZEJHVc5vPtxO9Zd+0ah1MvPtxO9Zd+0ah0RKUpREpSlESlKURKUpREpSlESlKURKUpREpSlESlKURKUpREpSlESlKURKUpREpSlESlKURKUpREpSlESujcQmkto07cXVkMt6ehxlBIyrLrb4BA5AgbTnnXOa6frcLk2CPIihTrEfTlrbfW34kNrLqsJURyB5HAPoNVV+dtxRPqR9YC6awqCn4c1IExJtx9akfuue3yc1c73cLkwlaWpcp19AWAFBKlkgHGeeDUKlKs2NDGho4C5djBTaGN4GEqz07tNxcCyQnyKZkgZIHkznmqsqy0/+vu+ozf4ZyslkvzT8WyzLmli/3JcCGWniX0tqWUuBtRbGEgkgr2g8uhPMda1mpLHweiaYemaa1rdJt8CmeyiOxFJbUDjtMqKE4xk45/2fPnIwVKIpl59uJ3rLv2jUOrO5Xlx+4yn2UxFNuPLWg+RtcwVEg805qP3nJ9yifRGvw0RRKVL7zk+5RPojX4ad5yfcon0Rr8NEUSlba3am0M5EV31p0Ny9hVmLDQpCl4e8I3ODaOcfCvFtKVkpWPCqjv14gPXmY7p+I0zblOkxkPQ2gsI82R4sfFuVjpuVjJKYxKpaVL7zk+5RPojX4ad5yfcon0Rr8NFCiUrW6b1FpVDEhrVdmbcUhgpiuRILalLcKjzcytATgHkQFexwU89wj6pvenX5TZ0nADDA7XtPKIDSCf0q9mBuc/u9n9rlnb4ykuuEWapUvvOT7lE+iNfhp3nJ9yifRGvw0RRKVeWK+wGJrab7bYj8JbqC8pEJsuoQD4tgBQDkeYkfAR1q31Lf9DP2ttvS1pejzQpBWqTBZ2lO53cAreodC1/Y59PDsJdJ0lYylS+85PuUT6I1+Gnecn3KJ9Ea/DRFEpVlBvJjy2npUGDIZSr9I0qI2ApPn9iAfrFaljUnDg2CSy9p2W3dy1tYc7Bl1oOdiobjgowC5tONqsA9VbCl2YRYSlS+85PuUT6I1+Gnecn3KJ9Ea/DUIolKl95yfcon0Rr8Nbqzap4VBmOdQ6UmKfDb4f8AJGGggrLTQbKQpWcdol4nmMb0nxAbKIFzqlWl0uzDlzmOWmMw3BU+4YyHIbQUloqOwEYVz24z4j8Z61G7zk+5RPojX4aIolKl95yfcon0Rr8NbDSupuHjcVCNZacedkJkNkuQYrRSpgKZ3pKStPiKEv8AMEYUsdRjaRYSlabV9801KuqXdF2pUK39ikFqXGZU52mTnn4sjG0Z5ZIJwnOBSd5yfcon0Rr8NBlDhRKVL7zk+5RPojX4avNM6ksMJx3859PRbg0lG5lLcdKFKX2jRKVFJThPZpdSCMkFecHAAIsxSttq3UGgZNqtzWjbLJjT2220znZcRnY6sNjepA3K2grzhOOQBO47whvKd5yfcon0Rr8NQDKkqJSpfecn3KJ9Ea/DVhYL7Bi3eI5frZGmW3t2vK2kRWw4WQ4kuBBAThRSFAZOOfyiVCpKV0m+6m4QvWm5tae03cmbg47ugOSIjBQ23saGxeHDzKw6rdg4Hh2krC2sD3nJ9yifRGvw1EqYUSpzT7QskuOpYDq5UZaU+cpSh4E/JuT+2vjvOT7lE+iNfhr6au8ht1Dio0JwJUFFC4bW1WD0OEg4qHNDxB9PsZWD27xB7g/QyoVK6rH1ZwOLVsEnSF1S63bUt3BSYzK0rnHssuIHapPZjDytuUlQUEfoz+kTzZy6PFxRaYipQSdoVFZJA8wJ2DNSDKzIjqodWmmm1PXNTKCkKXDmJBWsJTkx3OpOAB8JOKjd5yfcon0Rr8NS7XeSzIdMkRkIXElNZTFbB3LYWlIylORkkDNSoXnp2wy9S3VuzwXG0PutuuILgWQShtS9vgSo5O3AOMAnKilIKhrtTcFr9pbTL+qJuodPyGI/Ybo8eU4Xz2oQRtSptIVjtBkA8sHzc65+CQcg86URKUpREpSlESlKURKUpREpSlESlKURKUpREpSlESlKURKUpREpSlESlKURKUpREpSlESlKURKUpREpSlESlKURKUpREpSlESlKURKUpRF//9k=)
Hopefully, after reading the above points, you will now be familiar with the meaning and importance of bid and ask. A firm understanding of these stock market terms and various aspects, such as bid and ask spread, could help new entrants trade easily in the market. If you want to buy shares in XYZ without waiting, you have to pay $3 per share. If you turn around and sell those shares, you either have to place a limit order and wait or accept just $1 each. With a limit order, you specify the number of shares to buy or sell and the maximum price you’re willing to pay or the minimum price you’re willing to sell for. The brokerage will buy or sell that number of shares at the best available prices, meaning the bid/ask prices. This can be dangerous for investors who want to buy or sell shares of that security.
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The x-axis is the unit price, the y-axis is cumulative order depth. Bids bid vs ask on the left, asks on the right, with a bid–ask spread in the middle.
Bid Ask Size: Understanding Stock Quote Numbers — Investopedia
Bid Ask Size: Understanding Stock Quote Numbers.
Posted: Sat, 25 Mar 2017 07:30:21 GMT [source]
One of the limitations of hypothetical performance results is that they are generally prepared with the benefit of hindsight. In addition, hypothetical trading does not involve financial risk, and no hypothetical trading record can completely account for the impact of financial risk of actual trading. For example, the ability to withstand losses or to adhere to a particular trading program in spite of trading losses are material points which can also adversely affect actual trading results. If they had bought the other 5 shares using a market order at $11 per share, for example, they would have a further $4 profit per share for the additional 5 shares. To avoid the costs involved in using market orders, day traders can employ limit and stop orders instead.
The below image quotes the bid and ask prices for a stock Reliance industries, where the total bid quantity is 698,780, and the total sell quantity is 26,49,459. Bid-ask spread trades can be done in most kinds of securities, as well as foreign exchange and commodities. The difference between these two prices is known as the spread; the smaller the spread, the greater the liquidity of the given security. The spread of 10 pips is part of the transaction cost of the trade you take. On the other hand, the ask price will be lower than the current market price.
![bid vs 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ryd+dw547Q/PtONBtV9apfTp7TfTyZu+Xoc7OuVGSZdZTtDjSUoUUurQFcj18oe4dgWP13urDEquGun40IIbZosfBoB+YUPOoLoltbTTVuxmqprf+2Eu/p2e/Ka25VqXW0WmCsLJadXyo8dh2jnX50KUhxFRnLNrDzE0hhL0jKqVlJWGgQkk/wAJfEYrZ6OOrC05tFWofTlXpCqNE+FOMopm9CVAhQAU+RyDjPfBMP7006I6sa90O6Gq9q9XLTuC0K8qhVanztGlnnW3kNoXgLbc2kYUB27pPcYijxqhxWpEZwqVsZadb7EDlsqHtLU11RgrKfCO7UcYOc4gC7AD3b6k3O+ilBp+4z1n9BSKNU5lDlTue1naPMOvc+HVWEloOL88pfaQs9ohJ7J3S+QuDqDrF8fkN6R/a3t4SFQS/wBxVplxxvt2ADbT4+RTEoehiQrXT7rXqr0h3NXPym3Lrl72t6dUz4RmmJpIRNFKckJAWlv4R+l4kLDqWpNg9JHTbqzdOk9uqpde1BnHciWcddemqvP4YCmwSopI3KUlCAAFZIGSYvMt7Fx1UtrC/K5+hH9Kh7PWpavVbqPqnrncCxUKNPXCumUBSSFJXT6fLuoQtCh+i4rCvuETJ9mq0h3oosBlSvhcZn0njyM49mGotD2d1z6caMqpQ15r0nMSlHcmJiTlZCVLLMx4JW8hCijcobioBROcQ63s10OudElhttqw54FQSknyUZx/HaK+koqmCrnnmkDmPLcoH6QBrfzXB3p5Htvl7tr+DRfr+om3hZMhI9AT2n9NqdEsjrhXRKZvmVIpqqVJLW2lSlKLS1KfBKh2J2jnPA7QzPTfojY+pOldAv665ZE5W2PyrLKmEpShLiJeZO1e1OASQCPpCIt/oS1dkm9t9dLOoFYqjU1MGYmqdWaQliaBcUUqHi7l9sckw4cra926Ks21bd9aV6uae2pcNZZtqRmRWaM8xLTM0VqCQ000VKzscUTnsFc5IER8WwR1XCW0bmxuJuTsToRyGvum4xDGHsfBcFsltrZnNtfcHzO+ilr7LZpLPSdJNIIATcVZSOMY/dSv9EMnWPZq1u6q1W7Pt/qtpCaK5XZytGjoo8u/Oybrysq3kL3ggYHJA4zgEw9/su5cyfSuzK+Ip0sXNW2tyjyrbNqGT8ziISaY2rM6PUqW67KFMTK5u19YKjRLoZHxIdoky6hhwn++BfIBJI3KbOOItmRNytDhcj69VIhc6ENLTYgbjyU3dS9XbA6EdF7T0AsaSql13q7R1SFqUVlhTj886CQqaeUgbW2/EUpavPAUAOCRGqwukSkVjQN6ytQqkJisrcmKjOuNupx72pSlLwoYzgkjI9Ifb2j9jKn9P7T6mbREy9OadTrU1OvU5ZS9M0GaUlMyEKAPABSrOCEgqUeAYVtpdIund0WjKV2hat3vO0i4JRE7LO/lBP5xp4bwcBHmFcj6xV4vQ1tfFkpJQwixBNybg/RWNNiTcPpZ2hhdI9uVp0sOZvcjmBtdIjoB1QqtKZrHRpq4UTlYtSS96t+amUhbdYoLuRs54UWs7CPNJx3QqMXUJTbO6RtKJXpt6WqAaJeGslUmm5ItuuOGUaIQJucW6rJQlttSEIGeAfh+yTHPpWk1M0i9orpXRKRXavUmpuxqw6pdRmPFWkhaxgHAwOe0KTqms2Qvrrf0Etyozk1Ky8zQbiKnJVwtuJ2obUMKiaxlS2lDHuHFtuNr238rqip31Io2vl1lyi/TNbX5qP8AYXQDYFOpYpU9VJmYn5TKfFCseIraCTgduSY7ln9Gll2rXKy5V5lU4plolpL2MA5Bz2+6Jo0Hplsq3Z5M/KXDcbygSopfqKlhWfM8RluDptse4qsqsT9ZraXlJ2FDE+ptGPmB9IpJ8FxWYNy1dtRcWOo0urTFMUbLVUUtBFw2xPa5/wCHM5oba3jrqoI3z0L2vctRZftKf90cmQJmYSFDb8ROQB5ckH7oySXRPblKdpFwUqtJQ9Iv+OpBI2lKUEKHPqSDE32+ljThp4vprNxBZTjiqr4EfI6VtMEte7iqV8oznaao5EN3Z/G5CR8Z3dbCx2O1/JZmugfiFbUTTg8OTi2bmAAzAZNB05pndSLDtm/rLTatcLS0NSQShXGQOCcH7z+JhhqZ0RWPL2y0mZqgcmjMNHeXBjb4m45H8UKGIm6vpZ0xWoFVRrhKUlP/AITcwAfkDH0Ol3S3CkGarRBIODU3cZH38R2n7L4jR0fw1PVZfIFambG2swZlDTQ2naxrA4kEAAa29UxFa0m07Rbhtj3KVLElIAqQCPzpBJ5/wRHEs/RDTeh1Vu5penyIdUkBW7GM9gMeUSWc6YtLXFh5x6prUBtJVUXOR6HnmMw6bdKNuwe+jjBAqCx/TBR9lKump3xOqblxuTY7KR2bx+HBaOeGWAOfLIXk3bsRYbps0P02WQGZN1lDYUMJQRgdu34GNS4apLppc4gvIUrYEY3jnKv/AJYdZPTjpM2oHdNbgQfiqC/643RoVpT4ZQqWWrOM7ptRzjt5w2zsURIx5m0aQdjyVnL2xjklhdwbNY8OPeGoF/3soJdVVblKdpjJUyWUkGaWg7Ug4BKh6fUxzejiRfrPUNbjTjniGk0p1wEpORuKQP8AJMTmuHpn0Cr0q1LV+iykyhgpLZfmidhHbuYZbTSxtOtK+pa7rjtqpJco1Ct0TE14awpEsE71lIPOTgRsaanbQYdJFmuSb3tbcrJV9Y7EsXkrCABI+9rg2AA008kgutjViT0s1DmKkypt6prlkpkZYn7Shn41f3oP49ojt0s6AXP1i6h1S6tQqzVpm26GQ9UXG3dr88+cqRJsrV8KNwB3K/RR2wSCGV1z1cr2tuptb1Brkxk1CacVKy6fsS0vuPhsp+SU4GfM5PnFkfQhTrLtXSfRimzNdnJCu3K/cNeYp6JNXh1OYBeZLjjoBSA1LJwlJIJ3A9hD8NyO9ySWxZSXDdxSquvpr0Ss2zqk1afT7YFeplFp5nqvTl1JwVhtQSpTgQ+Qo7tifh3LTlQPI7xATqd0NtfTmVtTU/Supzc7p/qDKmdpSZw5mZFwAFcu4f0sZOCeeCDkjcqzmRuIaTzl5z90WbY9mSlanXBQWaZNpdqtwTalLCXXWyhKStZIOPi2ZJUoJBMQN679Vpe6Ld080veuqQuW4rclnZ+4qpJlnwG518A+7o8LDZKBuB28DAB5zh52yfFmjVRDD5AKSO0fK1bhkmPsSjqhkJ3/ADSf6oxONus8ONrx6Yhki660ZtlppmHpWeEy04pKuMbTt2kHvkc5/qESK0l6i51hDFu3/MKmZZB8JNSOS4wcDAc/hI/vu4xzmI6zSQgJcHffGVqYWzh9snORu9CPpACWpMkLZBZwU9Z95pxsPMOJcbWkKQtBylaTyCD5giFrRJOdp+kFRuiRq89KOomNoSw8pAPcc4PyiK/T/eb9QpM/as5MLUZEImJRKjnawrgpHySr8MxLi2XG57QSoyTgwdzjwP0Uv+qI2IzmJsRbzcB6KupYctayndzzD3aSPomkpT6XqtT3X0uKUqaQouE/b+LzPmYmnoaEKkrgWgcGqHj/ANS3EGbfnnVVWkg4U2Z1sBOf74ROjQlZcp9wKUjb/ssoY/8AVNxYVGjQAmqP88D+7FOM4PlGs4kRuudjGs4kHmIavlpupBjUcT8o3nEiNVwAiBC0ykZgjIUDMECFroJxGdAPHeNxEm324jYbkkeRBhvK4poAr6kgMZx5xVf7QWxtQdVOp+pWXp/Rpmr1FElJzjctLkBQQ2wgqVk9sFY+8iLW2WEoSQPlETqFblbc9o9X62KPMpkEWWvbOKYV4KiRKJCQvG0qznjOeI6QWC6Q87AqEjNI9pBLXnaV/PU2uTVcsRp9ihTE3Ly7wlEOsFhwBKhtXltRHxZ9e8OK9r/7WqXSVuqdSPnQqf8A2cWaTFNmlfZSSfpHErVHn1skpaVgf3piN8TMeSUxuUAXVaD/AFTe1QliQ/PPAjy/IEj/AGcNTTbh6+6JWrhrtv1W5qPN3VUl1eq+4JQw3MTakhKnSlIwCQAOMYxFnNZt6pGZWCycj5RxVWvUlHd4axn+9jgq5gdAnjFHILP19lXNQ61170jU2n6vMz9cmrtkJFymMVGoNNzCkSqySpohaSkoytRAIOCSRHa1Vvz2hOtsjR6ZqDMzs0zQao1WJAS0hLyqmptrcG3dzaBuKckjORnn0ifn7Eaqs4DWcn0MY5m15iSlVzk9sl5dv7bi1YCfqYDUzHkjJE0Wvoq/Zu6faOTcs7KTmod7uMzCFNOoXO5CkHgg8cjBMd3SvU32iejVjU3TvT2dRT6DSg4JWWXSpV4t71qWr41tlR+JRPJ84mM5V7JSMO3dS0n5vpMc6Yr1gJX8d6UtJ/8ATJ/rg+JmO4XGxRMPd/ZR3/unPahDJNzS4xz/AOApL+yhudSNSeu/qPpMral81sT8pblYYrEv4FPl5VbE60hxDbgW2gKyEur4+YOOBEwpi69N2mXVKvalfAk5/Ppz/PCB03uzTaTcrczN3hT2i/O/AS+kbkgYyI6J5ell0taDZMtpffXtA9BrG/YdYVfladQ2Jl+c8N6nyz6vFeXvcWVuNlRyok8mG+kNI+rmuWjVLeZr9RZt65ph6oT9MbmSmUmHnVha1qaHw5KkpPb9EY7RMm7tStKJW3ptxV5yLpCOEpfSSfuEbFj6qaRTFtyRmbykZdaGwgoU8kEY+sBnlXHNj0uoj3z1f9a2ltst6MXXetPdo35JVSDJv0iUmA7JeH4RbWpbZKsoODk55hG9ON5av3XPsWVL663PbdEprGGWmKq6222gAkIQkKwB8h6wterFVnXnqNITFvVWXnpdDSkvOJWCkZPqIa/TGxqNM32/JVmvopFLc4TMBW0Y84kxyHLmcmZWNf3QNE49xaqau2LrPJ3zptqhU6hX7akHaY1VKu4mfw27yvaHQoAHcRjHl5Rwb/146ltbLsod2XxqQ6qsW0y/LU6cpbDci6wh7HipCmQnvtT3zHDvihyNqXHM06xrmTVZNeVKfKuO+AM+ZMcilGtpn2vFnWGG1LAcc35KUnuYfZJGRdIs9oy2SxsqtdRV/wBz/sOpmtd4pqCiBhdafAwf5UO8vpf6wFkb9cbkI881mZ/z4Vmh9C6d9N67K3tWdS5SYqimwp1tToISr0iRCupzp9QMqv2R48vGiHNLJm7my62GEj/kAv6KKDfSb1Yv4LuudwYP/HUx/aRtI6M+qKYI8TXav8+tYmFf9eJTI6rOndnn9nMgfL99/wBEZh1e9ObeN17SWPXfn+iGTJMd13h0rdCAott9DnUis7n9ea+c+lXmP8+OhKdBevhIMxrrcRyewq0x/nxJlHWZ03tgkXvKFKTjIJ/oEZP7tfpsaxuvSX5GRyr+qE55Uq1Ltf5qPkv0F6vbfz+tlyZ/5Wf/AM+NlvoB1NeOX9ZrhWB/xq9/nw/f93B02IwBeLKiewwr+qPk9dfTWjg3Y0MHGNi8/wA0DTLdcDaU9PdMg37PO9F/E9q7cZ9f9lXv86OhI+zmrzqgH9W7jVk+VUe/zolho1rFpvroqbTYVVE4JIhLpSCNpIzzkQ7lOtdzxd/xDA7wv/mOxTjWU52ChBb3s01MzrE89qjcTxaWFbDUniD+KjC21isCxumbp/1FmHbtkZSuXVRn6dTWpuaAmJ+ZUgIDbSSdzhwTwkHHcxs9X/W/I6LOzWmGlKZacvFsBufqL4C5akbk52hGR40xgpIRwlOQVHsk1n3jfl03tX5i67qr8/VKtM5C5yfmC7MBJP2QrgIT3+BsJTg9oGucz8w38FU4litHRPyxtzPHy80npG3HJcATziWin9BZ+L70gFQPyOPrDkU3V/UGg2rQ7NpN6VVinW3MzMzS0S7wlvc1zAWHi2pGXRuDjmfzuPiPA7Bspqty8oxlO0BIySTxHa08sG99WKi0mjtop1NWQPfXyAVjOD4aT3+vb6wiWtdC3O92UKooW432gm4VILA6aaD1P8raq9xz1bmBN1ueXUX9u3xZ11cw4RzkFTqlH5xy3LppNPAQuoSLW442BLaeYmtYXQvYLUmw7XpWYrD7qAVuzbynUlX8UEJx8sQ9VsdM2n9tyxl6FaklJLbAJU1LJbz8/hAP4kxRPxxrz3A5w9lsoP8AGlQ7WuqQD4XP1VXr9zSCSFOq4UOCprv9OIwouO3XiEuTrTSz2O8IOPl5fiCIntrjdWj+ncwzRqqpc7U5lClMSclJeI4tQOMZ5PfjgiIzr0/6idU6garZGhNRl5DxMhdRbQ2lYHycPbBHGPxiZTVlQ9udzco8SkTdiaWlfkgq3F3gP5TOzMoxONEyj6X88pLZG/HoU9lfVJH8WNaVS3y2FkEKKfi7FQ8uexHmO8STt/p5pF5TbttXfpxO2ddMg2FuBrDTb4J+2hSOCMj1hreoDpu1A0rpirnpdVcn5FtYS6VjLqUDONyvMD589olwYwwyiCXQqx/9axCmi4okEjeuocPRYdH5/wDJN8SiAspTNtOyp54VuAO0fykgj74nrYzb0xopOttNrWp1p8pSkEkDc5j+iK0NLbmRX67SJeaKEVCXnWFJSn4fEysJzz67v5otRtWuyOnk9TLSrEmhozlOSUoc5BXgZH4kwjHZy2OJkYuc1/RoKzkbXOxmkY3QEm58S0ge91FuzX2jd9Dlnn3EEVNpKwR9n4+YsJ0ODXuFxlhzxEflt0BX0bRx90V+1Yrk9ZkSgk/DAru5vAx8JcBHHpE+OnRXi2zXnefir013+iYv5X5omP6/ZNMi4Fc6D/Uke1wnRWOORGu59I2l4xzGs4O+Iih6uFqu59I1HI3HPMRqLEdz3QtdXeCPVDJggzoVKv8Adg9Uh/8AHdcf3KaH/Uj3+7A6pf8Ay43OPo83/mQ19Po1aqqd1JpE9PD+ExKOLB+9KSI6qdP7/wABRsmuKB5+GnPE/wCTDzYpXfhaT6JgywjcgeqXh6veqLGV663UD6B9A/6sajvWT1QIfRL/ALe92gK9JtI/Vtjj6T6S1jVXWW19H5usuWeq4XX211CoU0rDHhtKcz4a1N7vs4+0O8TMlvY4T9TmSuV6rKVMOoTu2sWqF4HbJAnIQ5pGhNkWa7VouopK6ueqP9LX68k//v8A/RHKqPWP1PspUGtf7zLh4A/KKomRUfY21iXbCqp1UU6WQs7Qp20wgH6EznPERC60OkdHSXWbWpbeqUpe4uOWmplTsvThKCW8FSE7Th53dnfnyxt8/LmV3VDmNPIKyP2cd53vrF05vXdqVc09X6s3cU7JpnJ1e90sobYKUlXmAVq/GJLGgMFYy1gHziJ/TN0f9SGmWi1IY036t6XQKFW2EXE5KTNjtzPgOTDLal/nVzIOAlKfIDgniFZTrA6lLgnk021/aE6eVmokFQlWLTk3HFgckbW5tSiPXiOZFzIbWCkK1QGFHhvB+kMv10UNMp0s3jMMFTShLI+JJwftp8xCemdbepDpjuCnSvVnb9s1qwqrNtyLd+Wv4iG6c6skIM7LLAKEE4ypIwOSFKwQHH68i0vpIvdxlY5kEqQUq75WnBBEcMYCRI0tYVURp/0+TV422zcHvZS24M5KwP8AXtHYX0/0yRmPdZ+bcScZA4OR6j5Q+XRt0w609S+kszc1vawSdg25T59dKp8uq3k1Bc6G0JLjxcLzZA3qIxz2P38Xqh0s1N6Rr1taSv8AvaW1ApN1ScwJSoN0oSBl5lgp3NFO9wH4VoIOed3biLOFtK+zX6eNvsq6dlXGHSMGbnYEa+4/dJlzp20onaDKSdKmagmvEBb6nUbWynzAJOPwhfWb0qaJVJmnS9ScqDs3MNlS9pGArjA4V9fxjUk9UKc1oDXr2kreb/LUrJPqaeeUFBK8cHATzgntmHy076Hdd74sCztQ2eqKkUv8r0aTq7DAshCzLCYYQ7sKxMp3YCsbsDOOwh2dtLAQGWcOov8AukQfFVMbszSw8gSP2umi1D6KrLMrJrsVqblXfEPil9QA29vUmE4joPnUSjU5N1lpCVH4khztk/SJPVbo26tnZJc3ZPVVZVxzDPLbE7bypNlSvRTjLjxT9dpiLWsmqnVn0911m19bLVbpqpwrEjUJZ3x5Cd2n/c3OwOMHacK5GUiG89IR+FPGCqYLBwstupdETci9inVpUwyEpAcJwAo44Bx84wzvRwzLtuba0pwbSpJKsjdjt8/KOh023vr31X6mP6RW5qjJWJKydHXVVzSqIifW8pLoTtILiCPtDnPl2iS1T9n91DTSUInus2RQnORmyUI//wBUJMlNybopDYJ8l8+vyUOv7kyouBKnXEHj+ERH2ekacIG15oHvy4f5olg77PHXRLSyetSQxjzs9H6v3XEKelut619T2rdD0ilNWDa71TkZubXU/wAmibI8BCl48ILRnITjO4Yz5wsTUu2RJMNSf1JUHpGm1DBnWx/Lj0dIbxIK59kAei/9MSXuHoC1QtJlqauzruo1FZfUUNuVC2mpdLihgkJK5wBR58o4tQ6AupCsUB2u6VdXNqXqpGfCS5IGXZdI7p8Zlx4BX3fUiOialH6ECCoH6kwrfSCt15LaJ9slR814/pjttdGM02nw1htSljI/Owx99Xt1FaTXvPWDqM5ULeuSlbVOyyylQUk/ZdbWMpWhXcKBIMajnUxri6+H3NQagVpSEg/DwBx6QGpphsxJfTTyCxOnmpRSXTHTKbTkyE3b8q48rgLL+ATjI8ozK6XKdMyzbDdvyIW38Rc94zn5YxEUpjqI1lnXUvTF9z6lJ+zykAcY9I+h1B6zKz/2waoNydpwsDj8I58XD/okikqBoDp5/wAKXcn0y0hZbdVQpEeBjcDM43c/xeI26x0maZv001Obl5aWmHScoQ4Vds+fnzENntfNXnJZUu5f1WLajuKQ4Bz9QMx3LT1o1PqlQplInronnmnplCD4jxUVDn4Y4KmFxtkQ6mnYM11P/wBmxaMlaV1X/R5NSVNycy1sx2wUdonwh3ySkD1iDns9i8i+9QWphJSoplFkHk5LcTfTx2OIhP0e4DqpVIS5lyeZVCWq1r33Z+oVdoOp6HTc7E8+7Un3c/uiYccK3JhJI+JDiipaVDjB+UIWoTaEhQSpKiM8+sXv60dO+kevVLbktRrWZm5iWSUytRZPhTksD5IdHO3PO05T54iDmqXsk7jW49OaSamyM00cqaka8wtlSfl47QUFfe2n6xCfFrcLMVeBzMnMje8CfVVyUxclWbsZkKof9jZFhyemwP0whJISflnA++JL6LUHrEqvg1O07PptLpKmwuXXUQlhK2sDZtTgq7Y5xDNL0jvHSDqQd0p1LoyWZ95wyi/DX4jLyCAtK21fppVsx5Yyc8jEWJ3Nq9NSK6BYVgUYVOvVzZJycskcp4GSU8cAd8kAd84ijxSYxSNiawOLhzXq3ZXD2fAgtdkDdSRpr4+SdPQi4LzmKe1SdTZeXROstfE7L4U2lYOMZzmHhnPcfCWGjklGDxwoRBUXFqHbl8OW5J3fIVCqMLd8WTYZUlsuMqKXkNPjKVraKSlYG4JKSCRg4lHpvds7c9uTKa6oys/LJCVZGd4UMhXH6x+uKeoM1I4MmjykjRaJrYKlvGglzAafykDfE1pFpNMTV4TlHpzlXWdpmCwlx5xQOUpA7k84A+ccaT6qay3TE1RjTC5X5JW9TkyGUoaATjdgE+WRnIjNfGmLVdrH5enB4xZcHh7fiLf8JQzwFdwM+oOIQ9+2BXbs1pt/UO1bmp1Gpdurp65KRepviTsmmXCA5LS74UPDZc2blAJJKnHM7gee0ToalrnVclrbAKRWMlpg1tJEHk7k8k6lF1MsTWCSl6nKSiG5lkkoccSA62T/AAVeYPyOI0ta7TRXtKK3JOywmFLkXgkAZJIST59jHUszRS3016o3SujJll1F5U2pDSS0neo5JCM4GT8hnzhwqvT5V+SckXkp8MoKSFdgMd4qpXuEmZvI6FWF4x3LbjUBVY9K/S1TdRa/NXpc1SqErI25UGiiVlgEOTTgwsAn9HnA49e4iX+pkzeU3dJfuSlyiVUwNvSM6y6tT6G8hRbWT8KgUoV5DBSMRhsaxKmmr3LIWfMqp3hVoOP+AAlXiJbSoA5BG1YBz9BC51bqks3p/M3DNqDM1Ky/u00chWAVpTnPnjcr8YtX1stTWMc4+A8Nr+6iUuF0VLROL4wTY3PMEatKYPUGn1hvW2k1QybokjOSqUveErwyrAx8XbPMTa6alres6tvrI5r84OD6ED+iIoau6yUua1At21bYZkZqnTTsq9MTKcqcSQM7QQdvJH1iVXSw81N6cVCbaRtDlfqGPoHCP6I2lFNJNRsdI3KdgPDxXjJqX1eKzSuFgXOt5XKdxfaNdfaNlQGDGs5CiFarWd7mNVYjadHeNZyEoWuU894I+j3ggQqeNXOqzVy9K5M0CmXpQbSZT9mSpf2GiVbdnjBISTz9pOE8d+xhJ3g/1N6HztIqdz6hT6G68Jh2nTcrW0zjTwYWlLgwCQMFaPLByMZiPk+fFU9NlWwqIbRnjKBjKvoTjH1MdeRmJh+STSJ2ZdV4aMyxW6paEBXPwA8JyQM4HOOc8ROkrqxzgTIfoozKOnjFmsH1UipDqnt7UGaoVA6r7KRe1EpLyzL1GTmXZSoSSXAkOKy0pIdSdqcpPPGREn9ErY0Atfrb0IrXTW9Ms0G5qVcCqgEVN+YQ+W5B8pSsOKJGCAdp7FIOMgGKtJp2ZS8tmYzuSohQPODEqfZfTL7nW5pxKrmHFMtIrKkNlR2pJpc1nA+fGfpC/iTMDxtT15/ymWQ8J1ozYdFJ/wBtrNTbKtLWGZp5ttX5SUUJWQnOGucesVZPuPrSVuPOLwMAqUTFo/tuf37SzH8Go/8Awoq1cV+aUnz4/niNYqS78S/Q1X6HWbm6C6pbdtyL85VqrpTMycjLsfvj0w5SlIbQn1UpSgAPPMV0t6S0u5tPbUs/RTo51StPWeSeppRd7zDkhKy020tBdmVOmYISnIJyUJxweMc2Si8qrpx0VK1BoTbK6la+mjlZk0vIKmy/L00uoCwCMp3IGRntEcOgDrm1Q1x1NqGlus1Roc5MT1DbrVCmpCSEqpRSrD7K0hRCsA5HY/CfXhaWnb9opcNFonR7ddvXE81N1i5ZeVpFKlWwfEnaip5soDSBySCkqwB5Y84SHV69UtP/AGe6LUuMuTFfVb9FtzYFFxb8+ptpopSftLUVJUfU4hpdfq+ND+vxy9tY6JVL4p9TpDdT07E5UVJkqO8j83MttNEFvxUlIUMcjelZypQI7DOsdU60uqPS/S9NrIkLZsR5y/Ky2JhLweeZGyUC8AYCXFA45yXE+kILheySRm0K6WuOsNW9mz0kaUab2PLUyavebU03MMTKC40tLaPGqLuEkE/nXG20nPZwHnbiFl15WzROqDocZ1SsppU05TJSSviiuBJLoaDeXW1Ac58F1wFP8JAz9mNvrL6HbV6rb+o121jWh22naJSvyYJDYy62AXFOFYSpYKVK3gHjkJTz2h6OnrRG3NJNB6doci6BdtLp0tMyTsw9sw4y+talNFKSQlOFkYzC0rbUKoe3p9mo9K10upKDvknVpJ7gYHEWmOOuM+z3lnWXFtuJ0klilaFYUD+SUcg+Riq2+KS5oZRdZenisMuGct2ozbEo8e70k5+clnOPJbZQr5bsRafMp/7ntLk8f9qOW/8AdKYW5wdYBNxty3VQllT1c0Jtq2NWLGv+q0C8HWBUWUszS/BmmUJDnhPt/ZW2sDZtVkEnkYi3nVGzrW6zejFE5W6cyHrmtdm4aU8UYVIVAsB5lxBOSnCztUB3QpSfOKOlTtWvJNHtiiszFWqkzKSlKp0gykuOKc8NKAlKR88n8Yvcl5im9LnRfKt3pOtspsSxm5WY3KALsy3KhCWk+q1u7UAealCIsEb2N75uTf6pEGdrO/vc/VVv+yCeVNdTk686BuNnPpORjJTMIBh4Pas6H66am6s2TW9O9PrpuqgSVvOyrjdIbW8iXmveVqXuSk/CVIU18RHxbAOdvCK9mFTJGl9S1IlpZIEz+1kp+oKyCTMuT63FZx5gKSn+TD1+0X63NaOmrVO1rE0vct6VlapQTVpqYqUmZhanDMONhA+MBIAaz8yr5Q4x/EbmCkOGUqra8tOb101r7Fs6k2RclrVOZk/fWZSp+Ky44zuUkLAJ5SVIUM+qTEi/ZgystJ9blpMSqcITQ6txzx+53PWGh1l111J6nNRqTeGqtXoBqslTU0mW9xaEsyGQ4twbhvIzudVzntj0h6PZqyDlM67rakXHmnS1RqqN7TgWggyyzwoEgxwPZcAHVJBB2UiPa+aU6k6hXNphU7N0/uC5KbTpSqszhpkqt8NOrUwUBYR9kkJOM99p9I1fZK6Na9ae35elxXfa1eteyJ6kIlUyNTaWyZupeMhTbrbSvJDQfSpQ/wB8SOfJyvaVdYGtPTHX7Bo2kkzRWE3FLVGanlT8iJlSywpkISnJG0fGrPmeORjl2rA1Ouzq36JXbwsStLt+9Lgt6alC9TnC2uTqzSVNrDZzlAUtOUnOQlaecw4uqAHtabwtS4+p2jUa3ppiYn7dt8SdYWyQQh5bqloaWR+klJGR5ZEQxBAJjVJnZd+aRWfeDVEPuJqCplSlPF9KiF7yrkqz6x6Xhn7QP0MctddvZbqVD0jKFDGcDtGgl35xkS/HLkIutpTo2mFJYThFzUZTXC/fEYIhHOPcHmFRp+pblzUVtBVuVOIxiOt/EEib8sq032fLzp1Nv5D5+JTMoSM9/wA3E51HCiO3PaIGez/Dkvq/e0u+oeIZaTPHpsV/VE9JxJDm/wAsR2U2kd5qPR/l+pXyVkDviMrByCT2Ec5cxg4JxGyxMAtqHy4iO5xBU0ahVodYEtKV7WK4mBQpWdqdPdlajIzK1bX5ZTCt6i2rB4IBCk+aSfSFhRLAmm6/QNXbWR4lQlGQtlOwq2JcSCrbgj4icfcDCp6pNEJenVGd1mlq2Pe0zKErlVrGxaPslP3hRzCh0QrtOnLWl6cy0EpbG1AznagDgZ9cRmO0UMkb46lh359Fp+yNdHLA+jczVt/VpP7fuE2tpdNFJVqtO6rS9NnpSr1GYfmEqdnHfClVP58cMs7vhDhU4Vbsj4iAOcQ+NsU40+pVCmtp+KX8NGfLG3tj5ZMLRlqXZwGQATyojzhG0y6bUoWpz9DrdVal5uqo8WTbcWAp3Yn4gnPc+cUk5kqC3jOufFaeLLGx7YGWAF7ALqKVKSdYSh5tPgzBCHUKQNiyeIVTdCooVvlZZKSrkgAQw2rmtNGt+65W1KXaVQuFt4F6bm2X2mmZRPcBSlqG5xX6KE5JxzjiFja96TRtlqrvzqQQCVS7yk7wjPYkdlAd46x3AvnaC0pc0LpWNfG4tNrW6pz5piVk5YFlA7HnEIG5J5TSXlAgEJzyP5o2f2YyFUkTOScyJhsqUhzw1DKSnuDzwYbytVyZqE0sNr+BJBAH48/6+UNzva78sJumhMA75uUl9LVoqd7Xct+aVLmSqMvMqZS4EeKBLlGCfTkw23VZqVRWqO7YluzDb8zPrSqc8E/BLNJUFbOP0lKAz8hz5Q1mq9VqbFZuWelai9L77hDeWFqbUpPhO8bhglPHY+cNU7MFSHFurJUTySckn1zGowjBmySNrpXXA1A8lk8e7RuhifhsLbEixdfkd7Dqu7ZinlXjbhWkbfek4Pn5xZ10jJ/7UClYB3VqonPr+fVFXljvJVe9rgPg5mU/B5jgxaN0hgnRJhz9FdXqKh8/3QuNTP8AgusLSj/9AHgneX5/WNZzzzG0vuY1ne0RbK5Wo5nJjVcjbc7xqrB5hJCFhPeCA94IQhUC2Jq/L2lpbe+mk3achUFXf7spE+40gvyq2irgLIKtvxEgAjnvmEcwfemUqaC/Fl9ymm8/EUnlSfmOMj0Mb+ntjm/qw9SlXFS6EGJKZnPeqk4pDK1MoKg0khJ+NXAHlzk4hNe9PpKXFBSH+FIXnG7/AE/6mJLY2uvrqkEkLr1OXTPSiapLhClNpCXdvfb2Cj+oQ53RprRavTx1HWtq9eUnUZuj0NE+mYZp7aHJhRfk3mE7QtSUnCnQT8XYGGqodUQ3MGWmEg+OSlaDwOe/yEfE1Sn26g3IMtqccfUEsgA5UVcDj1zxj1zHAHZso3SD3e8pg+0g6v8ATvqpXY67Dt656WKGzNOvflqTbY8VD2zYpvY4vcPgPPH3xCU/ECIeTqloM1aN9UazZ3ImKNbNLlnkZ5Qos7wD9yxDN4I5/miRUw8CZ0YN7JuKTitD+qtPuP2nmg9w9K1X0LkLVvgXDUrDmLWZdMjL+7+9uSCpdKioPlWzeoHITnHlEFNB9XahopqtY+qdPaecXatSadnJdsfG/JK+CZaAJHKmisDPYkHyhO6daJax6k0x+49N9Pa1XpSnTQYdmpFgrSy+AFhJwe+CD98dG59FdaKDVZRNb0uuimzVUdUliXdpjoLzwGVJbwPizgnaOe8MZk9cc1Mzrb659A+qHT2j02yLPvqVvG2KqipUWbnqaylrn4XmVqbfUrYtOMgA8pTHG6Les/RfpjqV/wBe1Ss+8Ju87nn2ZVtNPkmHG5anS6PzTQUt1BClLWsqwCCEoPOIiXK2XqdbU63O3TZ9yUSTbGHJmbpr7DbajwNy1p2jJwBkjmONeKJOnzMhOSc2qacU647Mvb9yieByR24zCQ65XfJLe47wqmqt21/Um9H5/wDKty1SZqTjQnHkIYS4slLSQFAbUpwkfICHy6KurildI2otwv3bIXFVrMualtpclqePenmZ9lzLTgDrgASULdBwQTlPfERYaraFhJCvhwMkGM35a2YAd4PkDk/qhWYoCfvrc6hNOOozVtGouklvXLTlVO31UqtN1aSQyXXWiS0tPhuLBO0hPODx9ImBp37UrpxoOi9raY3bpxqBUfyZbEjQqk0mjy7ku+WpVDLoG58bkKKVdwMg9orIl6jNPNES0q+6EZ3KbbKwP6o7lIuWSDDjc1MlotJ+AFOCR5D/AF9YDe2oRe6nxaXX90EaOPP1fR3pVrNNroQoNvN0OTlnlEj7PvHiuLSM47cDPaI4dTXXJqP1RVukyl0UVihWFSJ1M63bks8XFTriTlK5pzAKyBwEABIyfMgiO03OqnJt2YcTw4rI57RjmHiSOB9nEdLczbFANlIjo66nrT0A6jazqffVBrk9I1akzElLytHlkPOocdeSsJCVrQMYB7HzHES21O9of0Kak1aS/bg6bLpr9RkGi3K/lu1ZF95ltZyUo8R/cEk84HGeYq1VMPS7rbzLqkONrC0LScKSQQQQRE37ooWl2oGj1uajy7yH7qpjCFzGT8bu0pJCscngED0zFXiNeMLEfcJadNOXT/tTIKT4immlbfOwZrdQL39RbZOLOdU3s0aYw3OT/RNUpZhzGx16xaelKs9sEu8xGfpX1FpXTvr/AEPqErun9zKswS9aQhul09K3W0PrdSyCkqShICVoH2uw4zDQa1XzN3jes62hT8vTZMol5eSDyi22EJAKsdsk+cPxp91VWXblt27ZtcojcxILQW6k4pvd4YCcJOPPvCKmrrIqeOeOLO52pA5C3kmsOENVAXSOykgZemvXol51eav2z13ai2NOafWfd9Ipdq0mqmfm63T0S6NzgbU1sUhxYOVNkdwckYBjm9CPXNbfR7Rbt011goNyzkhOTrNSpaaUw26ph1aCH0qDjiNqTtbIxk53ZjU1f6g5W22bcqVlJZNtmYbQ2wlO0qQkEjJ9Bk8Qi7y6dLo1fqEzqZb0ywqVqMuHilJAS2vyQMY8uPuivocalcePXNEbHaDnqD+6lQYc+elllbq+N4aWjmDax8db7Jv+pW8tPtZuoC4L+0NtmvSVIupxNQmJGekkMrbn1cTCkpaWsEOLy4cnO5avLELW2enWj0S0Hbmv+ohp6YYUqXlwMLK+QkAfXEdCh6j2RoXZbNNqNsMv3bKzBUlDjWdxR8OFEeXMNVP6yVPUfU2RrdwvJp8m4tLPuzS1eE0CftEHuYHVNfihzQtyQtNy7m63RV+GSQ1NTE6X8smzuVt769RbZN29mXmHWCDltxSCPMYJEfSXYdHWTSH9jhTdFqTK6lIzqy8+tsbvBChkZx98NE28DnJziNBS1DKyMSRnT5qTWU0lJKWPGnI9RyIW2pZP3wrNN5ppi66I+62FpROo4zz38oRRdBxj1hT2CpRuSjBKgMzzfP8AKESWjvBQpT3CrT+hGoMzWu95eAyptKpKSIB7/ZVE9J57iK9ugda0a83clSwomRkuf5K4sAn14yPSEzfmO80xR/lepWi+4cxsSb+UrTny/oMc59eY9YdSgLKieEmGHjRSmmxVaPUpdtwTuu9Wtp+uTy6Ww+laJQvnwgrvnZ2Pl3jt6RX89a9cRS5uY2Ss2r4CTgBXOB8gYbvX+aD3UhXVhST+eSODnyjSnHSUgocKVj7KvQjsfuMFTStrKUwu5jTwKg0NW/DqsVMe4Jv4gqdExqfb1vU78r1uoBmVSlIKz2KicAD1JJiOGu+oUrqJUZSW06ZSam3uabnky48VrcSnanek4Vx/9O8NrXtSZC9dOJ2g1OeLNTpb6DOIWSjbgjaoDspKsghQ47+YIjqaaaa3NM0aSrtNv/3+RnlOvpkmGUszIyRj86oqBGQeAB98YBlKYCePuDpdevQVDatw4B7rhqfNb1A0kuwTdPqN73Cky0mpYdM3MpWtwkgpcDaDwsDKTnAwnyjfvG6ZO3qM/TKFWp6emltkSyJKTefDj36KMISrJJ4PPMO5S7Us+nSnjV6RLgKRufrFRQlpJx2Cc/FzngRmol42RL1FcvQXJepzMugqS60wlEuwM42t44J+uT+MPSyBgzk38AFayUNLEwszXd5pr9BbuuWkVOadvSnTdHcrMuhS6dMAghSRhK1IJO0qBIJxkhIz6BR6manUawaZNVmefQFv7kS7JOFOLzgDHfgHMR+6ptZJhvVGQrFpzq0p8BCF4+FKVAkg+mO+cZ8s+UMU3VdQ9Zrrap4m3ahOurwpROWZdAJzkn03cDucw9Dh/FcKiQ5QVmZa/Ifh4hmdewTs3PUZqsaWSd3vJI9/uBxlxxQILi0srUSR5fa4htXZ78wsBUSp1C0NVKdMMvatuJcmKpb01+WdxOXZpQQtLwx5kpcJAA7pAEQu/KiFsrAOBu2xr8DqI6im/wCI7E+yw3aKkmhrc0wtcD+fVOHp5Opd1BtdARyJgDOO/Bi2Do+TnQamOf75UKgrHp+6VxUZpdMOuakWpucSU+KeB3+wYt36PUA9PlEX5qmZxf4zC4sJ/wAIVNTC1QPL7J2HO5jWcHcxsrGRk+ca7naIqtlpud413PONlwDmNZzzgKFrnvBAe8ENIVAly6tePo9S9HkW/KtJo1XfqCJ9KUBxxLoyUqwkKKgeMlRG3gAZMN02/LTICH+BjAPmPv8AKO0/aVx1W4qnRaRRJ2oTlN8T3hqUZU4pCW1BC1bU5O0KwCfmI0k2Jej09K0+XtGsuTc9MolJRhEi6XJh9WdrTaduVrODhIyTE2OF4jz5Tbr/ACmi9ubLdaDkq4k5RyrOArt98Pb0vXFpnJ60WhXdaUTKLeo86H5hxlrxMLSPzSnE9y2F7SrHPA+eU6z0x9TqGiFdOeqJJO3am0Kh+v8AMwobo1Ytf9pgaMXJpU/Rbytmvl2VnclhyQQAUzko624nxDlwZ2L5QrPPGCuFg1kJsRqPEpExdlygXB0PgOq4vVjqDIaodRd93zSH0O0yo1VaKc4j7LkoylLLCx8lNtpV98NEtXGIcehaO6tak01VfsHR+97kpe9TKJ+kUCbnGA8kAqb8RptScjIyM5GY4t6aN6v6cycvVdQdK7wtiSmnfBYmazQ5qSadcxnYlTqEgqxzgHOIae4yOLyLXXWRCIBg5Kzj2Pk4qX0OvVsKIxdZPf8A/RsRNu7LfoV90g0G45L3hhRS40tKyh5h0HKXWnEnc24D2UDniK0/Zy6uV3SPSS4Jd3QnVK6ZSuVwzkpULbtaZn5RQQyhtafFQnbuCkHIBOInrozrPbGuVlrva2JCqSTDU9MUx+UqLHgTEvMMEJcQtGTgjI+Y7GGHOym6e4YkFkldWKbcruk1y6VarsOXNatZpr8i3c0mwHJuRSUnwnZthIyS2rCvFQCPhyUp5MU3aZXpJ2FNXbRa1JSVRl6zR5umBxbSXfDmEglp1okcfEkDPoqLc5rrVoKKhXpG1tFNV7rkrdqExS5yq0S13pySTMMY8VHioBSNoIJB7Ag9jEIeumm6KXbL6e686X29+Smr6kahO1BCgJbxAwttIWWx8KXApagSODx5wm5do5IEfDGhUMZeQmA25MvNLQGkb8YwO/p+Md2orp5o1Kdlqh4s3hzxmgP3scYP38/hCltHRPXXVhCqlpzpNelzU4KKUzkhR5h6XyO48YJ2A/LOe8cq9tLtUtLnWmtS9MLotUPrLbLlXpL8qh5QGcIWtISvsfskxaQPYyNzCAc2mvLUajxUaUPc4OBIt8063Tzetv0m2rio1WmGm3n2gpkrSMkAdhkQ0FyLIrkxtACCEEAehAP9UYLco9euWtydv2lbtTr9VnSfdpGmSjk1MvbUlStjbYKlYSkk4HABPlC7q3Tx1ITlRXMS/TlqnsKEgBVoT+SQACf3qEucC2yImuz3Kb5t7BzGV17JHftC1HTj1MJP/wB3DVP5/wD2QqH9lCZu+x9QrAnJSQ1C07uW15iebU5Kt1ulPyK30J+0UB5KSoAkZxnkiGAVKXJcVu5PMOJovqXTrGqVRl7iS/MU2ck1tJQFcIUQfL8IbFx/4UlOVAkJGBnJPbAhwD03dSrgStHTjqkpKxkEWjUCCP8AmoangZUxmKTYpyKWSBxdGbEgg+IIt9EhqjOmoVKcqClqKpl9bhBPqSf6YwpCCokkjHJju3RphqpY8r7/AHrpfd9uy27b49WokzKIz6bnEAZhNtzCVjKTnHf5Q43utDRsBYJlrQ0ZR/bLuVS556r0KUoEylKZeSUXGwO/pz92Yc6z+qC9LEsSQsyjpQUykyl0OOK+HYk/ZA75MMyXAjJWduO+YWNi6Ka0aoyxnNNNIrxuSSCi2qcptHfelkqHdJeCdgPyJzESehpqqMQzMBaDf1UmGpmp3F0LspPNY9UdQn9Sa+iuzMqmXcDe1aQPtKPJV+IhG9uRwQcwpL5021K0vm2pHUvTu5bUemCoMCs0x+UD+04JbLiQFj5pJEJvcFcjn6Q9DFHTxtiiFmjZRzrfxJJ8ybn5p4NFdaJu3UHT+vLl3KJWFFtx59O5bO444J8oXde6UqPOmYrVoXSy/TfCU+glfkE8/dnj7jEYXACfmeMQorc1Du22CxLylSm3JFp1K3JQqOxYB7H8BiKyrw2oDuPQPyHmORVvFiUc0LKWubcNOjuYHMeS0GaRNi4W6DNJWhfvPgrUPIZx/piStb6fqRbLtuVy2K61MJb8OYm2y5nCs5HPr8o69FvDRWuUOUuaqUdoV6aKmmpRAytb6kjkgcgD1hkLhXctJ1ElxU1TDKRNNOMMqcO3w8/Dx2/GI1JUVdfVtcAWNZobjQm6YLKeiqHumZxYS02IJGV3In0O3grFPZ8LC9ebtyVEGnSR+Ic9lxYTUeE5+UVzezln3p/XK7ph3HiLp8n2+QXFi9TVwYvZiOO4Da6q6QARepXHeXzHAva4U27a9Qn/ANNLKtgz54jsvHKs+QMN1c7q7nudigJVmXlkKcex/BA5H80NSGyc5+v1VWVfn689qhUJ24c+/Tk2p5SVfaCVn4Ej+TiHloOlVfuKmqqTjiZUHPhpWeTjmEVqAw3M9U1Vl9iEMCeCMnySAO/6o3daNebQt4y9CptxLqE1KObvdZBfwIUODuWPPIhclPX1LWihAtzJVQXtjmY52rQdRexstG/+nOsXICxLz6GalkNMzLZxuRnOxQP2k8cg9oTduVO99AaiqwdZ6RMKolYP+xM/Kvnwk4GSEKHKFZCTtODz98IM9T94oqb0zTZZLaychSn1qAA5GQfP6Qj9R9bb91UXLU27q4t6nySg+JVsbUpUAfjJ7lWDgeghM/Z+tqtKnLa2p5+llc0WNR0RaabMDzB1G/2+ak/XdP7KvwTE9b93Tk1KgqLEvMzrmHHtm4pT3z28vXzjtI1es2yNN56jUZlgTKEMoVMKbz4hUTnChwdvHyOcxH+p6b6l0mWambPuxiZp1TZYm5fxUlp0IKBt7ZSVBPBMISW0x1Aqs6ZGszcwtDytqwkkJUT3+KMoyGnDbSSaNOy3BlqnHuR6uG/JfFSmJ3UK736Vb6XFIcfCXHFEL8MBxR4Pr9OO/lE3envR2mWXSJdx9hImCApalAFRURklR9e0JPQHQulW+wmbm5JKikfZPBJ8yfMxJdqUbZDTUsEoSk9x6YiqxXEuKeDCLNCuMIwoUrRLNq4rOiYS2FSwOSnHP4RHLqX6VWqtTpzUrTGWkJeosNqm6rTJhRaYmkpG5TjSgoBpzGcg/Crvwe8kqfTlOzjjzudiThS8cBIGc5iJHVx1Oytwy7ulOmdSQ9TQ4E1epMLBRNY7MNqHdGeVKH2sAA4zk7LR4jU4g2KhNm/qPIDndc7VSYZTYc59cAT+kc7+CZvSmivL1FoFQklF1qXJU82s4cZG0jkdlAEgZH148rfekBgtdPFsZ/3RMw4fnl5ZikIVuqS3u5lZx1txkYSphzw1A5z3HeJo9KXtF6npPTpLTPVijKq1vS4xJVGnNJE1Jgq3KDieEup5PIwofPy9mxDCCQHQbdF4dR1gbJmk/uys+d4UR5Rqu+ccywdSrA1coCLl0+uiSrMkrAX4Dg8SXUedjrfCm1fJQB84678utKSoJ+EDOYzbmujOV41Wia9rxmadFouecarneNp0EZ4jUdPJENk3SrLAe8EB7wQlCoTsq8La0c1duCcnE1atU+UM9T5Rynz6pRyZw9tbcW4g8oUEbiB3yPSHM031yb1P140roTFrOUtmXvWmzSHF1R+aKsLKcFK+Afizkc8fOIzzKD47CMnCmEn9UOP0woCOpLTHH/5qp/8A/cItWYhM2A0zTZpuoppo+IJT+LRfojqN+WTSbupVhVO6qXK3HW2XZmnUp6ZQmZm22wS4ptsncoJAJOPIH0MU1e1T0TYtDqdq15yKmZOUvGiNVxlBASmYnmloYfbRkj41JAd4ySoq45yHv9pvqXNaPdZuhepMq6UfkGnJmneTyz76tLoOO4LZUMeeYmZ1D9LWnPVjL2DW7jqs3KptWpt1qVdlEoV73LrCVLYUVfoL2tncM4x84ip9cjpZp+n/AEwaDaP6L3XcUhSLjueVyxKTC8Oz1TfBmZhCeP0VObATjhKEjkgQwHtoloZ0VsR15lDiE3OSpCuyh4CuIbvqZ1Wavf2qGkGn9NmErp1gVmkU7Yj7Am3XEvO48vhSppPyKFCHC9tWkq0PsdI87lV/7OqBCcv2TZ3dF9CUkAA1irEAeX7pVxCZ6GcnTC9HO5VqPcfA7/v6eYUfsmFJPRdQUoUDtq9WCvkfeFH+bEMN0PdQdm0G5L+0QvKpytMnpq+6zN0R15RQiYU69hbClHgOZSCkHuFccjlmcXanIjZyfjodBOimum1R/wBse6eSe37ml4h/0w6c251BahdO2lV909uaty07HqFzTMs6ohM64uecQlpScfEgKabJGeQVD5RL/occQNEddlpIKBqPdfKTntLS44/CKxtM9QeozSeq6aa22rY8xMyFmUN1ElMe5KVLTNMLzhfQ84n9EqdWM5G3IMLNhYpJ0up++0L6r9demO5bZsTSCm0qzrRepRdbrrlHEyy5MJUUiTZG3wmtqUg7SM/ECMDvGOQ9q/qvVdMbp071Z0/tPUCeqct4FNn5iVS1LIKjhfvUskbHQAcp27CFJwc5yJh2D7VTpJ1TojdL1JbnLTmJxrZO06tyHvkmTj4h4yElLiPQqSknj4RCiuLow6GOqm0H7k06oluS3vQKGa5ZzqGPd3sZGW2/zYIyCUKQDg+XeHARfVJ15Km7RfUu8NDtSqHqrY6aWqt0N19yWbnmFLl/zzS2lApSpJwEuKxgjnEWd9G3Xb1GawdQNC0s1XpNnCkXBSZ6dZepUo8y+hbDe9PxKcUkjggjHnkHjmtDVLTCu6NasXPpLcrrb9QtepKklzDf2ZhrAU08B3AW2pC8HkbsHkRI/wBmnMPvdclsIeeWpCKFU0tpKiQke6q7A9ofexuTOFHa858pKm57RbrG1Y6WZ2yadpfI2665cYm1zTlYlnHgkNbNoSEOIx9oknnyir3qO6l9UuqmvUKu6rKtyXet6WelpQUeWcZSUOKSpRUFrXk5SMYIiZPtsSRWNK1Dv4NS8/m3FZqZSovpS63KuLQo4SRzmGmua3Up8Me/RoW6uVlW1S6kzAWRMtcDv9sR+gTq71iunQPpkuPVSypWnvVmjy0oJVM80pxlJcebbKilKkk4CiQM4zjORwfz6qpNSlH5V+Yl1Ib94b5I/vxF6HtKs/3Dd7AZ/eKb/wC1swlz2vOZuyAwsHeUWunf2t13XDfVOsbqNtK2TQK863IprFKadYEmtw7QqYadW4lxrJAURs2jJO4cRu+076ILFtezXeo/SGgMUV2mPoFyUmUQG5WZl3FAJmW0JwG1oUQFADCgrPBT8VdF22LP02jSM0lKnC6lKWkITlS1qICQB3JyYva6v1sU7os1ARdRSVt2ipp8k8GY2JSny/3zENQzsnGZh0TkoYyQsadlV17OHpXoXUvrFO128Kf7zY9isszM9LOHifnHir3dg/3mG1rV8kBP6YIk/wBfvXlffTlfVO0C6fZShW4mj01mYqE6qnocSwlY/NS8u0fzbaQkZJKTnckDbj4uj7FpuXlNJdRZFSAiotXHLLmE/pBpcm2W8j6hz8DDMdSPSlfvUx1i66LtmoSbc9bP5DelpGacLapqWfku7a+U5StgjarAO8fECMHssojZnOy4xrpDlaLqRvQz1KDru03vHSfqJtmhVyo0ZLCplSZQNsz0o6FBDpb7NuoWkjcjGMpICT3rZ6t9CFdLWu9f0v3e/wBHVtqtCmXOFrp7xJbQvHdbZCmyeMlBVgBQETH9lppfeWkPVLqJZd1UaZps1KWcwqaafTghxc20WiPIgpCyCOOI5ntX6XRa/wBSlj0511tD0varz01kjhBmCEZ+/dCTMBFxuW66GXfkdpqo69FnSXN9Xl11qnG42rZotvyzb07NolxMPrW4SENtoKkgfZJKieAOxzw8mqPsj9XrdlpupaWagW7eTUsFKTKvMKkJtZH6I+Nbajj++TDD6fT1f0evBd6abXzNUOoqR4SlMOfm3miclDiT8Kkn0I/XEvNFuuFT1YYktQ6q1TZp57CpxK/3K8o/wgeW+ceZHzijqcclbaSFpI8loaXCIJIBJLK1tzYA8z530vyVc110DUXSO6xQrztioW5WZJYcSxOy6mljnhSc8KSf4QyD6x2J2pV+4q9Sa1X51c1MzDjYClJxgA8AAeQi7O42NHderZaouplrUe4JVfxSyplCXCgq/SZcGFIJ9UkREbXn2cEw+uTufp5uBlaKe4HF0GpLAUU+jL/APHZKx/Kh+lx2KocxpNhfXzTFVg9TTQyRWOtiB1I+RWx7NtwI10utvPP5PlP/AIkWR1H4gR6CIF9FWhmrukWqtbu/UW1TTaZUZGWaZdTMNuqKk79wKUKJGMjuIms7etLMyGXWppsfw1Mnbn5+n4RMqKunbM45xa6qKOhqXQ2DDoV81Z5EhT35x1QSG0E94j0eo3RfTtNWn7nvKXdrE2pxsSMokvvpSM4BCeE5+ZENt7QbqwnLFkJfSeyHH5ecqzRdqFVLSkJQyRw0wogArV3UoE7Rx55FcCastZ95U44jkukhXpyc+saTDsFZWxieR9mnpzVBiOJS0snCY3UbkjmlrrrqfTq5e1duiiIfljUn1qQHCErS3jHOM8n69oZKm+8Ti3p5/BzyXPIZ/wBe0blzTDtTmW5UOlRWA6+r0B/p7R0ZSRYlWEOzCdqG+WZfuVH1VF9BBHEeHCLNH1Va6R2TNL+IrVRJ+CErDYyvltB74P6Z+fp6Rz32iuZnGCElSmtqTg947jO5TyppxJUpRySI9l6QtxbtQcTtwv4QrjI+cSXQh2ijtqC0klTW07kpW9dLaNOySEKMjKMtHb+gkNjcPuIUPujqU6hy0q+HXGS8CoFKuAO2MRDi1dVNRtPUzEpaNyTEnLTAw6wW0uNq7+SgQO57RsPa5asrCii6nmSo5/NMJTg/LA4jyufsDiPGdwZG5SSRcm4+S9Ypu3mHGJnGjdnAANgLKxGhSDtMpiptQQyCOeeEj1MIu5+p7R3TtC0Vi501iptKI9wpYEwtKh5KUDsSfkVZEQCrd6X/AHUwmUuO8qtPSqRt8B2bX4WP4gO39UciXppWoIbbLoTzwOBEqg/xvG1+evlzeDdPmo1f/kc2y0UVj1Jv8vuny1l6tNQ9WPHodKbVbNtOkpVKSzpL8yj/AM89gZBH6KQBzyTiGT2ttABJBUB3HkflG37itGA4Eso8yVZ/UMmMiW5Jj973OkdyRjH3R6FQYdS4ZDwKVga3+6nqvPK/E6rFZeLVPLj4/QDZc8s+AklCyFYyM+sZ5OqNgpZm2whzPwPIOFBXl5do6baG1s5S0hJVx24+cZU06ljKpplLoSPj+LASfuiUVCBCVWlmtF5aXXAxcNs1kUufYWAXGleEpaQc7HEj4XEH0KYsu0e9ohozeVBk0amVNFqVtIS28lxtTkq+vzW2tAO0HvhQBGccjBNR07W5FbiZaQp7ifAOEFQztPy9I1PDqMworddUSo5G45xEKppIqwWkGvVSqed9K67T6L9BFq3fZ2odHRcNkXFT63TXFFAmZJ8OICx3QrHKVDIyDg8xsTcvjsP1doo60a1h1N0XuQXBZVdTJOrCUvpGCh9AP2XWj8Dg+vPoRFvnT1rvRNd7AkK4ibkG68hoCq06Xe3GXcBIKglXxBCuCM574ye5zVfhbqbvN1CvKSvbOcp0KXCjtURgwRvqlUFRJzBFNchWWZq/N5NnE2wB/vQH88OR0z4T1HaZLJACbqp5JPYDxhDa1BfhuSy1cAN4zGegUdVWdcnqi+qXkJYFx53ttHkB6k9gIkNTblYH7Z4SU/rdp8l2dQhkWpMKKkEKyRNOEDjzJxEv+gnqLptzdElJu26am2ZzT2nTNJqZW4ApTciglk88kmXDQJPdQVFGVRXKzM067IyymJcHDballagn5k+frGjscyUJUoA9x5Qu4ujxKlnomt64esLRfV+rTqnqhqHfLtcnSojDazU1pA/Dn5Z+UTS9tNMy7uh9lJbfQpQuVWNqwSP3OqKw9TpCco+m+mEpMhSVuUqdm0A8EIdm1rT+ow2CluL4W4pQ+ZzEyvhbTTcMcg33yi6ZgdmZ7/VWfeyJ6qrFse3q9oLqRcstRPfaoaxQpuoTAal3FuNNoflt6ztQR4SFpHAJWvzPKu6hfZMXFqRqjVb90d1RoFOod01A1Oek6oy7vknVnc4qXcZCg8ColQSrw8ZxuOMwx3s0rF0u1SsbUWw9TbZpddl3Z2RmWJebThxB8N1JW0sELQr5pI+cKXqi6AKzatEfuzpqrFdNNaSVT1re/uqUUdy4wd3x+eW1c+hJ4iuMrblpUnIcocE/2rV8aRdAnR9WdBbY1Elrhv8ArUrOyqUh9JnHqjOp2vTr6ApRZSlK9w3kn4UDJyTDDU+37Zt26NONDuo/UabouiSLYk1yMxRHf9jK5UiULeZnZtB3JbDhUQMYICDxnMNFozbXTLr7pU5opP0KV091alHC5JVuYUpxNXmEJKQ0pTqvzeTgKa4GcKTk5AaW4dTb8Zv2Rs67GpOiot2XatuqU5iXQ9JPoYVtWp1g5bWs7RlWMnAOY451zoEbBTOv/wBlFXbgq83cHSrq1Y9UsytL8ZuWrM26oyaQsLS22/LNvJeRnP2tpwMHccmJJdO+mNqdAFoXrqFr/qxaUhVLvXLTc7TqMyJSmyxlm1pS3JS+ErdWreoqKW0lWE/CMZimaoT7NFuGtzVlVioSkoibUZF2XdXKrLRWduUoVxgEcZiU+mvUl0U6YqpFxPdNFevC7JFhlx6oXDVEzbXvaUjetDbiigjdkp3IJHGMEQ8LFMSycPSxPkuFrBp1r91SazXVrvb2jtzN0u7p4TNLQ9JKCvcW20tS6lZ43FpCCcHGScEjBh2ehfSu/tKeuCxpbUO05y35icoFYca98AR46Uy6kkpGfI4hbzvto58oCKPoawkAYCX6vgD04S3EfuoXrjo3UtN0qc1I6faPNTdFbcZknmqvNIcQhwgqTlASFDIB5h10jSzLZQYpJ2yFxGn/AM2+d1LH2o9j1/VfV/ROxLKp8tVqzVEVhMtKuPBKVlDQcVlXOMJQo/dDFUf2dfVm4EsptG2ZFs/ES7UFK248sBvziPGmeu72jd6ymo+melFKpVwSIdbkZqYcmZrwA6gtrKAtZAUULWnOOyj6w8c97RjrMqbiH5d9thKCVkNU7jn5KiM6KCQ/8gUsVVZGb05LbeV/mvjqG6Ktb9INL5jUS9py3vyPIzsm2pqTWtTpU4+lI+0keZi1fqX0hR1E9Plc0ikbqk6NMVuWlvBnXUh5DamnG3RuSFAkHZjg8ZzzjEUwardU3UbqTZjtqan1t5+26ksFUouVCG1rSveFZGDkKA8/KGXt21Jy7qoKNQJN1+bV9ltLqsqhQbHG2zNk5E+olF6gknx/hWxaRezy070OuikasdRev1OuA2283OUuRdS1TKcxMNnKHFqcdUXSCEkDCeQPtR0tctRnevyuS/TrodOTDemclNom73vlSS1KPJaO5EjJqV++qKgCojjgfo5JrWpfSjq5NTDZds5ZQCCQ64o/iIdaf0s6i7etdKGZ+sU6nSiQ2zLS1QcaaaT6BCSEj7hDfEijFm2C7IyS3cH1UsaTYi/Zr6rS+o9Hrc9dGkN6S7VKvF1IQ5MUicbUTKzhbRypsBa0kgYAUsHnZl0tRtI7s1bv5nqj6JdbbMTWqvS2aRWJWpFUxS6lLoUFtrUplLi2nUDjaWyTkcp5zAGmdIXUbedNYn6he02ZacbCwiYqDywpCu4IKuRj5R9Wj7PjUldSfek7xNJeZO3xZRxbZx9UkEdoSZ4XXB2XYYqiNoJB/vmrBNO6VbfRnIXlrp1Ya00Ko3/eyJZdSVJjw20sy6NrUnIsKIcdSCo/FsRkkZA7wiNGNGaV1OXPePVH1L2PNSyrnLcradBmEK8Sn0NgHwlLQPi8RzJWQQOSo4AUIZ3QzoSn9NdSqZe1y12k159uYbw5VZX3socB4WjxCRv4GFEEjuMRYbJT8zKhKEIRnvnHb7x2ivqMUEDxFGPsrSPC3VkBked+Sji+z7NK3JlySqDtktzMostOsvkb21pOFJUk8gg5BB5BjC/qh7M6jpKUos1XnluTSr+iOv1IdKuhWv8AVUXLdtFVSbjZDaXKlTlBt+ab2kBLwHDoAAwVDcAMZxxDI0X2fnTMZxyUqk/Vklt7wFOuzCghKuMbjngHP64WzHqZwAJt4KAeydaW5msDmjw/lL+4OqHoSalCzbV5uUR5lIDblOl1eEMHIJb+z39MH5x5pX1XaY3LUXaJbd8M1VTCQpag2ts7CrAUQoccnyyPnHSk/ZkdOMmR49JmJgD+G8s5/XHVf6NdH9J6DMTdhUREpOTykybisZK0LPbv6gGIGKU1LUxvlAyvaL3HPwKvez9dXUkrKOZwfE42sbd3xB3TwyF0mbZS5Ivb0K5CirIja9/nnHEJVLtudjsUO0MtbNqXdYjgaVOLdlcAoByrt5H+uHSt+emX2hMzLZTnAUk+sZGGpfIcjtD8lt6mgihHEisQi56XSq5KuUu7bWkarTHxhyWm2EzDah25QoH+aK3utvpeTpI65qdptR1Gy55Q9+lmBkUxw/IchpRxz2SeOxEWcTr5CUhxBUMcD0jUmbfptz0aco1WkGpmRnmVsTDDydyHEKGCkg+RGYuMJxiqwKq40Trs5tO1is/ieGU+JU+SVoB69FQ3SpdQzPzzf59870oJ4SnyUr7uwjrMy0xUZgJbBOOc9sn1h2Opfp9mNDNWp6gsvldvT6TO0l90HcmXJ5ZPqW1cZ8xg+ZhtXKwxJsql6WCCeFLPdR8492oJ4aunZUxHuuF14xiUElLVPp37tWcMSVHQVTDgceT2SOyfr845M9VlzSylK8JHkO0YlCZmlfnM4PeD3RKcAnmJO6hWAWqqYfJO0kiMjUvMvfnFuKQgfaJ7fdHQRLsSyPFeGVfopzjP1+UYlF6bdSoK+HygAslB3RfDbUrjISpR9D5xtoDoRwnYg+kZENsMfC2mPCkrV24gK6FrBCt5KSRH2hBQcgAEfKNgpQMZUBH0oy8syp57y8j3V8v9MIISxvZYgVhOC6Eg5Kiny+kcutzUwhlmUlfzaVnKsdz8zGddSam8lDe1A4x6RzmVCYmnJxwYZR8CATgcdz9IbeeQTsbSDfotmWYcabAC8k8k47xtN/m8Kd5jRdnUk5bwGz2UU8n6Jj1pUznclvw89lKOVH+qE3sulvMropXz8JIzDp9O2uVwaG6gSd2URSXGx+552VWcImJYn4kHHb1B8iBDRpAHLrqlK7/fGeXfU04haDg5757Ql7RI3IeaGuMZDwdlaBR/ahaGqlC3dlBuClVRlZbflmZdEyhJGOUub0ZB+aRBFZNZsdi6ZpNWTPNMLU2ltwKSTuUnjdx8sD7oIyr8MmDiGkW8lfNxKGwzbprglE85INzDiWkOKKVLX9lIzyT8o36xVW5ttil00KbpspnYFDl5fm4oevoD2H1MdW0rJF71digSNakKeW5R6bD9RWWm1eGkKKAcH4iMkDzxHLum3p6065N2/OzcnNPSi9pelHfEYc5PKF4GR6HHMVQc06BWjmOtmXJWUjIAwD6QttENJ6/rZqbRdPbelHXXKhMJ94dT9mXlwQXHFHyATn6nA7mN/R3p71V14uGXoGn1sTEyHFgPzzqCiUlkE8rW5jGB6DJPpFkNkWJot7NOxp+676uaSrd2zzH5qVbKRNzz2Mpaab+020DglSuOMn0iyoaXO8Pk9jz/AI6qBVVbWDJHqT01UJvaGStItrXhGm1ACRJ2TQafSClPZDpaDyh9QHUj6iIv44zCq1Kvqs6nX3X7/uB4rqNwVB+oTBznCnFlW0fIAhI+QEJoI4xDVZNxpi9xuU7AzJGGqcPs1LVp1zU/UEPuzEtOSy6eqWmpdwpW0SHs4x3B4ib8pft9WC4Ja6JU1yloOEz7CPzqAO29PnENfZauBtvUNA7k08/h40TjNYoyyUmpyoXn4gp5OPmMZisey7iVLJNhY7KtjqC0Qpda6iq7T7GnCF3jJrr9rIaUhpL0/u3PSaiSNi8hZTz3Uj14XGgPRO/V6/TK5qzQazKzUj7w9XJapFJTMvlX5pKFAkrGCVKJPyh+eorQ+0tSZGTmbbrEnRLskZhM7S6ixMAJafSQUlQScgEgZKeeAfKG6l9f+rOmLftmqaVSs/PoHhIqKJxoy2Rx4m4K+IcA47n0zCiS8aaJNrHvptrw6WNPmtfJfTqz559NP91RPVRtz4yyApRKM/MFI+WR6w7ct0oaJyRA/Y4VKHcLXnmOVpfVEabvVStamy06/d1eeL9QnVgBKUZylDYOCEj8OB6Q6NO1O0+qSSpNcbbAPJc8s+uP9eYiyOkvonogwbpOSPTzo/J8tWhKuJH8LyjW/an09qNwsS9MtGRQxIHxXFpbBBx2Hzyf1Qq37xtqrzqaFQq9Je8LG5alPBO1J8znsIX9uW3R6dT1JlqnKOnO597xkkFR9SDgAZ/CAMkO5XS9t9AEyWqGnlrytsmbkrekmFyqgvKGQMwtLYo9Iq1tSU23SZYCZlkk4ZTxkf1wsruoVLqFuz8qZ2UdUtlW1KXUHKvId/5ox6PU1ldgMLmFJbRIFxlwqHYJJhXBeUcYXsFDPqrp7craBpK0IQiSnUPAhISdqicjj+LDSdIA8bWumhrKd+cjGfPiFd1j3Qa1dFRlqVUGV0+VdaQtCXRlS8n4cffmOB0SSxf17oqAMpUM/rxD7IyIspTLn3cHBWhtU+YSEYAVk+YhMavS0wi0lMJ3fnlhIAOCSYepNBTtR8Pb1EIS6aWzdt4U225Ubm5VwPPqH2QkHziMachPOnIFr7rtWzRnZKhU+T2keDLNo5+SRBbMm7LVedlX04cXhafmBnP88OIzSENJSkIGEjAxGvOWqtbjNUlGtj7XJOe488xwU/NJM1htskRql+VKPZy6lS1tImmZlgtb1BJUSrHw588n8MxhoFwa1Ue3Jat1mlUWpqeQlfu0i+W3i2exytIQpR9MpHzjX1eL1Qq9PRKFpZl5dJLDy9qW3VL7n7sc4ziN1hm+6Aln3insV1ttA2tyDyULSMdgHSAQP42flGTxGQOrHBoNm6XC9BwOnDMOY55BzXNiOXmmq1t6j52TXSpWi0NMrXvFR40tUAtsON/pJJ9R3BTkcZ5HdEzt+VrUOk1X3dDslMOOpbmGlKyFEJBBQU8KSRjn8exhw9ZtSNNpigVOjXrQyKg5KqDNNqMoQ6tRBAKMj1/SSSI6HTnVqTcumTFGrNEaanKUVS7a0I8MPNpPwrSoeRGMjtx5xDDBJo75rSxy/CwARtsE4/StqpV73p03Y10v+LVqIy2ph5R+J+XHwfF6lJ28/wB8M8wvdaRUWLM8KkIT77MTbSWFn9BSSV55/i4iO9JmJDS7Xa2rjkJgNytUnW6VMNlYIU3MrDZ7ADhSkK5z9mJTa10t+csWZmJJxDT8m81MpWpPwoCVAKJx5bScxoqVz6rDZP8AYAhYSvpo6LGonAWa4g+X9Kj3JX1VJdwytxy00wpJwVOJBSTn+F2hYUmuS74SgPJRnCkgnuYQzVfVLvlmpUxU8wTjxUJ3gfUHyjpSSKa8VOU0gy+OWTwR8k+n0jF3cDnC3MkbHDK4WTos1Fp1SUv4BKcciN5DiktlDSk5HPEIGlPmWQnw5pS2vJtaslBjvSdaSt0JcUfLjETWSteNRqqiehtct2TSdYHT21r1ps5LUtvbc1EKp2kOZx4i8fGwr1StIx8lBJipeYp01TZ5+m1KVclpuWdUw+y6MLbcScKSodwQeIvilpht1YGB2zEOuu/pDN4Uqa1q01pQVXae0FVmTYGFT0ukcugDguoGM+akjzIGd/2Ox74F3wNQf+NxuD/qfsfqsB2pwY1zePELPbuP9h9xyVcqGy4nYk4J84yhbMsg4+Nw8c+UaZmFtjYEFK+xzxgwJClnceSY9WDhyXmJaea93PPOYcII8sekbrDIQBnGMRjZYx8RzmMjq/zag262lwH4UrOBAXAarrWFxsFibn5V+YXLsFSlt53YTwD6fWPp2bYZdbYW6A479kYPMY5OSlZZCpqZnG/eHlEuBKgAfoMY++MLL0rJLdeQ6l51XCFKVvKB8s/1RGbJKWi+6kujjB02XRebTLfFNcqAyED+mOFVTOVFXiAkIQMjnyj2YnQRuLiifPJjnv1QFpbG1SQ58IX5CHpCAEiFjnOuF8yrjiWlNpBKnVbU4jP4iMJlEIC1oBATnIT/ABvI/SOfSWZibCsultKeCpOSpXPIEdQqEqgNS7BQAftEpST+P9UMA5hm5KU9oa7LfVZWJcoPiPqK3PUjIEfZmGUHBWPxzHIcXMKcUpxxrntvf3fqHAj7SJlQGJ1lPyQECDOLWCTw+ZK6gfSofBk+nEZmgftLwkfMxx0tKB+KeUfXmNhlDCcEOqWr5mOXukEAc0rJScdaYSgZOPSCOO3MupQAHMCCAi6Sm8mHgqWlVrSFlKkDarsePPEL+iarSNpoCWdMrTqMwlZebmqhLLdUEnlKSNwBAB4841tWLEpVjSFmuyT0wtuv0KUqzxeUlWFrSNyUbQMDt39YsK6aejHpvuS6blte+rEVWJukyMi8wZmozSQCHJhh84bWkHLjCTz23YjEwTPgdmYbHyutZLlkbZyhPP8AW11Fu0r8hW7erVqUwo2CWt6RakcD5OJT4o+5cMvXrjr9yTjlRuGsTVTm3TucmJx9Trqj6lSiSYvZlOh3o9pe0I0LttRT5vh53/LcMKKk9LfS5S1g0/Qqy21D9I0hlX84MOSTSSkl7ybptsLGfgYP76L8+SUhR7RtM0uqTJxLUyadHqhlRH80fo4pujmjVOTup+l1pS+3keHR2En7vhhQydvWrIpDUhbdNl0jsG5NtI/UIj2BS7PJ2Huqc+g2mV+maf6zhNPqErNOUHdKHwVoWp0MTG3ZxknJHbntC80hqfsupXSq2Va02/dbl5opjRr74XcSUGbx+cOWXA2Bn+CMekTw6rNSKVpZb9An36EuZTOzjjCUsBKcEIzzEGteeo2WufTG7aJK2mxKtT1Gm5ZKztKklbahnj65hh0zI35OqnRUc08ZeG6fZSzT0Lez6/a5Orn7BJv9iqKOqvKqSrnrYSmRS0Xi6U+87xhsZ27d3GMZiI2qtU9lQ/pnc37U1CulN2OUuYFBeU5cZbE5sPhKy66WyN2PtDHrE25k/wDczKiQB/tPTZAH/JS4p3rOo+rsvZVvSUrU3JSiylOaZaEmpKTsA7rx8We/4w88hqZYx775ApmdA/TPpL1J1bUI692zULinLZp1qsSXi1ielFy3jSDhdQoMOoySW0Z3ZII8snO5LdNul1r9Uuq+lVpU5mj2rR5WhPy8lNTrsyUrdaeUspW+taySR5qPl8oUPsWapN1f9uqoVCafmXn5uhKW68oqWo7J0cn1h0epb2eFU1m1rq2rtu6+zVmvVuXlmpmTRKbuWUbAQrxEkjzxjjJgLbjVII6psOlno76etZtTdbGNS7KerSLYuKVkaWpusTsoGmDKpUUgS7yArJ5yQTDB6+6S2pp1f+s+n9jOT1JtahXbadPl6SKi+8FMzTLK3UlxxanDlSlHJVn04AEWSdG/SrMdMFGulmpalO3pUbqqDU9MzzkuGtvht7An7Stx+Z+kQA6uqrR2OoLXakzE22ioTV72U5LNEkKWlEtL7yB5gZhQ8UJ6euDoo6cNFul+v6m6Z2RO0W5qbM0lMpOm4alMBvxp+Xac/NvTC2zlDihynjORgwz3TfYGt/Uhe1f0NkNTJy37It9TU3ctXkW9s474qQW5RlZ+ypWDuOcYBzkfCZqe0wcbZ6JrqedOENzdCWo/IVSVJiK3QT1PaVac9ReoNoXJckhIUvUp+SnKRVph4Ny6ZtptSTLuLPwtlW9W0qIBISnuQDw2uk5buCzamS/sm+mi6ZzTG6NLrive4qYES1am2npudUy/gHa445MtNBzB+LwU4ByDgggIrUq2Oh+1LApXUf0bam1C27yZnRK0m0leNUXahNAjdKuykwVvt5BH5zeUYIKckgmWnUf7MXRbqHuip6lW/dtZtCv1tQmJ92nluap84/nl5bCsELIxkocSk99pJOYeXr7PrXro3qjWvlqzlKv+h2sTOzok2izOy0sjlT3hKzuCUglRQSQMnGASO8kpWEWvVbgreltIuW5qCuiVyepTM1O05ed0q+pAK2yDyCCex5HY8gxraNU5iYkJ6sOJSqcemlpdUrkpSDwIjNbHtBaddMkxKtW5NTBnmuFttk9xjB+eRDq6Y6n1CmUuccbkVBMw/wCMEkHIBHnEaSeNju8lMp5ZTdoTn3NrDbNp1NdHm2SuabGS0FgEg9iMmNKT15XOEvSNpTamh+m4UhP+VCZr9q2he9SXXK7Jyy5l1tKSpWAQPrGSk2/prbsu4zMVNlCAf3rxyQPuzGZpv8q9lopX01RC/O24uQbXC2tX2Dop4I5I6uZjrDMA1pB8iRcea5VzTk5dl1prrVHUpE1sbUw2sK2vJScZCewI8/URqqujWBE2qVtmzJcNsJw89MTpJJ8kJ+H7QHfvjzjqVrUSzLekJpq2KLNT8wtBCW5KXUolXl8QGBzg8mOLYGtSX5MtXPQ6lSnpYqT4s42MLGeDuHwg/Lj6RUur6LGpn4hQRubGdwd/MeCu6d0eHNZh2Ykhume1z52sEnaZo/deq95NXvqtRZdDcu0pEjKOYcIbBIKVEevmfpC1lqBKacS6qSQWZNhO6TeGMhr/AHtQ89nbPpiHAo2oNDqQSqXqEupKhkbVJhD6235RmKWimyPgTNTmHQ0wzgHJVwcjyGDkn05hL2NLe6VOY+V0uVzbBRk1L1ioqdVrYRS2PygzSa3Iz86pHJ8FmYQ4tOfUpQRj5xNLq36i7n0S03k7/tK05C5aHObW51TzitqWnRhK+M5ScgH6xB+u2HK0cT1RMuBNOK8ZSkpAC8j9WDmJmaYzNIv7QK3aTcUq1PSE9S22X2XBvSrb8CgQfmmLnCaoNa6Pksp2qpXPyTXsdlDp7q3rdIoMxfiLbo9Pp5Ukqpko4twO7lY+AOH4fPgEJGOwhfaf9Rti6nyaHbdrlOkKgOXZJ5wNPIPoEKPP1GRCI6ydE731Nuem2Vo5ppI0y37bQpcxOOTDcuJyZdCTwkkkpbSMduSpXoIjYvoM6hSBMtsUFt1J3JUKrtX+ITFpPhmCVkIc+ZscvmPmNlBw/Fsapn2fEZI+pBv7/dWJW/dTi5jYZhpxRPfI+L6Y4hy6FOy043vdQUKTnuMRT4uY166dLjZkazccyw+oeIyx7771LuJSecpJ4yePIxMOkde9kymiBuSoyiU3jLPCUcpZPClkEh1KyOUYHbv3HziirOzNTTRtqICJGO0uPFX8HaWlqHPp5gWSN3B6eHVTLmb1te2kNu16uS0oXVbGkuuJSVn0AJ+R5hnep7qlVY9vTdh2pTJsViry5QqccQAy3LrHxKbVnC1YyMg4EVU6va4agay3A7XrhrD6WlKUGpZtwpQ2nyAA7cR09J9Znbebdsy/X5mftqfVuafWsuPUp8n9+bJ52HstHmMEciLbD8IZFYTG5WaxPFnTud8ONORO6UF6220+2mvSTS/Gxl9ttBUCPNRx2wOSYRjUwwnlK8jsIsX6QtJqOKTVdQKwuSn1Txcp8k2drjQlhwpYzwd+Pw+phjerHo2nbamJ7UrSCRdmKPy/UqMwkqXKfwnGUj4lN+ZSMlPlkcDUYX2upWVZw2c2toD1PT7KhreyNTNSivg1J1LfDr91F9U6cfA1xGFU6cnPn6iOKiYdBAO78YzIdKjnHeNxmBKxbmFh6LZcdyrJG4+mO8Y0NMt/GEpCj6D+mPN3niPCsAckCO6HdJsRovUIZU6VLRk49Y1p5aFoDe1PJ2gAcnPyj1x7Yk8iMVLBmp8rKSUtDg4/SPb+mEOcD3QnY2kAuJ2XQZQ5Lywl2aWA0jkfncKMa7qpUnMzIuNA+f2kj8OY6pcHIJGRGBxwEEFIOfWOW5Bca8E3K0BKyDg3NtsrA/ST/TGNbEuknDSRH0/Igq8RpXhq8ig8xjTMuSvwTrXiJP8AuiRz94hJOXcJds2xX0kMjGFjPpGRKj6I+6PlbSHEB1oAtn7OOeY+EI5A8/SOLhFt1vIcISII+UJG0cwQWXNEqOo1guWHovVPCITPWUg+ITwtTT62SPu8MfjFk2hlamZHqBpLqVBuUuW25kKAP23XG5KebPf5zX64gF1B0xMz0ndO1xto/epSuUp5WMn4ZhtxA+7Ln4xNDTSqsSlZ0HuJaEh6o25bswpQPxFTkh7mvPqMufqjCtWoedj4qbU4+skkEnnzglppRVwY+ZpxpwDw+QBzxjmNeXCg4cCF2O6XeyUMrMrUMZjpy6ySAY4kmSBmOvKHJBxHN0oFQV9sDVKvSNKrAmKTPvSql195C1NHGR7uf6oq8mJ2ZqVm1Co1C9p335pSUJp60nDzSuCc/LJ+6LVfa1SstOaUWL75LLdaTcLgUEOhsjMsvkHHriKsWbdnfydPyS2mJh2YZSltW74mlg53DA5yCRj5xGmdA0jObH0VrhLK5/E4UReyxHOwJAsdDy3/AGV2D5H/AGM2oZ/8j03/AO6lxUbotcmh0npdedH1Itifnq5MSzYoM2h1R8B7HlggD4sHkYxDuSvXN1b1PRd3p9l9PbUctuYtxy11TCaPOGaEm5LlgrC/eNnibFEhWzGedvlDPWb0/wB+zrCZF6mTrDTuAtxUmoAevJhqoqqdrO84J6hwmvdKHtaRbe5A+pCnL7FRG1jWpDiQgicoeRjGPhnfKGU9oFOyNU6zb3pd3aq1e2JGn0eSXTwwp5aHHfASrwglBwjJz5dzCr0Ek+qzpjqt2vaL0+wp6UuxUi7N/shamFOIVLocCAgNOoAGXV5znPHbByqLTpmoVc1LvXVrqV0ate7p262qewmWohAZlEyyXElSEPLUrKgtOfi/R/Bv4+Dh6PF9E1Ph85meQwkXPjuUv/Y51uaqllamSouCp1SnStclfdHJ95a1JSqX+LAUTtyR5RGDrSr1pS3WBqvb9Ro8y9cE9d1qPU2dQPzTDTcpLeMlfPdQKcceRhc2/rLqh0xag3y9obQ7Mta0byqLNSalLrodRWZIoZSgtpVLKCAkHcfPjHbtCfumxbC1ol771v1H6idIJXVuu1Wk1GjytNqMwmQZTKIbQ4h1lW50FaGhj7WCDyAeJLaqKRtw4KtcxzTYhTj9p6sJ6GbzX4e/a9RTtPYj8pSvBitfpu0X1i6laZcrulGjFjpolObLUzN1pClMuTKG96ZVpW4HxF/D8Q4TuBJHBhe9S3V11Mav6cz+jtyNabVmgVNUs7NTlt0ipJWgSz7bycOPOFOCppIPwnjPY8wyWnGs+qeml0zV5aL3a3aFacbT73T5RsKk51Cc4K2HMoWckjt6xLp2Q1THOY8Zxaw6jmfRNuc+NwGXQ8+i5LmqHU1oBds3QqLWr806qco54a6H480WmQk4CUoeKtyDzg8gjsSIui6SNRNVbp6X6ZfPU9IJo1bbl5x6ov1CWTJlcg2VFEzMNEANZbBJBAGBnAziK+ZP2v8A1N0GURL3Fp1p9VH0fAJtLE2x8XbcsB4p/AAfSGa1365+pjqKpj9tX1XafRLWmUgzFGtyXMuxNpBzhxxaluLB4yCvbwPhEcILdClAJy+nbSyyqxabt8zvUfZ9gUWo1WeXT6XPKaVONSnvC/CyFOApynkDB4hd3RXNB9PpmWk6d1W1C7BMkiYRT2kLQ0fXchOAPkTmIKSCEJaSJaXWWwgcYAUkY8sZj6CgQtlDatuOARggntzEB9EJHFxKfZK+Mg3uOhKm6z1FdO1vzaJJNz3bWXtu7u4EnH0wBG/TetXQKkh6ZkrEq0y41wVONoUVH6lRiB6ZuWbSVvTTLTzZKSXVDAEfSKvbyXx4k8xsUfsoX5xRO7H4XNIZHtcSd7FaEdq8QDBGzKAPD+VNu5/aAUyalWWLWsWblFTCxtU66kDbz3Cf641JTr7mqbJLTJ6dSs1OsjK0vO4bc+owcxDycnJOmsBUw244l0AMrTn4fpgGNVy75VSG2m6fOFSMfElk5VFpTYPS4e3hwMsFVVmJVNe4OncLjopj2XrqNdL2RS2LZlbOnlSrr0u5Sl7Q8pJG5C0EbSQDuBxngw59K0vrCa+3VanXpyorb+z45xjnz/pxiIHaYai/sT1Iot3OyLjLUlOteKHPhJZWdjvH8RSv1RaO08xMSrEzLODa4ApKt3fz/miixul+DlDmiwcNFsezVe6opnRvN3NNvQpDXrIIaZ8JxGQUBJzEcaxeutlMvih6f2ffVRpdJnXy202wkFtgFe508gn7JKhz5GJKXvUm1EIXyVApwBn74Z6aclLfuqnXBOtp8MLU24vOS2lYxu+Xz+UV9FU/DOLyL6H3srDEKFtbG2JxtYg/PVSVkq0iQprLS5kuuIbSFuOKypfHcnzMJ+r3K42guMq45zhXaG4m7veZeSkOBTecZBzxGvWq6XKWt9pa8LzkDzitijLu85WT2iNtm7BRT6pq0/Wr8lX1q3IbYWlJ+W4QzawxMSzko+oAOKCkqz9lQ7H9Z/GFhrbU5l271uTKssFO1kDnZjuD+MIEPJUncFfTMe04LBHNhUcJOll4hjskjMVklAtqtSZZcl3Cy6AFD07H5iHA0W0Bu/W6tiQpDCmKehQMxOuIIQhPmB/CMaumtfsem3RKN6jURup0N3828oqIclT5Opx9oDzSe4z5xZTYFHtuhUGVmrIEqinvtpelVypBbWgj4SCPKMh2hlmwbusF82zuS1nZuhhxi8srtG7t5/8ASc3SazZLTeyKZZkjvLFPYS3uUclZ9TCseYyo7gkpVCLpFzOTTuHXclPwkHjmFczMpeAUSQCOMx5u8mUnOdd7+K9Ka0RgBosNrKIHVB0XytzOzF+6TSKJarHLk7S0kIanD3Km/JDny7K+RiBc3LztKnHqdVJR6UmpVRbeYdbKVtqHdJB84u3eZIBGAoKHmOIYvXPpg071hbcnKjKO02s7NqKnKAJd+iweHB8j+Ijb9ne3UmGNFLiN3RjZ3MfcfRYzH+xcWLE1FFZsvTk77FVdF9I+yrMYlvHvmHw1L6M9XtP0uz9LlEXNTWgVeLT0K8cD5s8q/wAEqhg3n1N723UKbcQSFIXwpJHcEHt6YMes0WKUmJR8SkkDh8/uvK67BazDH5KmMtPj99l7MPktnBh29C+m7VTWemrq9o0VlNODpbM7OuhllSgcEJPdWOewhkpt9JTkHy5EWedJFyy1vaP2rR2CE7aY0+pvtlTnxKUfvUYou02OzYLA2SAAkm2utlednMBixiR0c5sAL+fgmKqXs7+oSVZ95kDbk+rHLTNQKFD/AA0gH8YaK+OnzXDTpK3rr03rLEsjJVNMMGYYAHmXG9yQPqRFr0tdiFt7WXh+JjeYry3EFpakqSoYx/r3jG03+RK9rrSta4eVlp6jsDS5e4SPW6pO8VXYpP4R8qdbcRhSQoCLW9UOnbRXVBDztetNlioOH/v6nYlnwo+eUjCv5QMQm1k6L770+VMViz3jctIbJXhpvE20judzY4Vj1Tnt2EbDDO2WH4kRHJ3Hnrt7/wDSymJdj62hBkj77R039lHJ1t2TcD8s53OSgngiOhLTcvOS6ZhuXwtJ2ubedp+cay0uIUWnR8XPJ8sd8xpqeXSp9M4CfBXhL6RwFIPf740r3ZQHDZZoNz3Y7fkuhPVORp7qZeZWUr2BWAO2cwQiq7N+/VWYmEL+Aq2o3HnaOB/NBFK/GHtcWjZWLMKY5oLjqpIanXla9U6GNI7URWpRdw0+4as6qQS4C83K/GC4ofopKigDOM+XYxLnT++tB2dF9AavdNyJRcsrI0qmtsSrgccbZZd2rU6hIJaQlzaCskckDnMVjV+3HKGgTLUyHpV5e1p1vkKTjI5HGfWNy1L7uq267IV6kVJSX6U14EoHQHG0NbioI2KGCNx3fxue+IqaeIzPDG81YyABuqvwf1NsZDQKrnlFEccLKv5hGjUda9KrdkXqxW7xlZKQlWw4++ttza2nONxITwOYp8/usdeZrKHLsRg4yESbQB/6MYZzqI1fq0m7T6hdLrkvMNqbdZVLtFC0kEEEbcEEE8fONDHgEkgFyAq99bkNlebbtSpFxUiRr9AqMvPU2oy6JmVmWHAtt9pYyhaVDggiFHKMhI3EeUVe9LfXXcVgaRUrT9+y6HVf2PBcrLzM1ckrTlFjcVNoLbuD8IOMjOQB5wq532slyUWsP06f0XoEywyrBclrp3AnGfhWlpaFd+cHuDGfnjdTyujcDobKwY5r2BwO6dv2mVTZpVg2BNzEu28yq6UsLStORhcu4BwfniIw01QaZGyjttkAHASkf0RzOpTrgo/U3SbStKt2rLWxSaVWmqrUJtNRE042EpUkJQEpBUDu74GIcrTm7dHL8bFNs655SpTfCfBDnhuZx22qwfLyEZ3FGCRwflvYbrR4LM6NjmF1rnT2CWenVCpFTt/3yoNJQ8cnlOMGE2qVn1T8zKS80UoacOD8odqgW5TqdJFpTStpB+HxMgR41QKCw+t0SyQV5OQOYp5TGRYBXkTpSczikpIU18sthybSCEjuTzHbp8qqXcyJgbsYylPGI7zElSENgBJP1A4jaYapaDgM5P8AFiI4jkpNyd1pMJlJpHgTkoh9I4IW2CDG0xZunu1Mwiy5JT/dTgl05z+Eb7b8q39mV4HnjGY2EVdCE7UshGfQxwOtzTbmF24ukZdtmU6ptKlpGiJlQUlKVJGMZ+UQU176cLjteceuCnUp1copwrUpgctnOcgDtFij9TSs/E3nPqI1pmYYeaIdlmlJIwUrTwYkU1dJRvzsOqj1NAyrblcLKn9u96LLsO0+r207VJ9ClN+8ctqAxgDbggnPOcRxqNcf5CK5cUN6YQ9yG5zKUoz6YEW8s0W1ZZ9UzL2vRG3Cc70yjZVn64zEYOqbpovLVK4mrutBykuONyyZdyVcWZfISVEKGARnmL+LtAKma8oy6WuqSowKSnizMOY9FEClVViXeeeal9rj5+IKcKkJHokHyjflQJbxXpdtsF9W5fxcZ+kdef6cddaOfCXYFVfzk72FodT9xB7Rzk6L67b/AA2tO7iPyMmMfjmLRtVERdsg91VGmn2LD7Fcl6QpoUtRp0tuX9rjMa7vuDJ+CXlkD+9QIVbPTt1DTqFOtaeVdI9FltB4+RVGmOmvqEmnSw1pPcRUeAS38P8AhdoQKiE68Qe658PKN2H2SdVUpZP2nRgcCNV6syyAQHM5+cOTTuinqXqoBGn7jAPP7onGm8fXKv6IVEj7PbqCmgn3sW1T0q836juIPz2oMNvraZpu6Ue6W2hqn/hjPso8z1VZWD4Rwo+eeYtA0EutV2aU27VC54jjtMZKwVchaUbVYP3ERGSU9m/e3BruqlsSZ/SDDTj5H+RD+aTWK9onIU3Tx66mq82w2pxmaaZLXwqcUVI2kntn18xGfxyqp6qJoifdwPyWm7N09RSTu4jbNI+YStuZtSloV3POBnH88N9ctHXUpB2XWz5EJ78/1w606ww84VIcBJ/hckRwapRw0wt5SOCMZB/XiM/E4grYuObdR4fuCo0HbJzKlqS38CCR5f6I7MneUvO0ssqeG7GSjdyOI52pdLLO5xOVAHkpHnDZUOeE4pzDqmpplwtrHrjsfvie2FoGYqHxnZuGSkVq+tldURNOo3DeoD6H/wCkIZLEpMo3yruR6Z5EK7U1HvE2zTnHdrnK1KV5YwMfrhGqob0uhKst4PYhWI9P7Nh4oG3FxqvKe1Bi/wDIOs6x0WrOSD6RwCPPmJAdJvUbNabVZFhXjNKctyoOBMs+4rPuDyj+pCj39Dz6wwypapNIy2XFoHPYLEaMxMMufBOS5SRwSgY/GJuI4fT4lCYZhofkVFwrEpsPmEsJvb5+auCWkTLDU1IrBWpJX8B4WPIiOnSLqmmCGJsK8ROAN3pENuj7qINQZa01umqJVOyze2lzLqvjfaA/elE/pJHb1H0iVD0yZt/e2sKdI4HmMR4hieHS4bUOhfuNuhHVe1YdXx4hA2Zmx5cwnaptz0+oIS0s7Vjg8xvOy6FoU4HA4M8D0hlm6lO09QUTznJIhW0a9yEJS6rIxzk8RVlubRwVkBbViUM7KEubxwjOT6QyWrvTRphqY49N1m3WW590Z99kx4L5PzUO/wB4MPcxWJSdaUElJz845VRUVK+ADvzCYX1FBIJqV5afDRPObDWs4VSwOHjr9VW3q10TXvZ63p+zJxNfkRuKZcoDc02n0wPhX92PpDv6Gv1Zmj0anTzMxIKp9OYlplp5BQpC0pAKSOCOREpKp4amVtBsK3j4swga5RWkkzks2lD/AK4zmL6o7SVWKQNgrNSNjzVZTdnKSgqDUUmgPLkljR6qnwUsp24BGDnmO+3USlAUSBg+RhmLZup731VLqsuJd9CiG1I5Q5gZHJ5B+ULeXq4UMFYH3xTPiLHXVv3Xtsla9WlJ+IfEQc98RypqtOHONo+WY5D9RyAgHO70jjVOpssIWhaiFD5w/G3MEw4ABMB1PaKUqoyc1qDaFLTLT8vudqEuynCZlA5U4Ej9Md+O4z5xDyvTTbFMUFI3LWoIRnzzz/QYsUqFcldryp55CZdDai6pxQ2oQB8ROewAity5J5iuXM/K0c4kRNuIleOA2VnCvlxHqHZvFJzRPp5TfLax815N2swqBlWypiFs18w8l7R7aNVlDOvIV8azt58uP9METM6auimpayaaN3mutfkuXVOuysqgt58VptKB4n3rKx/Jgiwa+wtZURZc3URqhqxUqquUbqNJkXpOXp0rTXJUNhCXW2Gw2lRKQMLwkEq5OeY+U0GgT4bmrbnFy63UhfuM8QhwZ/gLOEuJ9D3+Ucmj27Q59lLtQu2VkVE8oUwVEfXkQ9lapGn2qE/K1m7tYqXKuy8ixJIaa8GXbQ20gISEt5wngdgIahqxRvD4/oU/8M6oGpA9QmsVTqhIH91yDzBzzuTkZ+UZ0ubcAntz9Ie6gafdP1LaS0dfAyPNKaojYf5IBH6o26npz0+VJLiEdQNA3qTx71LMOgH1ykIJ/GLqLtcGDK+InxFwoUuAOk1a8e4TYWfownUhCqqq4mJBpLhYUhzBVkAKzyex3Yh07b6RrJdmWW6tc0w8hRGQy6AD+H3xy5Kny1iNhixOoLSqel0ncGp9pTJ+7CXDn6mOqzrRqhKKS1K6naMsFPCXkvqIHzwG/wCiMriE9RXVD52Pyhx2/oV9SNp6eJsb2XI8j+6k7p500aHWq2xNydn0yafQjImJlgPuZx3G/j+aGm6jKVo8xU6bZui1Apg1LqM800y5Q0JZTKp3gl18tfCChSQoE8pxnjHKLnbiqN9S6ZTUnrIojEg4D4tNtsol21Z7guHYVD5KSfOHK0cubpQ0gcWu2bvttudeTsmKlNT4dmXh6FRyEjPOE4B84q8r4XZ3OLiOVjb1U4yNnbkY0Nb1JF/RSsk5iWDLbTgW68lAC1J24Kscng8cx9KClKyzLEn5mG1lOp7Q1tfiK1atVsAcATjecfeRHTa6o9A1J3HWm1kn0Myjd+IJitdDKf0H2Vm2pibpmHulqWp8kbJEn6ZMZW5aqHgyYb+agQYQ46n+nzkr1ytzA8hO7j+sYjUnurPpvkUFb2sVIe9QwFOH/o94YNPM42yH2KcFXEP1BOUJSqDCSpA8vtCMhps/gjx0D57hDB1bru6ZKe4ptF1VKdUM/wDe0g+QfoSABCSqXtH9BZQ5krTueorT9gmVY2k/MuOA/qhbaGqdtGfZIdXQDd491KM0qYPL9SaQPL4xz+uAUqWcJbXPeIod9mO34RCmt+01oaeLe0nnFhRzmZqSWgPT4UoUPuzCVqntMr5fB/JWm9CYJ7KmH1ukfTATEhmFVp2b9E07F6Zv6lP1dEonBdecUTx8Kju/mjLL0miBPiNsTT6hyCSQPwMVp1P2i+vE1kU5mhU8fo+FKk7fp8X88JGr9cPUjViVfs990Jx/3tKNJ/ykmHxglW/8Vky7G4G6gn2Vsn5OpwAUmkIOT/uhOBA69KSfxpZkGUjjKSM5+pwIpuqnUtr1WgUT+q9wqSo5Iamyz/kYxCVqWoN+VlBRVr3uCdSeCJmpPOj/AKSoeGASfqemHY83k0/JXSVS/rWo6N9XuehyXqXZxpsfrJhI1TqS0VpW5ye1UoKNoyfAnkrP4JEU4tImZk8zKBk93HgP5zClp+ns3PDLt4WnKDz94rLP/VKocGARt/E/5KO7HXHZvzVmtX6zOnWT3KOoxfI/Rl23FbvlwIQNc6+NB5dJ9wNdn1An4USqgB/hkRCOj6QUmdqIlapq/ZNPYHJmPygXR+AAhZDQbR5unPzEz1JW7MTaEEtssNhIUfTKl/0Q6MHpGbkn++SbdjFS7YBPbVfaDWVlSqPp/VlqwQC6621n/BKo41rdWq9Tb1p9OdtpNGU2FqYdE4XVOEYOwgpHkMw1NA0r6f5m5JGSq2sTYpzjQVMvEhvavbykKxjuCPwjj1Wm6Zyeo7zGmtel5GnUshxioVGf4fcH8E47fKFPw6kMZaxpvZcixapbI17z3b7aKwmmXMmYl0OqSCXBu3f0Rr1q4Q4z4T2U47cxH21NeLHl6cJecvGntvMHad7uAo5OcHzHaNqpa66fzKDtvWmLz5eKP54zTKGcOsWHRbf4+nyg5xqL7rsX4+h5Di0KBbwcc9yYj83PmlXk5JhfwTgPfyUnkH+eFncGq9lzLJQ3c0i5jslLwhi7uuuUnrhTOyc0FIQSNyFfXmLmkonyHhuFrqnrK+OM8VjgSOQK6t+TiapXEBpeVto2rI9fOOPlxDYamNxB7L/gxkbqtCU2hTk8nKufTBj16pUFxvYJ9sfy/wDRHp2H08VDTsgbJewXluI1c2IVLpyy1yufMuT8uoLlljjstJ4Mab9TqDvE0y07j+GnMbyqpTZZeZecbUCOcHgxgfmqNMjImEtqPfBGMw7I6M7PSIs3Ni58rVHqbPMVKnse7TMq4l5l1tWFIWk5SoH1BwYnn09a+SuqtGbkKi+mVuenpS3MDIAfHk4n1B4+hz8iYGPe5bsCaaUPMhQjdtm5Z+zK1KXDb1TSxOSi9yVZ4UD3SoDuk+YjOY3hUeKw5XOGYbH9vJafA8Xfhc17HKdx/eitSTW2y4ZafKQ+O4x5QTbzkukTkqsuIA5QnmI/2V1Laa3tbsu/dFwSdEqjXwOImHNhCgByD5gwopPqG0xproZc1Co7zJ/SRMJz98eTzYVUxPLXMNx4L1OPEaaRokZILHxsnlpF2v8A8PYR+ieI76LiLzeXHgP6YY6c110MnElxjUSioc+cyE5jn/t+aVy6ilGolEUnsP3UDEY4fU8oz7FS2YhTf7j3CfWZrDLvBWM/KOLUpgLQSD27w0aeoHSorG/UGij5iZEZ5jX/AEiMvtTqHRVqPf8AdIjgw+oBvwz7FOjE6UD80e4XUqKkMVNToVhSeQfT/XGPxjqy1eW+4Nih93nDW1fWfSyaCi1fdIKiMZ94EfNuaxaVsZM3f1IbO7uqYHaJpo5ywXYb+RSG4hShxtI33CelurKQkqWrBSOISFyXC4+oMtKyvJ5EJGv66aWoATI39SHCeNyHwYZ/VnqBo8hIGm2RVmZ6em0HM40QpuXSRgn5r9PTvEyhwueZ4BaR5hV2JYxTQxHK8HyK5/UPq8WZN6wqJNlcxN/DU3m1fYR/vQ+ZHf5cefDK6eW5UrhrcnJUthT85OzLclJspGVOPOKCQPxIhMzEw5NTCn33lOOOKKlKWrJKj5k/WJPdEtS0qoGr9KuPUa9KNRadbzDk82uemA2l2a4ShKSe5BUVfyY3UdO2jj4bF5lW1bq+biP2VrmnFkU7TGwqBYNNcSGaJItSpUAR4jgGXFn+MsqP3wQ3L/V103l1Rb1utTaT/wAPTBEUtffmmwI+ipBKyYN5jyCLG6jr3ccYg3GPIIEL3cYNx9BHkECF7uPrBuMeQQIXu4/hBuIORHkECF6FqHYwbjHkECF7uOc8Qbie/MeQQXQvdx9BHmTBBAhEEEECEZzBk+sEECEZPbMe7iI8ggRsvdxgKyeD2zmPIIEL3d8hBuOc4EeQQIXu4/WDcY8ggQgnMfXiE9wPwj5gguhe7jBkx5BAhGflHu4jtHkECEbjjEehRHYx5BAhfRWo/L5CPM89hHkECF7uPrBuPyjyCBC93H0H4R5n5CCCBC9CseQg3HGMCPIIEIzHu4x5BBshe5MBUTHkECF7u+Q/CCPIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBC//2Q==)