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Он сбежал из дома в 14 лет, чтобы не работать на ферме отца. Джесси нашел работу в Бостоне в bucket shop — “серой” брокерской конторе (“кухне”). За 5 долларов в неделю Джесси писал на доске мелом последние котировки акций, которые приходили по ленте тикера (биржевой телеграф).
![фондовый рынок для 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s+eKyydzPfyFrNx8Dv7itgpeJmnbPDO9xS05O3L4qri7GTi7p3IZWxRue5h3G7HeqWkEdD5LJHUxSglhvZR1fw7imGOY2qhLc5sNiCTyuCRf2qWotQ2fkhmIkG7OFGRcPDduTaf/tLl/XCMX+xLk/4Sb/wlj8+p/rfAqT/sNxB/p/8A2Z/EtukWov8AXCMX+xLk/wCEm/8ACV+aJ4w4DU/CSrxfzkQ0/i5obE87LM3P3DYppIurgBzEmPoANyXADcq+OqilNmFaGIcMYthbGyVUJaHENGrTcnYWBJ5KfItU83+SBaMrZCSvpzQGZytWM8osyWGV+c+0M2edviQfcF4f64Ri/wBiXJ/wk3/hKw11OPpfNbreB8feA4U516uaPgXXW3SKluDXas4e8Ycm3Tlevcwmde1zmUrvKWzcvUiORvRxA67ENPQ7A7KAal7d+N05qPK6efwuyNh2Luz0jM3INaJDHIWcwHd9Adt9leauFrQ4u0K1YuFMYnqH0rIDnYASCQNDsdSARodrrahFqG/8kMw8Y3fwpyLd/DfJsH/2ly/rhGLPhwmyf8JN/wCErPPqf63wK3P7C8Qf6f8A9mfxLbpFrbi+2fjslw61BxCdw8uwRYG5Tpuquvt5pjYL9nB3d9OXk8Njvv5K7OGet4eJGhMPriDHPox5eAztrvkEhjHM5uxcAN/o+xZo545TZh71D1+CV+GMMlVHlAdl3B9K17aE8jfopMiKi+OHa00bwazsOl2YmbP5bl7y3BXsNibUaRu0PcQ71z48u3QdT4jeskrIm5nmwWDDsMq8Wm83o2F7rXsOneTYD2q9EVP8Y+0TR4QaQ05q2zpafJs1CGlkEdoRGHeISdSWnm8dvAK26s4tVYbIbyiWNr9t99txvsqtka5xaDqPvVs9BUU0EdTK2zH5spuNcpse/Q9V2oiqXi52gaXCfWultG2dMz5J+p5GxsnZaEYg3lbHuWlp5vpb+I8EfI2MZnHRUoqCoxGXsaZuZ1ibaDQC53sraRQbjPxSr8HdCWdcWsPJlI688MHo0cwicTI7l35iD4fBZzQeqo9c6MwusIqTqjMzSiutgc/nMQe0O5S7Yb7b+OyCRpdkvqj6GoZStrHN/RuJaDpuNSLb/BZ1EVD8bO1zozg/qGPSkGJl1Dk2N5rsVay2JtTfbla5xa7d5HXlHgNt/FUklZCMzzYLJh2F1eLTeb0TC91r6dOpJsB7Sr4RU3xi7R1HhDgNKZ61pSfJt1SwvZHHbbEYNmRu6ktPN+ebeXgrfqzizWhshvKJY2v238Nxvsqtka5xaDqN1ZPh9TTQR1MrbMkvlOmuU2PuPVdqItfNS9sjReJ4n1OGuCwc+bM1+DHT5CK02OGKd8gY4NHKecN36kEAkED2qkkrIrZza6yUGFVmKF4pIy7KLnbQeJsPvWwaIiyKPREREREREREREREREWmXao/9qfhb+7Yz/fytzCQAXEgAdSStNO1QP/zT8Lf3XGf7+Vnu0jxxz2r9Qt7PfBcvuZfJSGplbld3SMdeeBrh9HYAmR3kAR7do5kwhfI49fevRavCJ8YpcNhi0AjcXOOzWh2pP9arGca+KWpu0HrUcAeDM5di+8Lc1lW/nUjWn1vWb4QtPifu3bAdNt47obh3hOFXbV0zonAGR9eljXF8shJfNK7HSue8+zdxJ2HQeC2Z4E8EsBwS0izD0RHZy1sNkymQ262JRvsG7+DG7kNHxJ6kqkMt/wDuF4n/ADef/wDNlVkkThklk9YuHsHRbuHYrBI2rwzDhanjgl15vdYAvd9w5DpsPDFPDX/JCXTWJmRRtrybue4NA/6MPmVt39mcP/hWn/r2/jWinFbhtBxc7ZuS0FZysmNjyETXmyyISOZ3VESfRJG+/Jt4+am/9buwv7KF7+DGf8RVgfK0vEbLjMedlixugwmpjo311WYn9hHp2ZdpY63B8dO5bafZnD/4Vp/69v41qF2aHsl7W/FKSN7XsfPlXNc07gg3h1C9P9buwv7KF7+DGf8AEUf7HOnGaP7RmudJx2nWWYWvdx7ZnN5TKIrbGBxG5235d9t1V75XSx9o22vW/JWUNFhlLhVeaCpMpLBcZC23pDqdVney87GN7Q3GD7Juqhv2Qt8nflu2/p0vhzLa3vdKfqmJ+uNaD6N4EVOO/HHibibmo5sQ3F5i9YD4q4mMhdckbsQXDZWd/W7sL+yhe/gxn/EVtM+ZsdmMuLnn3rY4losImr89XWmJ+Vl2iNzreiLag213V88X38KXcOc83WT8IceaM24eYufn5Dyd3595zbcu3XfZa1dmB2aPZf4uNt979jBSv+h830e99Bf33L8u639/zXPWPYAkw2m8hltN8QJL16nA+dlaxREbZuVpPIHNedidunTxWd4B68Zqjsj670y+hDWm0thclVLoWBrZo5K0r2PP+Pvzg+3YHxJVHOe6a8jcuht3q6CGkpsHLcPnM7TNFmJBbk10IaddTpf8Fk+wc/CN4UZUZJ1ESfZuXbvyzm27mL2+S2T73Sv6pifrjWgXZ47KuP44aOuapt6ysYl9XIPpCGOm2UODWMdzbl4/T7bbeStP+t3YX9lC9/BjP+IrqaScRNDY7jxWDiKgwWXFZ31FeWPLtW9m42PS4Oq2ti/KzPIIoPsZI93g1vdkn5Ba8dve3NjeDOLoUXCCC3n4IpmRjlDmCGd/LsPLma0/EBc+F/YoxXDPXmI1zBr+3fkxMrpW130GsEm7HN25g87fS38PJeb8kF/QlwX/AMxw/wC7WFkqHPdTOL22PvUdgNPRQ8R0sdHOZmXvctLbGztLG/cbq6OE2hdJ6T4d4DFYXB1IYhj4JZHd00vlkcwOfI9xG7nEknf5DYABS77FYz/B1X/Ut/EvBor+47BH/wDra3+yasyt1jQGgALjaqeWSd73uJJJ596ovij2YKetOIuB4l6P1BV0plMRJHNMYMaJPSpI5A5j3bPYNwAWkkHcbA9BsrrdjMa9xe7H1iSdyTE0kn6l15DN4bEvjjymXpU3zfnbbFhkZf8AAOI3XtVrI2MJLRvus9XiNZVxRMncS1gs3w6X3Nu8my1D/JB6lStpPSDq1WKIuyVgEsYG7ju2+xbU43F4z7HVT9jqv5wz+8t/Sj3LVz8kO/uS0f8A5ysf7Jq2txn9ran7hH/JC1oQPOJfZ8l0GLvd/Z/DjfnN+8FQvbbq1qvALIejV4oubJUt+Rgbv659imHZd/QB0Z/kDv8AavUU7cP6AV//ADlS/wBoojg+PeG4IdlnRkze7uaiyOOe3GUSd9z3sm8sgB3EbT8ydgPMi1z2xVDnO2y/etuChqMU4dp6anbme6d1vs7nuHMqc9pftDRcKMXHpbSYF3WmYaGUq7Gd56K1x2Er2+bjv6jdup6+A66scZOAt7hrwaxmu9bWJbWs9R51jrjnyl3o8T4JnmN36aQuALj7RsPAk352ZOAuZflH8d+L5ku6pzDjapQWR61UO6CWRuwAkLduVo6Mbt4Ho3j+SCfoUYH/AOYI/wDd51gqGOlhdPJ7B01+anMBrafC8Vp8Fw45vS/SvH03Bp9EfsNPvPxiPbW/QZ4afCP/AHVq3ExP9q6f+Tx/yQtO+2t+gzw0+Ef+6tW4mJ/tXT/yeP8AkhbMH6+T/j8lzOO/3Fh/+6f98L1LT3ti/o5cKP8AKYv97jW4S097Yv6OPCj/ACmL/e41Wu/Ve0fNU4G/vQ//AFyfuqx+27+gDkv8vp/7UKedn/8AQS0P/mKp/swoH23f0Acl/l9P/ahR21x/xHBPs26HZWMVzU2SwFVuNok77fmYHfSAfcNPl4uPQeZFhkbFUPe7awW1DQVGJ8P0tLTNu90z/wB0anoBzKkvaY7Q7eGNCPRei9r2tsy0R1oIh3hptedhI5oHV56hjfM9T0Gx1T428Cb3Cvhpp3VOr7k1vV+pcnLLkXSyl/cN7vmEZdued+5Jc7c7noPDc7F9mTgHl699/G7i6Zb2rcu42asNscz6gd/fXA+EhGwA6cjdh49BhfyQz+4zSP8AnSb/AGQWvUsdJC6eT2DoL/NT/DtbTYbi8GC4aczbntX/AF3BrtB+w07dTr3mO9tP9D3hH+4v/wBhWW5eJ/tXT/yeP+SFpp20/wBD3hH+4v8A9hWVidojtD2dEYjH8MeHJdd1tma8MAEDS51FsjWhpAHjK7f1R5fSPlvlZK2GWV7v2fkoqqwuoxjC8MpqcantiSdmjOLknkB/JY/tKcdM5lc0zgFwaL7mpMq/0TI2a7tjWa4etC1/QNdt1e/fZjdx478tIa74NY7gnxU4T6ehtOt5G5Yp2snZ3PLJYNxoIYD4NAGw8z4nxW0PZn7PdfhDhHag1EBb1hmI+a9Yc4PNZrtnGBjvPr1c7f1iPYAqn7W//tGcK/3ap/voWOeJxZ20vrEjToL7KTwPEqaKrdhGGfqGRyFzucj8vrHuH0R7VuOiIpZeToiIiIiIiIiIiIiIiLSjtr6T17m+LemclovTuZuy18bEIrNGpI8RTiw8t9do2a4HY9SNvFXb2aez3R4NafOUzIjtaty0YdkLO/MIGnr3EZ9gPVzvuj7gFdSLVZStbKZjqT8F01VxRVVGFRYSwZWNFiRu7W4B7h0RasZTTWon9vHF6kZgMk7Esolrr4qyGuD9j5W7GTbl35iB4+J2W06LLLEJbX5EH3KNwrFHYWZi1t+0jdH4Zra+yy1Oq6Y1I3t5nUh09khie4kHp5qSejb/AGNLfz3bl+l08fHotsURIohFfXckquK4o7FDCXNy9nG1m975b6/FFqX2etL6lxfao4mZnJadydShbnyZr2p6kkcMwddDm8j3ANduOo2PUdVtoiSRCRzXX2VcPxV1BT1FO1t+2aGk9LG60Aweq+MHBjjHxD1BpfhRlsxHm8vdYHy4yyYzGLUj2vY5jeoO/j4bKcf1W/aN/wCr/Z/gy9+JbjotZtI9gs2QgeC6Gp4roa14lqqBj32AuXO1sABt3BaV5ntCdqbiDi7OjsFwVuYyxlYnVjaZjbIdEx42cQ6XZjOhPrO6BWPw+4FZHhJ2a9a4K5Gbeo89h8hPbirAybSGq9kUEYb9Ij3eLnHbcbLY1FkZS2OZ7iTa3gtKp4nDom09HTthjDg5wbclxbtcnl3L89+CnFPjpwS0xZ0vhOC2UyENm4646S1i7gcHOa1pA5W7beoPrVg/1W/aN/6v9n+DL34luOixtpJGDK2Q28Fu1XFWH1szqifD2Oe7UnM7UrTj+q37Rv8A1f7P8GXvxKx9YaR1R2n+zdRdnMQzT+qJJpMjXpzxyRNisQyzRNY4P9ZofET1I+7B8FsAiyNp3EFsjy4FR83EFOx8c2H0rYZGODg4Em9r6EHkea0n09x17U/CvD1dB5vg5dy78PGKsNp+OsPc+Fg2YO8i3ZIAAAHDxA67ncrI/wBVv2jP+r/Z/gy9+JbjorRTSgWEhstp/EmGzOMkuHRlx1NnOAv4clpdpnQHGftMcU8Lr7i7pd2n9M4FzHR1Jq76/etY/n7pkb/zR3O4Dmeem3Qddgt0URZoYRCDrcncqHxjGZMXez0AyNgs1rdgPvJ5latdvPTWotSaX0pDp3AZHKSQZCw+RlKrJOWAxgAuDAdh8Vs7jg5uPqtc0tIhYCCNiDyhehFVkQZI6S+9vgsdXirqqgp6EtsIc+vXOQfZayo3tl4bMZ7gfdx2DxVzI2nZCo4QVIHTSEB/U8rQTsFT/ZU7M2Yyt6pxK4tULTYMWGxYXFXWua8lhOz5I3DdrGk7tb5u3J6fS3SRY30rXyiV3LkpGk4oqqHCXYVTgNzEku52NrgdL23Ra3duvT+e1HwxwlPT2Ev5OePOskfFTrPme1no8w5iGAkDcgb+8LZFFkmi7aMxk7qMwbEnYPXR1rW5iw3ttfQj71qL2wdLamznCTh3RwunMpkLFUR9/DVpySyRf2M0es1oJb16dVja3aw7RdWtFWZwBtFsTGsBOMu7kAbexbmIsDqVxeXsfa9vgpum4mp20UdFV0jZRGXEEuI9Y3O3s9y04/qt+0b/ANX+z/Bl78SqvizxB40cTNU6e1zneEGUxr9KETsbHjLQic1kjZSXlzeg9TqfYv0bXjzOLr5vEXsLbc9sGQrS1ZXMIDgyRhaSN/PYqySkke2xkJ9i3sP4tw+hnEsNA1h2JDnbHQ/Bad6v4p6w7R3Zi1Jf/KmPshTz1SrFUxcUs7nsHI8u5erunMfkF39lfs25rKXafFHi/Ttk46OOvhMVkI3czWxjlZJIx/VrW7DkYR/jezfYvg7wY0vwTwl3A6VuZGzXv2vTJHXZGPeH8jWbDla0bbNHkp8qx0mZwlmN3AfFY6/iwQU82G4QzJC5xIdrmykC7Rfa9tddkWrvby03qHUmkdLQaewORykkOSmfIylVfO5je62BIYDsPitokWzPEJozGTuucwXFHYLXR1zG5iy+h0vcEfetO+2NpXVec4e8MK+B03lchYp15BPHUpySvhPcVwOcNBLTuD4+wqY9lrs6W9INPFLiWyW1rDKAyxR2jzvosd904nr3zgev6UdPHdbJosQpGdsZjqVJy8VVTsIZhEQDWi9yN3Akut3DXXrbxRal9qXS+pcxx+4Z5PEaeyd6nUlqmxYrVJJY4drgJ53NBDdh16+S20RZZohM3KSo3BsVdg9Qahrc12uba9vWFr+xERFlUSiIiIiIiIiIiIiIiIiIiIiIiIiLH5bUGCwLY3ZvM0seJiRGbM7YufbbfbmI323H1rH/AGw9Bfr0wf8ACEX9JWGRjTYkLajoaqZueONxHUNJHyUgReGbO4SvRjyc+XpR05nNbHYdO0RvLvAB2+x38l7lcCDssDo3sF3Aj+W/uRF45sxia9qSjYydWOzFXNt8L5mh7YAdjIWk7hoP3Xgu6ldp5GrHex9uGzXmHNHLC8PY8e0EdCgcCbAqroZGtzuaQOtl3IvFazeGpXoMZcytSC5a/OK8kzWySftWk7n5LzZLVulcPY9Ey2pMXSnA3MU9uON4HwJ3VC9o3KvZSzykBjCSRcWB1HUdyyyLFYzVel81Oa2I1FjLswHN3de0yR23t2B3XXf1ppDF25KGS1TiatmLYSQzXI2PZuARu0ncdCD81TtGWzXFleKGqL+yEbs29rG9vCyzKLB1tc6Kuzsq1NXYaaaQ8rI2XonOcfYAHdSsnkMljsVWddyl+vTrt6OlnlbGwfMnZVD2kXB0Vr6SoieI3sIcdgQbnwC9KKPt4haDcQ1utMGSegHp8X9JZ6OWKaJs0UjHxvHM17XAtI9oPmEa9r/VN1Salnp7dswtv1BHzXJFgp9eaIrSvgsawwsckZ5XMdeiBafYRzLtx+sdJZe2yhitT4q5Zk3LIYLccj3bDc7NB3OwBPyVBKwmwcPesjqCrY3O6JwG98pt8lmEWNyupNPYNzGZrO4+g6QbsbZssjLh7g4jddFHWmkMnZZTx2qcTasSdGRQ3I3vd8ADuUMjAcpIurRRVLo+1EbsvWxt79lmUWEt640ZQsyU72rMRXnhcWSRS3Y2vY4eIIJ3BXT9sPQX69cH9/xf0lTtox9Ie9ZBhta4XELrf7T+CkKLBTa70TWcGWNX4aNzmNeA+9ECWuG7T1PgQQQvkWvtDTyNhh1jhHveQGtbfiJJ9g9ZO1j2zD3qn5OrMubsnW/2n8FnkXRbvUqFZ129chr12Dd0ssgYwD2lx6LDfbD0F4fl0wf8IRf0lV0jG6ONlZDR1FQM0UbnDuBPyUgRddezXtwss1J45oZBzMkjcHNcPaCOhXy1bq0a0ly7YjgghaXySyODWMaPEknoArri11gDHF2QDXa3NdqKP/bD0F+vXB/whF/SXdS1ro/JWo6OO1TibVmY7Rww3I3vedt9gAdz0BVgljJsHD3radh1Yxpc6JwA/ZP4LNIsXk9VaYwswrZjUWNozEcwjsWmRu29uzjuuOO1dpXMWBUxWpcXcnI3EUFuOR5HwB3Ve0ZfLcXVnmVT2fa9m7L1sbe/ZZZERXrWREREREREREREREREREREREREREREREREVZ8VKlG/rPQdPJ14Z6sty02WOZocxw5GdCD0Kkv5RuGu235VdPfekP4lgOKekJNXah0jVnxk1vGx2bHpxjJAjYWt2LiOo6hd32h+GX+ApfvuX+ko7s3maQhgIuN/AdxXbed0rMOpGSVUkbgx2jACP1jzr+kbY+za2qrmXDWbWA1ritKV5LeMw2er26kEJLxyt3MrY/bt06BWCzjxoIsaZXZOJ+3rMdRk3afMHYLO3tLz6f0daw/DiOvi7kbe8rbsDmvfuCQ4u33LgNtz4dPYo9DxL1pFCyO7wkzLrDWgSGJ7Swu8yDt4LG1rqU2zWuPqkjc6C21r8+5b0tRDxCwuMWdrXG36Vsb9WsBc4OBBzFt7g6G9+V4tPqvD6x19qDK4R8zoI9FWoHd7E6M8wkJPQ9fBw6rhpTjRgNMcOMbialezazEEAgjhdE5kRkLjtvIemw3BWdqYrVWqctqPWuV03NiWyaelw9GlI4OmmJ3fzEDw69PmPYpBozSUF7hdjdLaqxR2NYxzwSt2cw8xIPuI6EFYomTueXMNiQ7Wx6j3fFblfV4RBTsiqmF7GOiBa2QEizHXuQLPAvY2y66XCaF0LYxEs+r9U2m5HUuQYXSz78zK7PKKL2ADpuFHeDmkNM6j0TBqjUWEqZTJ5WeeezYuRNmc5wlc3pzDoNh5LLaPi1fozL/lJy9a1lsE5v8A0blWtLnQM67QzewDoAfL4fRwulMhrbhhivymTaBv5mvRml9FvUnjlmic8uBI67Hdx6f+pytEbSwuabAEG4vrpv156rRkNZPHUxwTtMj3RuaWvDAYgHizbkZQ0lt2bi22l12cXNJ6b0zgaWpNN4WpislRyNYwz04hERu/Yg8uwcPj+NYS3mdAYjinrQ66xMV7vn0fReej6TybQev5Hl33Z8dvcsxqO5rPifBU0u3Ql3C1nXIrFq7dkHLHGw77NAA3J8v/ACRyOR1Ro7iLq7J1tCZTL1Mu6l3MtcAN/Modj1I69XbfJYZQDIHxizbj6Jts6+mndqpPD3SR0Zpat+efI7QTNDrGSItHaXcBs426X2uo7rDVfA+1prI18XpaOO7JA9tZ8WK7hzJdvUdz7DYA7E9fBZSLEvzmqtAae1c0X4YsE+zLBI/njfMG9HO67O6AfUsjqLWGsdU4K9p2twlyjJMjA+u19l7BGwuG3MSQB08R18QF8v6V1VoyzpLUWLxf2ddhMacbcrQycsh3b9Nm/iASR7fDp7KFuZ+a12+jezSOfTmrmztip2wF2SU9rlzTNkNzHYEPFgwE6a2uba6KaycNuH8jHRu0XhgHAg8tKMH5EDcKsqdq1ieDeucfStStixGZuY2oS8l0dcPiHLv4/du+tSs8T9XFp5OEeeLj4bvaBv8AUollsJrTGcN8lg5dKWrmT1bkLGTsNqbOZRc98ZDHeO+4Z7f4llqHRuBdCPou2BG9rclpYPBVxOZFicgN5YiA6RrtGkl59Y2Abve172Fzop/pnhxoNuncYX6RxUz3VInPkmqske9xaCSXOBJO5UeyWAweB4y6OiweHp49s1a+ZG1oWxh5ELtieUDdd2M4i6tx+NqUHcJs841oGRFwc0A8rQN/D3LBZfUessjrnBauZwvzbI8RDZidCdi6QysLQQdthturpHwZW5BqCPonqL8lgoaTF+2nNVLdrmSDWVhBJabaZzuVldCabwWrdT61zOpcVWydivm5qEPpcYlbHDH0aGh3QdPP3KS57hJobNY59KtgqWLmJa6O3SrsimicDvuCB/Go3Vk1fw41HqH0XRlvOY3OX3ZOGao8c0b5Or2OB9h8Ph579O/Ia74kZuscXp3h1ksXesOaxl249ndQDcbuII2PTy/jVWGBseSRl3a39E3OvW3xuratmKT1oqaGoDYrMyntWhrQGjdua4A1uMvdYqXHh/o2fabI6Zxd204DvrM9ON0kztur3EjqT4lQTgro3SWX0LBdyumcZcsOs2GmWeqx7yBIQBuRv0CteqyeOtDHamEszY2tkk2253AdTt5blQvgziMnhNDQUMvSlq2G2bDjFK3ZwBkJB+YWd0LDO05dLHl3hQ8GKVLcJnb25zdpHb0je1pL2122+Cr/ACtrh9pri1n6+qsHWmoMpVIqkDaAmZEREzwaAeXou/N6v4CS4i5FFpOISPhe1hixHdODtumz9hynfz3WYyNvU2luKuf1BT0Rk8xUyFWtDG+uNmgtY3fqR7QQvXkeIGrspj7ONi4Q5dzrUToQJ3N7v1ht63Tw6rQtYPabbu+gTzPNdeHmR9NMA5wDIruFSxg0Y2/okXFje+upuotTx1nK0uFWmtTPNqne9MsSwuk5hIxkYfCHEHrs0gbezorWPDnQHUHReE28P/0Mf4lX79C6t0ngtE5TH0G5a/pd9h1mlFJsXMsD1gwnx5fD57rOHihqzy4SZ7f9s38SzQdnFcTt103BOmUc7dbqLxXzzEezfhMwyDPfLI1gzGV5vlLgdWlpB6W10XDg7EzHW9X4GpzMo43NSR1Yi4kRMO/qjfy6BSLid+h5qL/N038lY3hbgc5joc1ndQUhRt5/IyXvROcOMDD4NcR038fwefRZniDSt5HQ+coUK757FijLHFGwbue4t6ALYY1woy23I6e+yiameJ/EzJQ4FvaR3N9LgtzG+x1vrz3WD0RoPRFzRuDt29I4eaebHV5JJJKcbnPcY2kkkjqSVh9U6c0/gOJWgDg8JRx5ns3e99GgbHz8sTdt+Uddtz9ZU70XVsUdH4OlbhdFPBjq8csbhsWOEbQQfeCsBrXEZK9rzQ2Qp0pZq1Cxcdala3dsQdGwNLj5bkFUlhaImlrdbt5d4VcPxOd+ITtmmJYWTbuNj+jfbc23tbv2Ud4T6V07qnFZPUupcNUymRuZWyJJrkQlIa12wa0O3DR8P5guXGHRul8DoizqLAYOni8ljZYZq1mlEIXsd3jR4t236HzXDAW9ZcMPT9Nt0LdzdN12W1VuU3jZzJDvs4EdHDz/APJPDVeU1vxLxDtG1+H9/ER35YxPeuvHJDG14cTsANz08Frfo/N+yy+na3qnfxt15qfvW/lvz4zDzTPm/Wty9n0y5r2y6ZbX5WVs1ZHS1YZX/SfG1x+JC7VwhjEMLIWncMaGg/ALmpheYndERERERERERERERERERERERERERERERY/N5/EacqNvZq4K0D5WwteWOdu9x2aNmgnqqEhouVfHE+Z4jjBLjsBqT7FkERYV+s9MMy1vBHLxG9QrOt2YWtc4xRN23JIG243HTffr4Kjntb6xsr4qeWe/ZNLrC5sCbDqbLNIvHiMvjs9jYMvibIsVLLeaKUNLeYbkeDgCOoPiF15fP4jAiqctcFf02w2rBuxzueV3g31Qdt/aeiZ22zX0QU8rpTCGnOLi1je430305rIIohleLfDzCZGfE5TUkcFuq8xyxmvMeV3s3DCD8iuFHjDw1yNuOlV1ZW72U8rBJHJE0n2cz2gD61j85hvlzi/iFvDA8UMfaimky2vfI61ut7bKZIo3qPiLovSV2PHahzjKdiWITsYYZH7sJIB3a0jxafqWK+3dwt/XZF96z/0EdUQsOVzwD4hIcExOoYJYqeRzTsQxxB8CApyiwGP17o/KYSfUdPO1zjazzHLYkDomtcADt64B36j47rC/bv4Wg7flsi6f/DT/ANBDUQtAJcNe8KkeC4lMXNjp3ktNjZjjY9DpoVOUUatcSdD08JBqOfUVf7HWZe4jnY17wZNi7lIaCWnYE7EBYv7d3C39dkf3rP8A0ENTC3QvHvCrHgeJzDNHTSEXtoxx1G423CnKKHV+MHDi1BYs19TRviqNa+Z3o8w5A5waD1Z19ZwHT2qY+KvZIyT1CD4LVqqGqoiBUxuYT9YEdOviPeERYd+rtOM1ANLHKxHK90ZjWaHOc1oG53IGwOw32J32+Kjw43cLT1/LZF97T/0Fa6eJnrOA9oWeHB8RqP1MD3aA6NcdDsdBseR5qcoozgOJehdT3fsdg9R17FkjdsRa+Nzv2oeBzfLdc9RcRNFaUstpZ/UFerYcObuuV0jwPIkMBI+advFlz5hbrdW/kqv7fzbsH9pa+XKc1utrXspGiiGN4u8OMvcjx9HVVZ08x5WNkZJEHH2bvaBv7t16tRcSNE6TvjF6gzrKlp0YlEZhkf6hJAO7WkeRVPOIcubMLeIV5wbEhKIDTvzkXy5HXt1ta9u9SVFCGcbOF0j2xt1bCC47DmrzNHzJZsFKbOcw1PF/Zu1lKseP5BJ6S6Ud2WnwId4Hfy28VVs0bwS1wNu9Y58LrqVzWzwvaXbAtIv4XGvsXuRQY8buFoOx1ZF97T/0Fn4daaVsYCbVFfN15sXXbzS2I93cnuLQOYHqOm26o2oif6rgfaFfNg+I01u2ge25sLtcLk7AXGpPRZpF1VLde/Vhu1JO8gsRtljfsRzNcNwdj18CvJfz+IxeQoYq/cEVrKPeypGWOPeuaAXDcDYbAjx2WUuAFyVpMhkkcWMaSRc2trpqfcNT0WQRY/C6gw+oYrE+GuizHVsPqzEMc3llbtzN9YDw3HXwXDUOpsFpWiMlqDJR065eIw94JLnHwADQSfkFTO3Lnvp1WQUk7pvNgw572y2N79LbrJosbW1HhbeXkwVe8196Ku20+HkcCInfRduRt138N91gMhxg4a4u3JRuasrCaI8rxHHJIAfZzMaR+FWOmjYLucB7VmhwuuqXZIYXuNgbBpJsdjoNjyPNTFFHtOcQdGatnfV0/n69uZg5jFs5j9vaGvAJHvCkKvY9sgzNNwteoppqSQxVDCxw5EEH3FERFcsKIiIiIiIiIiIiIiIiIiIiIiIiKuuOv9x1X/OtT+UVYqg/GDT2c1NpJuP07WE91lyGdrS5rQA0k77k7exa9WC6B4aLmym+G5I4sWp3yuDWhwuToB4lfddayvVLMGjdIMbZ1HkW+r5tpRec0nsA8h/6GBw6UraP1zkcZDYkszyaLtWLdmQkvsTuldzyHffx2HyAVj6B0QNK1Jr2Ts+n53Invchdd1L3fpG+xjfL/wBAMXqLS2cva+vZurUD6c2lZsayTnaN7DpHEM2338COvgtSaKSUCVw9K+g6D8epXRYZiNJRSSUNO8CMNOZx07R9xrr9Ea5B0uTqdIrw44nnCaIxOKGhtT3fR4S3v6tIPik9dx3a7fqOq6dc69OqrumKJ0nnsX3ecrSd7fq90x3XblB3PXr+BWVw1w+Q0/obEYfKwdzbqwlsrOYO5TzuPiOh6FeHiXp3LagGn/sTW740cxBan9cN5Y277nr4qhhm82AzchpbwWSLFMK/LcjxCBd0ln9obah2tttfvUDxeqamndea1is6NymbM2RYQ6nTbOItmno4k9N9/wAC4cQdf4XI6SyFCThdmKbrEfdx2buPbDFA89GyF432IPUe3wWarVuJelNW6mv4PRsGSqZi42eOSS4yMgNbsOm/vXbnLfGDVmItabk0NjcdFkYzXlsy3WyCJjujjyjrvt4LBlf2Tma3N9MnUnmpZslJ59DVkRloEZLvOAD6LW39AG9xba2tlHclkm6X4haakv4q3qF0OkK8Dm0oRYdK7ncO8APiOm+/vUl+2Ziv2I9S/wAEM/GvNlNMa10trDCZfSeBZma+L07Dhy6Ww2LdzHO3PU7+Aafmsp+WzjF+xlT/AISb+NXszxlwJI1+rf4rVqTTVkcMjAx/oAXM7YzudCzMLbrx8S4qd+bQmPdj2w0MlmoJbFR8YaHbtHqvaPc4ghWMMNhwOUYqmAOgHcN/EoDnsPrvWODx2ZnwdTF5/A5Rl2pVfYEkU7GgbtLh4bn+T5b7rs/LZxjA2PDOlv7sk1bDHiN7nOadbW9E9PDTXkoWppJaukghgmYDHnDgZWDUvLgQS4BwLSBmF9rclJsToTTeEv5G9QoNaMnI2WauWtMLXtBHMxm2zT1O/wAVEdTY3Ht4x6ThZRrtjdStFzBE0Ncdj4jbqpFoajrQSZHM60tNZNfkaa+Oik54qcbR4A+bj5/8+nnz2nsvc4m6d1DWqh9CjVsR2JecDkc4HlG3ifkrpGB0TcjbajS3f/RWCkqX09dM2oqA89k8Zs2hPZkAAnex9EEbkaXWI460aVXhtffVpwQuM9YExxhpI71vsWY15rW1h3VdL6Yhbb1JlW8tWLoW12+c0nsaNiffsnF7T2W1Roa3h8JWFi3JLC9kZeG7hsgJ6kgeAXPh9oibTkVjN5+z6dqPK7Pv2id+Xw2iZtsAxu3kOu3sAAo5khnc1gsCBr4X27/luskFRRMwmGeqcHvjfJaPmSRHYu/YFjf62w0uRBMXpCHSHFXBVnWn3L1vFXLN63ISXTzuDuZ3uHkB7F7eC+Y0TU4bYmvmclhYrbTY7xlmWISDeeQjcO6+G23u2UnzWm8vb4n4jUVesHUKuMsV5ZecDle4O5RtvufELDcOeEOAp6OoV9Y6SoyZdhl9IdI1r3HeVxZu4HY+pyrXjgkjmtG0W9Lfb6KmK3FaSswxrq2ZxeeyJyFua4E17gkWAuPC40Xg4l39I5C5pNmlrWMsZZufqlvoLmOkEPrc+5Z4N35N917+F2OoZDUWtsjfowWLP2ZfEJZYw5wYPBoJ8ApniNDaPwFoXsNpyhUsAECWOEcwB8dj5fJQwYjiFoXUWbs6VwNPN47N2vTQH2RDJBIR6zTv4j4f8lkMTopBLIL662BNtLBacWI09dQvw2jeWkNGUyODS708zhe9gBpYE66+CyvFvAYWbh5mpHYqqH16xmie2JrXMe0ggggbj8RKgEWpRjNdYjMZLAZDPSWtH0zJHUrCeQPcWuMhB8B0PX2uCkmffxe1riZ9L2NHY/EV8gBFPcddEndx7gu2aPEkDb5/NfMjp/Wuk9b1szo/TTMtSr4GHEN7202Lbkdvv1O++zW/WsU4MknaMaQNPon9rl7VIYU6OkozRVcrHvIkIHattY9lYZwbAktJte+i4ZHiXgzQsCxwg1A+Lunc4mxLBGRt15j12Ht6KHRwww8NNCQZK5Wkxt7Usc00febxRV3SOJieT02Hrb7+BJViP1RxmlY6OLhtQje4bNe/ItLWn2kb9QsJa4TZaDS2lNPSQRZE187HkMsAQ2IROJ7wNB23aAdth49enXZWSMkkJIudObbfSHv+5bFHU0dCxscpbHd5d6MokNhFIL3vZpBIA1BcSOinQz/DNoAbl9NgAbAd9Bt/Gqnyk2KD+K8OAlrHGupUpohVcDEXuaOct5en0t99vNWr9qrh1+s/G/6pQm9wyydOXX9TT+Dir0cvSqQ42ON7Wte5rRzjbf1fW38Vlqo53AXaOe1/qlR2AVuFQvfkleDeM/pMoGk0ZJFidQLnwuvVpzi0aWn8ZT+19qybuKkMfeRUAWP2YBzNPN1B8ljcprM6t4j6HadM5rE+i2rJ3yFfuhJzRj6PU77bdfiFbGm6lihp7GUbTOSavUhikbvvs5rACN/iFHdZaey2W1no7LUawkq4qxZktP5wO7a5jQ3oep3IPgs0kU2Rt3X1bpbvC0aPEsM86myQBhLJgHZydTG8DQ6elsO8qN8MM/i9MaR1Vm8xZENWtqC65x8S47M2a0eZJ6AKLcQMPmdUaKynEnVkclZwETMNjielWB0zAZH+17ht8j8AM7onhPmZc9duazAGJrZOe9Rx5c17JpXn89eBvuA0N2B/HvNeK+BymptB5HC4auJ7c5h7uPmDd+WVrj1PTwBWsIZJaWzwRYaDmT1/Ae1TLsTosP4gD6WQOMkgL5L6NYSDkae8eu7/AIjS96w1ZqKXTuts++HG37T7emIYGvqR83cEsH5o87+q0e1WNwqwWFj4fYR7MTU5pqrZZHGFpL3u6kk7dSvA3Q+Vu6zzVm7CYcdktPx40ThzSRJsA4bb79F4MFPxf0fia+modFY7KQ49vcxWmXhGJWA9DynqDsr4WuhlL5ASDe2l7a/esGIyxYnQR0tFIxsjRGXXkDc36ID6RAu06EXuF38R8fRxmsNC5PHU4a1qTLis+SJgYXROABadvEbE+PtPtVnKsYsPxA1tqfCZHVuDqYXHYKc3Gxx2RLJPNsOUdPADb3efj5WctymFy94FgTpy5AbLmMdcGxUtO54e+NhDiHBwuXvcBmFwbAjY6bIiItpc+iIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiL4XtHiVwdOweaXVQCV2IvLJeiZvu4LuoV8vmX93iMVcuOHj3ELngfEgdFhlqIoG55HADqTZbMFDUVLskLC49ALrnuPanMN9lIcfwo4h5Qt5sZFSjd91amDdvk3c/gUvxXAWZoa/M6iJPm2vD0+TnfiXO1fGWC0ej5wT+z6XyuF1lD5PeIa8XZTlo/as396xVYIpTxA0ZHo3JQV6tiSatZjL43SbcwIOzgdtvd5eaiynaGthxGnZVU5uxwuFy+JYdUYTVvoqoWew2I3RERba0URERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERcHTMZ0J8F0SXomj6QVLhXtY52wXqXzcDzXVUhyuUPLi8Zbtnw/MYXPH1gKS4zhVxCyxDnYplGM9ee1KG/wDdG7vwKNq8ZoKEXqZmt8SL+7dTNBw3iuJEeawOd4A29+yjxkYDsT4LrfajZ5hWbjOz9ckc1+b1K1rfuo6sO5Pwc49PqUuxXA/RFYjfG2sg9vnPM52/ybsPwLmKryg4TCckBdIf2W/jZdpQeSfHKkZqgNjH7Tv4brX704PdyRAvd5NaNz+BZjGaQ1rnD/0dpy6WHwklZ3LfkX7A/JbTYTh9DSjEeI09VpM8iyFrN/qG6ktXQth2zrVtrB+lY3c/Wo1/F2NVulDR5R1efu9H5lddR+SfDaexrqou7mi3xN/ktW8dwM1jdcDkshSoRnx2JlePkNh+FSzGdn7TsZByOUyF53m1m0bT8hufwrZCtpDDwbGSJ8xH6d38wWVgpU6reWvWjiH+I0BazouJK/8A8iqEY6MH36H4rqaPhLhvD/1VNnPV5v8ADb4KmdPcFcFSa12P0jWZt4S2m87vju/cqdY7h/HEwNsWGRtH97gZsB8/+SmQA8kSPhakLu0q3Old1c4n+viugimbTNyUzGxjo0ALE1NL4apsW1RI4fdSHm/B4LllacAZHK2Fg5PVGzR0BWVXRdj72tI32DcfEdVNwUVNTNyRRho7gFjdI95u4krWztC4l3okGQYw/wBj2tndPBsjd9/huAPmqOW0/GTGen6VyDQzmJrF4+MZ5x/EtWPFSHCj8kE1If8ADkdbwd6Y+ZXg/lSo+xxhlUNpWNPtb6J+QRERdUvNERERERERERERERERERERERERERERERERERERERERERERERERERERERERERF8d9ElECyHDTS1LXmoLlLJXJooKkPfFkJAfJu7bxIOwG/X4hXlhOHGiMW5rYNPVJHMHR87e9d8d3b9VRfBnIjGcR60D3hrb0Mtc7nxPLzD8LR9a2hwromZeqbEbHxOkDXNcNwQen868F49rcQZjbKTti2J4bYXIaLmxvbfXVfUfk3w3DJcF85EDTK0kEkAnkRa+2h5L1YrDvuuMFJkbGxgeqG+A9wCkFbRUj9jPM4D5N/GpbBXghZywRMjHsa0BdynsP4QoaaMGpb2j+ZN7e666uXEJXm0fohYOtpLFw7F8QeR7ev8aykNCrAAIoWN29y73EhpLfHboq4v5Pinca59qXB6Xq7kd9PM2R4HtG/qn57LpIKSCmFoWBvgAFqOkc/VxurGc5kbSXODQBuST4BRnLcTNEYcvZaz9d8jPGOA964H2ervsfiq0tjRlmfu85rHUGrLG/rQU2P7tx9gA6fUVncTjs81jfyo8MMbiIgfUs5V/NKfeW/THzJWwrFlPtlaizQ5tIaDyFmF30bNzaGN3vHkR81jsrJrhze/1fr/ABWmoHjpXq7GTb4nrv8AAle27pzOWI+81rxKfWYfGtQ5a7B7ub6TvmF46NThtjZS7EactZu2T+eyRumLnfF/h8giKT8PcTiqeNlyeK1DfzDMg7mdYtS825YS31QQCPP8ClW4HiVCnZLV/o4bBQxeBqgeqbEjd2D4Dp+BYW1Yw88hZl9VZPMSk+tDTYWxn3Dy+pEVhtzWJfdbjo8hA+y7faJrwXdPHfbwXsOxBBUG01Li8fbMz9NRYio1hLLNuUd853TYbO6jcb+CnIII3HgURQvVVGOSnLFIwPbG7qD5tPQj8K0yydF2MyVrHO33rTPi6+PqnZbyahqmVsjGj89jI+f/AJ2WoHFTGnG60tuDdmXGsss+Y2d/3muWPCH+b4xJHylYD7WGx+Dh7l5p5U6PtsMgqwNY3lp8HC/zb8VEURF2i8KRERERERERF9jr3brpK2Nijlt92XQxSSiNsj/BrS89GgkgbnwXfXweoo4WszGOjq3APzWGGw2djD7BI3o7pt1ChMX4iw3Amh1fJlBNho4678gV2uBeTziLiSBtThsAcxwJBL2N2OU+s4HdedF7PsNkNvzh31p9hr/6l/3goA+Ujhsf45+w/wDhU/8AmX4y/wBM3/ti/jXjRe37C5D9TH+mE+wt/wDUx/rAqfnJ4c5TH7D/AOFV/MtxjzgZ/wBsX8a8SL2/YW9+lZ/rWp9hbv6Vn+uan5yeHf8ANd/1v/hVfzLcX84Wf90X8S8SLM4nTEmQutrW8hVpRFrnGaWdga3Yee5A/Csfm6tXFZJtCplauTY5nMZ6rw5jTvtykgkb/AlT+EcRUGONz0TiRtq1w+YC5jiDgbGuGBmxFjQO6RjvgHE/BeZERTi5BERERERERERERERERERERERERF8d1aQvqFECwUNx+H1Bj8qw7Gpbim/0Xg/zLb1kgc1k0fgQCDv9RWo2UombcgK+tJ8TtKQ6Sxpzeer17kFdkE0bye852Dl32A3O+2+/vXjvlPwioqvN6qmYXEEtNgSddRt4FfQPklxymgZPSVEgbcBwuQNtDv4hbP4q2L2Or2+m8sYcfjt1/CvWoxoK6LGJdXLtzXeQP2p6j8O69WrpLEGObPHmzjI2PHeyiLnJBHgPMHfZdBhFX5/QRVHNzRfx5/Fei1EfZSuZ0KzM1iCswy2JmRsHi57gB+FQ/VGY0BlH14stDHlpKzi6GGNhk9Yjby6H4FR6GGhkpe+r4vM6hkHTvrLzHD8v+ZXpNm9juaN13C6daOjo67RLYPx23P4QpJYVlK+Yy4g7rTWj4MbAP79ZDYmNH7UbLGX8nO/1c3rpoB8a2MjJcfdzDw+a8jWVcrJ3jKub1E5p255XGKAH+P8ACF2d9PjnEOuYXT4aNiyBoms7e8jc/hCIvsFak0GbF6Ns2XDws5SUNYPeQdgVys5m9GwQWtU06gPQV8VBzu+AI2A+tdEVePLP7+PG5nPkfRlsydzB8v8A1XPvnUXHvcviMIPAxUY++m+BcNzv80RdfoDJW+kRaftzk9fSsva5GfHl6b/WUffdHtVOooo9+no2Gq9T7ufp/GV2R0WXX+lxYLK5c7bizkZu6j29oHs+JXJ2QNRpjdqHHYxh6ej4qDvH/Au9vzRF24rF0W34bOR06+KnuTJZyloc56dNmHYHrt5FWUzk5G93ty7dNvDZVjBi5Lb/AEiDS169I7r6Vlpywbe3l3HT5lTzCZOrbgZTFunJbgjb38dZ/Mxh8Onu6Ii7stHzQCQeLD1+H/nZavdoHFOgyVHINaeXmkruPkPBzfrBd9S2rsR97A+MeLhsPiqJ4+4wWdLz2A3rAY5xv7Q7lP4HLSmf5vW0tT0flPg8ZfnZc/xbR+f4DVQ8w3OPFhzfIFa3IiLvV8voiIiIiIiLqmrQ2BtKzddQxtQDYRAL1IrSxrtwsjZpGCzXEe1eb7HVP1IL76BV/UgvQip2bOiu84l+sfeV5/sfU/UgnoFT9RavQirkb0VO2k+sfeuj0Gr+ot+pPQav6i36l3omRvRU7WT6xXQKNUHcQt+pdrWMZ9FoHwC5IqgAbKwuLtyiIiqqIiIiIiIiIiIiIiIiIiIiIiIiIiIiLi9gcD0WAzUAAJAUhWLy8W8ROyxytu1blDIWTBbecAtQOyOncVNK/mNugxriT4yR+qf4nK2cnA+xQnij7oSFhLDIzmaHbdCQfHY7LVvsy6hczCGpI874q+QPdE/Z231862sBD2gjqCF5fw//APGkqcPP+FI63+13pN+a+saao89oaer+uwX8QLH4hVbNcq3Hdzd1DlsvJ4ej0IDHHv7B7R8lzZBPQj7yvgcTh2+IlyMwkl+Ox67+7ZejNSmnk58dPnrEcfOS2ji6vJJyHqAXjYb7be1eZmOdHtZq6bgrN/8AeczY5iffyHbr8iukV64SWYsm7upsvmcy8/3mlB3UW/s+Hv2XYK82KYHNx+FwrfHntSekTj3gddz8lxnyEU7/AEa9qW1cHh6JiIORnw5tgCPkucVd1Xaalpilj2+PpWXnD3H3hp8D8iiLrJhyx5W2M5n5P0rG9xB8/YPkvR3NrGMHP9g9PsH3RInsAe7fckrzz5H0yT0e5qO9kD51cVByM+HN03HyK9NDTuVmcJMXpOrTb+rZKQzPPvDT4fUiLyudjMg/Zv2c1HLv0ad44fnt1AXofbyGMbsxuC0+3z22mnA+A3JKz0eisndA+zupLD4//d6o7qMe7p4/UspjtG6bxh54MZE+T9PN+aO/D4fJEUDIhyzuRhzuoJCfA7wwH59dh9SlWlMTmaFvvJcJjsdULC1zInF0xPlu7rv9albWMYA1jQ0DwAC5IiKvuI+GjyWIu0XjpLHJF4eDXtI3+vZWCsDqmqZqr+nVzDt8R1Cj8UjdJRyBnrAXHi3UfEKrWNl/Rv8AVdcHwOh+C0Te10b3RuGzmktPxC+LN62xhxGq8pS2AaLDpI9vDkf67R8g4BYRdzTTtqYWTt2cAfeLr5HrKZ9HUSUz92OLT7DZE8OpRRniNds0dJXJKspje/kj5h4hrnAH8G4+aySP7Npd0V+HUbsRq4qRhsXuDb9Lm11lpNQ4CJ5jlzdBj2nYtdZYCD7xuuP5ZdOf4fx330z8aw3C/s0P4jaPrasfrEY8WpJGNgFHveUMeW7l3eN8dvYpb/UYD9kU/wAFf+Mo7z95+ivXPzXUY3qHfZCxf5ZdO/4fx330z8afll05/h/HffTPxrKf1GA/ZFP8Ff8AjL5/UYDff7Yp/gr/AMZPP3/VT819H/qHfZCxn5ZdOf4fx330z8aDUunSdhnscd//AIpn41lP6jBoH6Ip/gr/AMZQ6x2fMJJjMvcxWv7MtnF46bJxw2cHJXbbgjBPPE9z9nMJAHM0EesPaqefvH0U/NdR8qh32QpayRkrBJG8Oa4bgg7ghclAuEFyxPhrdWWQujrzjuwT9EOG5Hw3G/zKnqkYpO1YH9V5TjGHHCa6Wic6+Q2v16IumzdqU2GW3aihYPupHho+sqFcQ+I8el2fY3GBkuSkbv63VsLT5u9p9g+Z99BZvV9/LXXyWp7GSsk+seb1Wn2b+A+AUmaWnpKcVmJTCKM7X3PgNytnBuHsQx2XsaKMvPd8ydgPErZ4a00kZO6GpMbzez0ln41lYLVa1GJa1iOVh8HMcHA/MLTp+TyzPWdi2lg8hKCVlNM67uY26H427PRsg9YyfVf7iPA/NYKOrwHFZOwoKv8ASHYOBbfwJA/FdBink7x3CYDUTwnKNyCHW8cpJHjay22RQzh/xCr6trmraa2DIwt3kYPoyD9M3+ceSmatqKeSlkMUosQuGc0sNnIiIsKtREREREREREREREREREREREREReS+znid08l611WG80ZVHbK+N2V4KlPZ7ywpaoyWGedm3awmZ73Ru8PqcT8lurp+2LuIrTb7nk5XfEdD/Evz/wBAXxh+IuGsudyMksiu4+GwkBZ193rLeXQFvvKk1QnrG4OA9xG38y8urR5hxSR9GeMH/k3T5D4r6a4HqvPeHgw7xPI9h1+ZK69ayzY6xHZ+z78bXsN5SyCvzSyvHj6w9xHiVGo6DZua5Hpu7eJG5t5axyM29pG4G3zKsTOY25kqrYqF/wBCma8HvhGHkN8wN/A+9YaLQGLkkEuZv3Mk8dT30pDfqH410S6NRV2QNWPupNT1ajXHYVsPX3J93MNuvzXZVwti0/vaGj7VmR539Jysx6+8tG2/4VYtLD4rHAeg4+CEgbbsYAfr8VxyGaxGJj7zJZKtVb/2sgaT8AfFEUaqaR1JJH3VrPRY+E/3nHQiMD5jb+dSfE42PEUI6EU80zY9yHyu5nHcknc/Erw4zVVLMWxXxtLISxHfey6q6OEbDyc/bf5ArM7oi+r4TsvqxeqLF2pp3J2sawvtw055K7QNyZAwlo2+OyuY3O4NHNWSP7NheeSprin2n6OkcnNgdI4+DK3K5LZ55nEQRvB6sAHV5HnsQPiq3j7c+R0y6KxrnTFSenNKI/8Ao3mZM0E9SGvcQ7Yddtx8VTfJNdm2aHzTSu8urnOJ/CVRnEPJyXtTW6hl54cfI6swA9A5p2eR7fWB6+YAXr9Lwfh8YMErc2m99f5L58dxhxE6vfO6a0V7taALAfVOlz4392y/XzRWtNOcQdNUtWaUyTL2Nvs54ZWgjwOxaQerXAggg9QQsjlIu8qu6dWndab/AJG5mMpNhtaYGWWR+Pq2KtqFpJ5Y5ZGvD9vZuI2/6K3QkaHxuYR0cNl5hjFAMNrZKQG4afgRcfA6r3HBMROK0EVWRYuGviDY/ELT7jnin0dVxWwzZlmEs5va6NxB/AW/Wq4V+dozE74+vfDPWr2BudvBrhsfwtaqDVOGX3w9sJ3jLmfZOnwsvCfKDReZ8QTOG0lnj/kLn/2uiiXFD+5Cz+6RfywpaolxQ/uQtfukX8sKZqP1TvBQ/DH980v+9vzVm9nziZobT/C/HYjNamx1O5BNY7yGeyyNw3lcQdnEHwIVj/bl4Zfr1w/39F/SWu2juzfhM1wcrcYtR6zy9KjNPYjlr4zT7sg6tFFz800hbI3lYBG4lxGw3A36rKW+yZQl1Jw5xmD4hTWcbxCr2LcFqzhzXmrxRRMlBMJkO5c146EjZc8JgNF9PGPmr0+3Lwx/Xrh/v6L+kn25eGP69cP9/Rf0lS2meyvw61nqjOaL0zxkyU2XwjLTntsaYkhgmNecwTd3KZdnBkw5CR59RuFgKHZ60ZU4cad19rHiTlKMmoYrViOjjdNyZB8MNfmM0riyQEMYxvM5xA23A6qvbhOyWxB4ycMSCPy64f7+i/pKrbuvNPfYTL+n6i00wVNK2sJVbVvwzS25HN9V7Q0AsaeUepuerh7F4Wdi+lb4kYTRmL4nstY3Nafmz8eTbjR+dMkjYA1ne7ODu+Y4O5h036L05XsYaabo7VeqdNcYXZV+lI7zbMDsI6EGxVYXPi5jL7tuYAjr03VDMFURqquDZPoWRHtmZ/JKm2eysWFxNrJzfQrROkI38dh4fPwUJ4Nj+wsif+2Z/JKynFV7xo+8GE9QwH4c4XT4REJnRRO2JA+K+buLmh3EFQD9YfILXPU+Xu5K64vmcbWQkc+R/m1vn+ILpggjrxNiiaGtavJbftqGIO84CG/hXvXnfH+IzV+OzRyH0YjkaOQA/E6r6c8nuGQYdgMD4h6UgzuPUnb3DRFjczQZPA6zG3aWMc248wFkl12XNZXke/6IYSfqXGAlpuF2xFxYr1aH1NapWa+ShkPpNGQF23Tnb7/iNwtscbdiyNGC7A7minjbIw+0EbhaXaV3FqYDw5Bv9a2z4cSPfpDFh/iK7QPh5fgXv9JWSYpgNJXT6yasJ65SQD8Pevj/AMomFQYVjk8NOLNuCB0zAOt4AnTuUnREWuuCRERERERERERERERERERERERERcXgFpBXJCibKOZUSV522InFr2OD2uHiCOu63a4YZpls0L4cOTIVmv6eHrNDh+FaX5qLdhIG62I4C5597ROMe5xMuNkdXcf2jt2/90tHyXmPHzTSyUmJN/w32Pg7/wDF7v5JqwSecULj67QR4tP8/gtidRty8mn8k3AWGwZM1JfQ5HtDmsn5DyEg9CObbovyqu9pPjba1njtR6l1tlrU2GyEVo490pgrF0UgcY3Qx8rNumx3G/iv1kie2aFsjTuHtBHzX5M9qLSH5SuPGrsSyDuoJ7pvwDl2BZO0S9PcHOcPkV6zwH5tUySwTMDiW3BIF7bGx9oWbygOqaaKGpgeQA6xAJtfcXHsK/VKDVODdhKmoZ8lXrUrleOzFLPK1jSx7Q4Hcn2ELhhptJ6hadQ4X7HXhK4s9MhDX8xaeUjn922y/O6HNy6p4e6Lz0873zQ49+GnBcSBJUfyt2+ML4CfeSrR4fcWNYaR4V5LG6ZswwyY/JxyPkfEJHNgna4eqD0Gz4x12P54FrVXCToKbtY5LuzWtawGpHfzWmfKRFTzvbVQkRsZmuNXHQO0Gg2JO62Q428UctwuwtPI4vCQ3jdmdX7yaQtZC7l5m7tHV24DvMfRUD4O9oPN6ky+Zh1oYnRw1BbrMqQBvKGvDXtHXc9HtPU+DSqfpa71Rr7HagwOrM1ZyLpaDr1MSu6RTVz3h5Wjo3eISjoOvRYnhlmYcHrjGz2nAVbL3UbJJ2AimaY3OPuHNzfvVLUXD1M/CZmPYDM2/pC9z9IWvt9XRQkHHcuMVcNdRvc2FxtldbQ+qb235O3O624xfF+jlc9TxUGMligsyd2ZpZACCQeX1R7TsPHzVhHZ7eo338lqFW1nhYs56Bh7rstkqcwJrYuF92Vrmu82whxHUeey21oXW2sZBkZIZazZoWzOZO3kfEC3ch4P0SPMeS4WtpTT5TawPVeg8M4pUYkyQVJuQRysLHl8FrlxF4G5LRkGe1RoHCTZieWGaanUiAMsUhaSI2N8xzeY67dPjpZpns0cd9Z5oY6rw7zFaSST82s5GA1YY9z1c58m2/t2G59gX6ZZ7Wmh7FhkTtS27D2gtFXGSyOMh9/ddSfnssW3Wk2BqGLBaHOLqyPL++ytplUOcfFxDiXOPQe0qcoOLq2hY4WD3Ot6Tr3025rSrOBMPqpu0DnNbvlFra9NNF09nXgfjuBWgY9NxWGW8nbk9LydxjdhNOQBs3fqGNAAA+J2BJVpKnLOttT5mQw0tSmd/g6vp/Gvm5fjLLsB8Qs5qXjloThtiMXJxJysuGv5Bj+5ougktW5GsOzpO6ga53L1aS7bYFwC5mqqnTyOqKh2pNySuxo6RlPGympm6AWAC8nG3BsyWl8jCGku7l0jAP0zfXH4W/hK1HHgtvqXEfhzxd0/YvaE1Vj8yyuOWzFC/aaD3SxO2fGSN+jmhamZeg/FZW5jJOrqs74idvHlcRv8/FXYBIG1VRCDo7K8e0ZT+6PevJPKxQlr6WstrZzD7DmH7x9y8iifFD+5Cz+6RfywpYonxQ/uPs/ukX8sLpKj9U7wXnnDH980v+9vzVqcF+KHCi32eqHCzXOSztaNt978jDSxU07LcAs98YHPZG8d28bNeBsS0ub0BUm4i9o7hnkOMnDDOY5+VdQwLsiLZdip43MbPFGxnJG5gc/q078oOyx2gMrxhxnYzxlfgrpizkcxdlyTJrlWaFs+PibJK7vYo5HN72QkBrQ3cjfcBxAaZyJs9e1j2b7msqFmvnZMPfORjugGcWRRg7wybeDi7mJHiCT57rl7i5X1EonorVvZw4Z6tzvEHC5/V9m9k4r5fHYwMrQ70qwbMneStrtkmIk6MdM93I31QQFFcHqvgdxE4D6U0Br3J5ynLh/SWzGpp30wkSPkDgyV9eUMJY/6UZa4Hz6K5+FVjiQOLOucdqiTUeUwUpydirbvw2q1Wm03CIKkccze6lHc7FssRPqt9YAu2FbyWuKdLs9cMftcnNx0+6ycuRGGimdPPK3vTWhLoI3vY18m/rbBgcG855dwaXFlXW6yI7QPB/EcZtMy4qPLMwGL0fZwTGHFWeaPeWF0bRG5veOaGQEEgHxHv2883Efs6aC4d6+x+iqd+C7qSheiYWaalqBrZInthgLhCxpYwvOznku6nclW9FLaudoHSV3J451G7LoC7LNXe4Svrym1U5mcw6OLSXDcePX2rA43VXEzVfCHiqeJeFmxz6WKyFfGNfjXVRbpCtL3ds7uOz5fF0XQx8oBA36rjRUWmXBr+1+S/dmfySpRrDFjMYS3QJDTNEWtcfJ3kfr2UX4Nf2vyX7sz+SVYM8QlYWldRQvdFGx7dxr8V81cXuyY/UH9ofILTjVOPsQPFprHNnpvLZBt1Gx/mK66OXrW2APeI5AOrSfH4K7+IvD+W3O/LYqEGV357CBt3nluPft9apLJ6TAneIN60gOzontIAP8AGFqcWcJScRSnF8IAc9wGdlwCCNLi+9/6vc29b8n/AJQaTD6NuGYm7K1vqP3FjrY21Fjsemmll6nTwsbzPlaB7SVgsvl2WG+jVjuzf1ne33BBpfJc3LzQge3mP4llsRpMGzGHtNqdx2ZG1vTf4ea5DDvJ/jlbMGSwmJo3c/QAdep9i9AxPyh4Dh8BkZMJHcmt1J9uw9q7dH4WxKY4mRn0i69rWN9g8vxrbHTtBmNxdejH9GCNsY94A2VecOdAyY54yuSYDacNmM8RED/OrUijEbA0L0+q83poIcOozeKEWB6nmfaV8tcRYtLjNbJWT+s83PdyA9g0XNERaK59EREREREREREREREREREREREREREReDJR88RVldnDLtb9mMG943Y+O1G32g7tf9WzPrVe22c0ZWT4M3/sZxHrQudytvQy1z18TtzAfW1cfxxReeYLO0btGYf8Tm+QXo3k1r/M8ahudCcp/wCWnzIW8+lLRtYaHc7mLeM/Lw/BstJ/yR/SHc53Smu4YNhary4ueQD7qN3eRgn4Pk+r3Lb3QVw81ioXdHBsrR7/AAP8y6uLnDvSPEjSv2M1hpg56tRsNvQ1BYMBdM1rmj1wRsOV7t+u2ys4Bx0U0dNXOuQBZ1tzYW/mvaeLMHdidNLRssHEgi+wN7/yX5vcH9T4o6A1DpHJ2I4rVe/WyuMDvpSlwdDPEweLnEGF3KOpDCfJXNw40FxSydLLMxvDTLT0MxQdU72/tQja/ma+OX822eQ1zAdw09N9leuNZgtCwR1NN4jRGj42ANZHQqtuXP3zox6zveT817hBmdUO3bi9U557vF92cUKnxDG+Xz3Xc13GBmD2U8Vg439I36cha2ovvuuGp/J1DIWvrZSSG5SGiwINxqTe+htsNFUum+A2V01ZZlNacVsJgrjNwyph4PT5gHNIILpAG+BI2MRCl+A4PcJ8RALNDQOa1bM3qb2o7HdVdvaGO5YtvhH81ZGH4dawYwMbZwmnovP0CmJpyPYZH7u39+6zlfhHpp0jZ81ZyOYlB3LrtpzgT8Bt9S56bG6+a47QtB5N0+Wp9q6TCeD8FwWMRUkAABvrd2vXW+ugUU0zkbl23HpLT2W01pyNwcWVsLTExAA3I5thGOg8RurYx9OSnjoaVi3JbfFGGPml25pD7T7yuqpjMHg4f7Co06MbBtvHG2MfWFj7+udN0D3fp4sSnoI647wn5jp+FRZJcbldK1oaLALBRcOMk572z6qkpVXOPLXxdWOqA3foC4bucdtvFZPH8NdG0H9+/FNu2POe4907z/pEgfILDaqt3Ne6byemPysWm47KVpKs1iewarmMe0jnY9pDmPG+7XNcHNIBGxAWs2r+K2suE1KlwmoZvUdjVMdaOtRcbz8jUyHKOX0t9mwXzNYGhrpGc/qv5mDm3a46lXVso2dpJe3dyW3SUclbJ2UVr962A4vcd9LcJYmaZwtBma1bchL8fgqZDdvIS2HgbQQ7+LiNzseUOIWtk012HI5HiPxJzbLufyYa2xPttFWiH0Ktdn3MbdzsPFx3c4kklVvo7Maxknz+C0Pp+PVWo8ZZAzOXmuME92d4PNIRIQTs4ObtzEDYAADoKx4oat400MicZqDh1m6mRsTNgr2bTOahHzEAO71n5k3qfNwA8Sei4TEq6qxiTsYxZnS+/efwXoGF0FJgsfbSHNJbe23cFsZn9B6RzRGogHY+7FGXR5bG2HVrEbfHcSxkEj49FFMvpPi1h5ZLuK1PX1Y1x5nRZkdzZI9nfxjZx283NJ9pVIaX1fxZ0Bq+fhdrXIUpmX6Uj4pqluG3BYjIOz45IXOjcCA/qNnAtIPUELZ3hvmxn9MMilkLrNA+jybn1iAPUd8x039oK0Y6rEMBn/RPyuHtFvar8QwTBOMaXJXwCRnfoQeoI1HvUAbrLLQk1b/D3UkV2Nu8sMMEcrB72yc4a4fUfcFhNW6pxOp9FZB+OfKyapYiis1rERimgfzggPYeo3HUHwPkVI9T1bcE01SSeQtie7oXHx9qqDVm+PzzJRuPspSkrSuJ+k6OWOSMe8gGX5brssH4xq6+oFLVBtnAi4Fje3ivKcX8jmD4I1mKYW54fE9rrOIILcwuNgdBsb8tVs9wnwec0n2ancWLPGDWeHwVF9mefG4SnFP3EbZixz2iQjpuOY9QBufnK+I3BnXFTjHwzxdjjhqO7Zyb8ia16aKMTUO6iY55jDdmnnDgDuPLz8FjOB+rsBnuzLLwo1Fw/wBe5LH5Jt2lat4TEvmjfHJI5x7uUbjmAdsenQhSTiVxrht8aeF2UZw61tAMY/JA1rOGfHYsiaJjR3MZ6yFvLudvAELpLm62F20NOap1FrDM8NWceuJdDL0qE91hyGLghht12SmB0sRB5izvOgJDeYEObuOqhGk8VqDh/wABNN67v8YdeVMVee6JlHCVasra73zuYxjRM9rnF7yAGt3Jc7wVk6b1LgtC5/U+t6uieMt+5qASzXG5LBd4wHxY1r+QSNjYBysZzljWk7BQjROawWveAGnNC57R/FF1KvFZhsSYLEd7WuxvkkDmlzmOa4bO6EAOa7cggjdW+lZNFmbvBnXc3HXA49/HPVAtTaXt3235YYhYgjbPEx0AAPJs4ytceh6s8+hGX13wq1Nd4c6svUO05nc5DjsRans1WejSRyNbC9xikMfUBwaR4+3xWOzPHjT2mON2nclc0FrOjRp6UtYple3inssODp4XNc1jzu9oEJaXb+JC56t7QXBzH8PNXYfR/DHMYWbNYm1We+vp5lSN73xPY10jmbdAXnqd9tysL6uGN4jkeA7oSAfcszKaaRnaMYSOoBstX+Df9r8l+7s/kqxFXfBv+12R/d2fyVYi6yk/UtXzDxn/AH7U/wC77guixUjnbs4BRnL6IxeT3NmjFLv5ub1+vxUtRbTXOjdmYSD3aLno53xeqVWj+FOBYef0E/DvX7fxqs81Sl0rqhzIxyitM2aL9rvuB/MtlnNDgQQo9ktJ43JXY7tqhBLJH9Fz4wSFMUGNS0znCpJka4WsTf5rbjq82j9FlcUYpacViNuwkY1+xHkRuvauqvF3MYZ7F2qGHctBxu4lEREVqIiIiIiIiIiIiIiIiIiIiIiIiIiIi4yN5mlYWvdfhtRY/LRu2dVtRTb+5rgT+ALNkbhYDNw9CVq1cLZ4nRv2IIPtUtg1Q6mqWyNOoII9i3c0lfFfJVJw71JTyH4O8Pw7Kyp4IbdeStOwPimYWPafBzSNiFr9wtzb8xorD5HmJkFZjHk+PeR+oT8y3f5q/qFhtulDZb4SsDtvZuF47wTI6AT4fJ60bj+B+I+K+uq17amOKqZs9oPvFx814MRpLTOBPNicJUrPA27xsY5yP2x6/hXO9qXA4wltzKV43N8WB3M4fIdVF9YRAZZ0E9vNWu/YHx0qbdmAeHV3vIPl5rEdzLjowWYXD4gHqJL03fS/EA7nf96u8UepO7XbrpLdP4G9fA6d7y8kZ+ZWLv5/UUhP2SzuLwrPOKM99MPiBusQ+yMoe5+ymazUh8YqkXcw/D3D5Ln6DPQYN6GFwjfHntSCef5A77n5BEXBraOTkM/oua1FI3++SuMUA+HmPrXY3IzUQ7u7WFwTR0La7O/sH3Ejf+MLg52OvkQvvZvUEn6lAwxw/P2D4Bevur2OjD4sTg8E37mS1IJJh8N9yT8kRVdx/wCImT4d8LMtryjicnnLdcw1qsuSeYqcUs0rY2yPa07ljS4EgOG+22433VDaGoOmjOrMzlX5nPZSNvpuQlADun95Y0dGRtJIDBsPE9Sd1tTrPB6W4hacyOkNWZLLakp5WB1eerWi7uNwPgR7CDsQQNwQCPBaC56vxO7J+r26W4i0rtrSd+Rxw+YlYeWSLfoyQjo2Ro2BHiPHq0gjlOKKSqqImuhPojcLr+FKukppXNmFnnYn5JxC4RcRNG5KfW/BLMzwzvkdNNS+k52/UtDtw4jffwcD712Yvti8RNGUqg15p+7mKb3CK02XFyufXePFztgRyE9AQ97va0K7tMamxOpKMeQxNtk8TwD6rgSN/Dw/jHRdWpeG+ntXuM1pprzSN5ZHsaC2QH9O09D8VxsVcAOznZfv2P8AP23XbT4fmOeF9u7cfy9hCguO172SuNeTF3N6VpY3UMbdzfpgw3IwRt1ezlnaOvmAPephgODM2MlmzfBDjLHLHKAJMdmYmZCs4DwG+7Jmnr4mVURxQ7KFLTz2aioWJr2LY7nfyRgS03E+IcNyG+8dR5+RUf07QzWnsk2fB66yVCEjZrbTTbZC72h3M2bb2+udvEA+BlGw9swPidcdHcvu+CiHT9g8smbY9Wnf4g29qvXXuD46Yd7sjleF9POwOAE0un8gGyDbpzdzZ5G/vRK4qgeK+rsbj48PazeOy2BsRZBgMeXx8tUNa9jmOPeOHdO2DvuXlXVhuNXHjh7ihldR4R2dwu24yOJeclXLP0xDGtsMPtD4yG+ZUmw/Hvh7xymw2j7MEbK2WtSMyJx80ZfNFHBJIYOb6TC4sHMC3m5Q4bgncVw6EtrIyGWIO4OnvFx7LBUxKbNRSBz7gt2I192h9typpwww+o9Xdmvhre01jMjqvTVLOZKXUODweUZVsZGu5thsHLKZY2ubHO6KQs7wb7A9eVWLVxuq9P6u7OOH4gZA2tRVcflIclNJY757rAqQ7h0n3bh4F3Xcgnc+K1+4lcEuE2MyuCwPBiG1pnLZltixeuYe5Ni5alSuIwS30dzGSyOfLE1okaWgc7upaGmqNZ6F4nab1DTixHGXU2WvUGtmEmfkFk0onlwHJLGWSF7ix2w8Nmnc9AD6FJUxROs82XD0eC1tfH2lO2+tgLi5X6tnJ2bE2YpT4merBTa0Q2pHsMdoOj5iWBri4BpJaeYDqOm46qhOHmB4n6i7NOhqnCnWeP0/fisRy2pbVR0wlgbf5pGgte0t9Rr929ecEs3bzcw/P6jxc4k3Kk0OQ1ZqN8sM9ilYEV2Z0bnwyvify7u+iSw7b+S5Y7iNrTD1GY/Fag1HTqxb8kMFiVjG7nc7NDth1W0GFzbhQz5GRuLHEAjQ6reLtLd+zippOK3Zjlst0zbbJIxvIHv7+HdwbueUE7nbc7e9UXHitS4rS2pTqPKuud7SlMHNcE/IBG/cfnEXLvuP03h5edE5DWupMtbjv5TJ5y3ZiZ3cc08j3vYz9KCTuB18F0P1LmJ2Ogkny0jZBylhLiHA+W2/VcVi/B82JYj562QAehoW3Pom+hvzXW4VxZTYfQeaObc+lqHAD0uo7laHBr+12S8fz9n8kqxVBuEuGymMwli1lKz6z7swfHC8bPbGBsC4eRJJ6ezZTletUoLYWgr444snjqcaqJInAtLtx3ABERFnXOoiIiIiIiIiIiIiboiIiIiIiIiIiIiIiIiIiIiIiIiIsXlouaI9PBZReW/HzxEe5WPFws9O/JICrc7OmXbZ0vaxLn7y0LbvV9kcgBb/AN4PWzOjbnpGL7knd1d5Z4+R6j+P8C017PuR9C1ffxbn7C7V52j2ujdv/E5y2y0RbEV2WqT0mZzN+I/5ErxN4/JPF0kezZdftC/7wK+sOGKn8o8Nwv5s9H7Jt+7ZZLXFcPpwTvtZJkbX8j4qP0pd/Df3Db8KilfGyw72aumatNp//kZixzOPv5Dtt9SsbK132sdPBHbkqucw7TR/SZ7wq3hh0xJO41Mfl9RWN/WlfuGE/Hx+td+tlfLWRhkd6PkNV2LG3T0XFQ8jPhzdAfwrspYyw8mbEaMawednKy83z5XbD6gVmaON1dMwx47GY3T8B9jA+V31bj69l626DbdIk1Dm7uRcPBhfyRj5BEUdu2HsAjzmtIoWDwq4uPqfcS3bb5rhUx1SzIH4XR12/IfCxkZC2P47dA5T7H6cweK2dRxkEbx93y7u+s9V6rF+lTH9k2IovYHOAJ+SsfIyMZnmw71UAk2Ci0GndXW2d1ZytTFQHxjoQgO29m/Tb61581wa0HqrFWMNrPEjUFS2wsmiyDjI1wI8dvIjyPiPELM29aYuB3LX7ywfa1uzfrKw9vWuRm9WrFHA32n1nfi/AoGs4nwylu0yZj0br8dvituKinebgW8dFoL2guBmX7HGosdrXQWTt2uHGZuNqS17LnSSYew8Ehpd1L4nBpIJ9hB9bZxsvTObZmcRVyTOUd+wOIB6Bw6ED5gq6+L+lPtvcO89oDOXndzmajoWPcOZsMw9aKTl8+V7Wu29y094BZy7TxE2i860w5XCzSUrMLnb93PC7u5G7/vWuHtDlwlfV02JONTSsLbHUHv2Oi9D4cqZcppp3XIFwr5gsMewxTNa+N4LXNcNwQfIhUzxM4Kvg77UOiIS+A7yT49vVzPMmIeY/wAXy8vYLTr2dx4r3Q2nMO4Px9616arfTuu1TtVRsqW2ctSsNq7P6Smlfi7TmNkBZPWk3Mb/ANs32g+fiF6L44d8T2+kyY2PFalrjvILUD3VrkMo8HxWIy152PXbf4hXlxE4SYPW0cuSxjo8dlj6xkDfzOY/44Hn/jDr7d1qjrbS2a0nlZKGYoyVpgS5jvuXjfxa4dCPgppkkdU4SROLX92h/moJ8ctI0xytzR9+o/krK0ceLuSwOm9aYzWVfPWalCWlPj8/A1khcXsEobagaHA88A2MjHnqdyV7Xy8StTaiyRn0ZPhTPBWYJ7l2GxWje3vAXMMbueQAEENLWEkkHk33Uf7N+rZ3S5rQuTsOkmildlaT3u3c+GRwErevUlsh5t+v56FeS9XpsNo8TgjqHDUgXsdyN/ivl/E/KRxVwXiFThMUgytc7IXNBLWuvYg6X0PO+q8OExFbB4qtiqu7mVow3nd9KR3i57va5ziXE+ZJK9vKPYvqLogA0WC8UklfM8ySG7ibk9Sd182HsX3YexEVVZcoBt4IiIqIiIiIiKWaY4Wa51aY34vBTMrybf2VYHdRAe3c9XD9qCrXvbGLuNltUlFU10nZUzC93QC6ia7qlO5fnbVoVZrMzzs2OJhe4/IdVsNpbsyYmo5tjVuYkvOHX0ervHHv73H1iPhyq2cBpTTml6/ouAw1Wiw/SMTAHPPtc7xd8yo6bE42aRi69AwryaYhVWfXOETenrO+Gg9/sWtWl+zzrnOtjsZRsOGrv2P9kHml29vdt8Pg4hXBpbgDoPTz47NytJl7MfXnuHePf292PV+vdWWijZa2aXQmw7l6ThXBOD4VZzY87hzfr7hsPctae0jo6th8zj9SY6qyCvei9HlbG3lYJWD1TsOg3bsP3qppbk8W9Lflt0JksdFB3tqFnpVUAet3sfUAe8jdv75abKXw+XtYrHcaLyTj/CRhuLukYLMlGYeOzh79faiIi3lw6IiIiIiIiIiIiIiIiIiIiLrnbzMIXYvjhu0hUOqqDY3Xl0TkXYPiDh73MWt9KELz/iybsP4HLcPBXBUvVLLjs1rwHfA9D+BaT5OKZk7Z4CQ9jg5pHiCD0W3mm8k3MYWnlBsPS4I59vYXNBI+RXjPlFgfSYhS4hGNdR7WkOHzK+kPJRXNqaCeicdiHe8WPyCu0Frht4jZcAa1aPYd3ExvuDQFWGT4o18bCI7efx9MMbyn80bzn5Ek7/AKAZbjjpcOdtbv5F2/i2M7E/F+38SkW4/PVi2H0r5O+1m+9dVV1uHYb/51UxncXC/u3V+WtUYeqS02xI4eUY5v+Sw1vXTiSKdIAeTpHfzD8a1wyXHPJS7sw+DggHk+xIXn6hsB9ZUZyfEzW+UaWPzLq0bvuazBGf8ASHrfhWUYXxViO+SBvjc//wBfcuXq/KPwzQ3ERfMe4WHxt962XyOrL7muluZVteIDrs4RtA+P4yoVkuJ+i6D3d9norEg8e43lJPxbuPwrXqxYt3Hd5dtzWHb77yvLz+FdYa0eAWaPydCodnxGqfIe7T53XLVnljqAMuH0rWd7iT8Bl+auDKcdcZEeTDYWxZP6ed4iHyA5ifwKM5LjLq+60spMqUGn7qOPnf8AW7cfgUGRdDR8FYJR2IhDj1dd3wOnwXG1/lG4jxC4dUFgPJgDfiNfisjf1LqTKbjIZ25M13i0ykNPyHRUrxCxGb0LqB3EzSdSSerIAczUgbvIC3wtMHmQ3cPHTcAH2kWyhAPipWtwajrKV1IWBrT0AFj10Wjw9xjinD2KMxWKQvcNCHEnM07g3/oFRDR3HvTWoqwfG8SOAHOIHAvaf8aN2xb+FTStxN0w8Dmtyx/t4nfzbqB6p4NaB1ZJ6Xbw7aV4b7XKDvR5d/aS3o798Cq5ynCPjlpqb/8ADqa9raiHtaKRrGe3GHO2G4b6zx1HVp9p5QASvL8S4GqqMGSE5mj3r6p4X8tODY+9tNUAxSu5HUE9xH32K2jxufx2XhNjG3Y52NOxLT1afYR4hYPXOnsVqXGugylGO1GPFrh1HvB8QR7QpVwM7LXFZzK2b12yrphluuPSaBmFmdjuhHRhLNx16l24B8N1shjuF3DHh/Ufms06oWV27yXMtOwRRj2kO2Y347fNQ9Hw3XzPuRkHU7+4a/Jd/W8UYfAwtac56Db2nb5r82afZY4wX9TY3VXBvBWclJjbPeRusuFeIA+q+J8rtmua5pIO3UdDsdlvFpDstSPrwW9b5l0Urmh0lOjs4MO30TK4dfk35qHcYvyT3sl8HZJcNi9Uv1lk6zS30PTMIsQsIHRpsEiD3eq5xHmFotxi/Jk+PWr5bFLhNpvD6Fx7gWRTyNGRvbfpueRoiB93dnb2nxXo2Fsmw2DsBIT3/gvH+IcIwviStbXVUAzNFhqdt9dr25La/XuGj0JqjIYDJ2I4G1rXcwOmkDe8a8jutiT1Lg5vT2nbxWJc7Ybr8ktUcXOJeutUs1nrbXGaz2ZjsMsttZG4+dzXtdzN5Q4kNAIGwAAA6ABfqZw81hS1/ojCayobCLK0o7Bbvv3byPXYfe1wc35LqaOr85u0jULwXjDhL+zpZPG/Mx5dytl5gb66c+5SBgP0nDqVyRco4pZpGxQRPkkcdmtaCST7gFvLiAC42C4orC0twK1/qZjLMmPbiqr/AAlukscR7RH9L6wArg0v2cdF4fu585LPmbDepEh7uHf9o07ke4krTlroYtL3PcutwrgjGMVs4R5GHm/T4bn3LW3C6fzmo7Ip4LFWr0x8RDGXBo9pPgB7yrW0r2aNRZDaxqrJQ4yI7EQw/msx+J+i363fBbGUcbj8ZAKuOo16sLfCOGMMaPkOi9KjZcTkfowWXpOFeTTDqSz61xld09Vvw1Pv9ihWluD+gtJsY6nhY7VlnU2bn5rIT7evqt+QCmgAHQDZfUUe57nm7jdegUtHT0MfZUzAxvQABERFatlERERfCtNeLOl3aS13kqDI+WtYf6VW2HTu39dh8Du35LctUn2mdKi5g6OrK7fzXHyejzbDxieehPwcNv35W/h0vZzZTsVwPlEwrz/CTUMHpRHN/wATo77j7FrgiIuhXz6iIiIiIiIiIiIiIiIiIiIiIiIuqSBkniF6Y7d+OIwMyFlsRaGFgmdylo8Btvtt18F1orHRMf6wBWVk8sXqOI8CuIY0HfZfdgPJfUVwFliJJ1KIiKqIiIiIiIiIiIiIuml2y+FvZSzVr7YVrIWX5Sh3sWMx1fvbMpa4hjxzFrGt3a9u7nDx9y7lqr2/NAy5fQuI19SrGSTAWjXtuaPoVp9gHH3CURt/+p8VqV1zA6y6zgd0bcdg7RxGptbrY2B7jt7VLONH5NBxP1EyXF8EtBY7SdZ4LfsjlHenXNvIsYOWKM/thJ8lpBxU4/8AGjjbfGQ4p8Sc5qFzHF0UFq070eHf9ThbtGz960b+ar9FzS+lEREREW+vYF1/9mNC5bQFx+9jA2vSa258a03i0D/Fka47/wDaD2LQpXJ2S9fyaC41YZ0kobRzjjibgPgWykd2fiJBGfhuPNbVHL2UwPI6LluMsM/KuDSxtF3NGYeLdfiLj2r9OVf3ZgvYaaLK4mShVbk4HNsMsd23vXwu6FvN47NcB0/xwqB8fBSzhXqp2j9c4zKuP9jySejWRvt+ZSeqT+93Dv3qnauMywkBeGcI4k3C8Yhmk9UnKb8g7S/sNitzvBfV8aQWgjwIX1cwvpxERERERERERERERERFjNTYStqTAX8FcaDFdgfEd/uSR0cPeDsfksmiqCWm4WKaFlRG6KQXa4EEdxWhd+lPjb1jHWmFk1WV8MjSPBzSQR9YXQrV7RWlzhdatzcMIbWzMXebgdO+ZsHj6uU/Mqql1cUglYHjmvlTFaB+F1stG/dhI8RyPtGqIiLIo9ERERERERERERERERERERERERERERERERERERERERERERFHeIukK+vdDZzR1lzWty1GWs17huI3lvqP+TuU/JSJFRzQ4Fp5rLBM+mlbNGbOaQR4g3C/GvJY63iMhaxeQhdDapzPgmjd4sexxa4fIgrzLZrtTdnvXX24Mpm9EaQymWxmcazI81Oq6RsMztxLGSPMvaX/AAeB5KovtB8af2L9R/eD/wAS5Z8D2OLbHRfUdDjlDWU0dR2rRmANi4Ai4235KBIp79oPjT+xfqP7wf8AiT7QfGn9i/Uf3g/8Ss7J/Qra/KdF/nM+0PxUCXZXmlrTMsQSOjlicHse07FrgdwQfIhTn7QfGn9i/Uf3g/8AEn2hONX7F+o/vB/4lXs39ChxKhOhmZ9ofiv0x4Ra1HEPhpp3WJe102SosfYLRsO/buyUbeXrtd0Uv6+S1n7EON1/pXS2d0brbS+WxUNe0y7Qddrvja4SN5ZGNJ9hY07f45K2YXTQPMkQcd18yY9Rx4fiU0EJBYHeiQbix1G3QGy3H4QapdqzQeOvzy95art9EsnfcmSPpufeW8rvmpotYezxrnH6Zy2Rw+byUdSjdiEzHzP5WNmYdvE9AS0n/RCvn7ZWgP14Yn75b+NQFVTujlIaNF77wzxDTYhhcMs8rQ8CzrkA3Gl9Tz39qkqKNfbK0B+vDFffLU+2VoD9eGK++WrX7J/Qqe/KdD/nM+0PxUlRRr7ZWgP14Yr75an2ytAfrwxX3y1Oyf0KflOh/wA5n2h+KkqKNfbK0B+vDFffLU+2VoD9eGK++Wp2T+hT8p0P+cz7Q/FSVFGvtlaA/XhivvlqfbK0B+vDFffLU7J/Qp+U6H/OZ9ofipKijX2ytAfrwxX3y1PtlaA/Xhivvlqdk/oU/KdD/nM+0PxUe48aVdqXQVmeuzmtYo+mxD2taPXH+iSfiAtSgdxut05+InDuxBJXm1biHxytLHtNluxBGxHitP8AU2Po4rUGQx+Lux26cM721543hwfHvu07jz2I39+6msMc4MMbhsvGfKTTU76qOvpntdmGV1iDqNjp1GnsWMREUmvM0RERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERE3PtTc+1ERE3PtTc+1ERE3PtTc+1ERE3PtTc+1ERE3PtTc+1ERE3PtREREREREREREREREREREREREREREREREREREREREUJ4quP2PwkJoXr0c+agjlqUphFLO3u5Tygl7BtuAerh4KbLDam0/JqCCk2vk5KE9C4y7DMyNsnrta5uxa7oRs8qyQFzbBbdDK2Gdr3Gw169DbbXfpqobYuYilg2UcHjsphbcWoMF6XUtyO71rJcjA0Hm53tcx7Q9vquIOzgfMLvsZXI57XWmsvTyEkeCiydmjWjjJa288UbRlmf+nja5jWsG227Xu3ILSMlkeG7Mzi79TL6lydi5krFKaW6wRQyRtqzCWKOIMaA1ocHdTu71yd/DbPWNPUZZMKYN60WClMtaKIAN29HkgDfcA2Uke8BY8jjv3fNSDqunaDY3ccwubm12gbnX1tBfUDfdQW3Uo4jVGOioYLP42ychGyXN3Lb5K9phds6JxEjy/vN+VjZGsaCQQQQ0H06f1fl62EvQDRuo8l3eSyrG3IHVTG4C9OG8pkna/Zo2b1aNuXp02WcZo7MWpqbM/rK5k6dGZlhsBqQQmxIwh0Zmcxo5uVwa7ZgYCWjcEdFmMRhIMPjJMXDNI9kli1YLnbbgzzySuHTyBkIHuARrHA6ae5J6yFzA19nkW+tyzczY8xpt05qsJpfsg7QTMlp/N51k2lJp5K9Oy1jxL/AGF+aP5pow4+s4b7k+sfbupO2hXzOTxulpamSxuJr4x12THvsFj5HulDWslex7i4N2cS0PIPM3fcDZe2TQ1mu7CS4TUlihLhMa/Ftca8cvfRO7nq4OHQ7wN8PaV68hpa7ebQus1JarZnHtext+GGMCaNxBdHJEQWuYeVp2GzgWghw670DCNx8ldLWxPyhj7aG3reibnW23tGut1kcPgsXp+u+ria7oIHvMnd9697WnYD1Q4kNHTwbsN9ztuV20MrjsoJDj7kc4idyv5Dvyn2FccTUyVOs6PK5b7ITOkL+8EDYWtbsBytaPLoTuST1PXbYD2nw6LOO5Q8jg5zi45j1/8A0X+ShMmExur+IOWiy8c9iliaFCvExtmWNjLL3TyTdGOG57t1bx8iFhtG6mOJ01hcvlbVqyBo/Ey92HGSSxYeHANaCfWke7Zo8ySN1OtO4R+DZclsXnXbmQtG5andGGB7+RkbQGjoAGRsaP2qxGJ4dYvFWcDZ9Otzt0/i4cZXheWiN5ibysneAOrw0vA68o5ydt9iMORwNwpYVkDozFIbgWA35AA26ZiPjdQrUFvUmB0vqLI5W9duZIZzBWpIKz/zsPt1d6sA325eX8z8ufqXdXFZbMS2cnw/y+srGQltz3q3JDXo2HNjrRd4N4Gblv5puNnvdynm6eqAAJZmNH0syy5HPamjF27QvO5NvVdUmilY0bjwJiAPuJ2XTldD1L4yjaeQsUWZeLazFHs6Pvw4EThrvB/TY7dHdN+o3VOzdc/11WRtfA4MJ0cHAk25WZcabag7dLc1gcRNpzGPyFGrpvMafy0+NsTQxX5i8zQx8vO6NzZZGbtc+Pcbhw5h02XTw4x2Ps4ynINF6ixc8+LYJL9m40tkLo28xaWWHuDjuSDyjb2gqRw6MmmyDstns/ZydptOajW3hjijrxy8veFrWjq53Izq4nYN2G27t/uH0xqDFUG4x2tbEsEVM1YCKMDHxEM5WSA7EFzdt9iCCfEFAwg3t8v69ytkqo3RFrZPSJFyS/4aXIH7XsUc0yKVLW9WpjtP5nTrJKk/fMyUxc3JOBaWlm0sjXPZs5xc4h+zvMbkWQo5R0pfOYq5vUGopcpNj2PbTiFaOCKJzxyukIbuXPLd2777AE7NG6kayxtyiyj6+Zsz2uab6a7768zqfb4bAIiIr1pIiIiIiIiIiKtYsdxJ7SvFyx2fuDOYOCoYWOOxrPVbBzHGxP35a0O39+fsQOoO4PUBrisM87admZymcDwOqx+rFLTeJJ2A6n7hzWX1dxm4WaDnfU1brrE4+zH9Ou6bnmb8Y2bu/AsLhu0xwHz1kVMdxMxXeuOwFgSVgT7jK1oK3b4P9hjszcGsXWr4bhlis1lYmgz5vP148hfsy/dSufI0tY4nc7RtaOvQKcaz7OnAbiHQdjdZ8INI5SFzS0GXEwiRg/xZGtD2/vSFEnFZL6NFl6uzyW0Ajs+d5d1GUD3WJ+K02gnhswssVpmSxStD2SMcHNc0+BBHQj3rmop2gezNqXsUPfxX4N28pneERsf9P6XsyOsS4CN7x/ZNV53c6IE9Q7qN/WLgeZsgxGXxufxVTN4e5Hao34GWK88Z3bJG8btcPiCpOmqm1LbjcLzTiThmp4bnDJTmY71XDn3Ecj3fFetERbK5pERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERY/UWVbgtPZTOSfRx1Oa27p5RsLj/Erl/IwNDwac7KuH1nZgBzWv793UWUsuAMkz3zvjj5neJHdxtI9nMfaVTGpcUM7pzK4N3hkaU9Q/CSMt/nV1/kYWtYdS9k3AaWsTD7L6Gu3tO5OAkB8Mkc73sDm+I/M5GDr7CoXFb5m9NV7N5KhH2NTb1rt91jb43Vq5/tC0tGZriPT1vpazi8bw705DqiS7FaZYfepSOtNBZE0DkfvUeA1ztzzN32XHA9ofDM4U5Pivr+LCYmhi52snhwmdZmjE15jDWyOjjYGTAygOjHNy7b8xB3Xm4ndn+fiblOJzb2cjp47iBoOppGN0cZfLVmikvOM5adg5v9mRkN3BPI4dNwVA852OHcVNH60x/Fdmkq+b1Q/GClPjsabcGLNOCKJ0zBL3bjJMI3h23LysLGbv5NzEr1pbI53DYbV+nchp/L1oruLy9SWnaiPVssMjSx7fmCQvyr7OdC7o/F6x4P5G4bcvDfV2U01HOf77BDKeR/z3d8tl+otanozhVoqSKhRx+n9NafqTWTFXibDXqwMDpJHBrQAB9Jx29pX5ddnXI29ZUtb8YblJ1Q8R9Y5XUdeB3jFXll/M2n4bO6+zZSGGX7fTovPfKX2X5GGf1s7cvjY3+F1biIi6BeAoiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIq1oZziJ2WuLt7j3wlwMmocDqKNkOttLQerJaazctuV9v783mcdtjvzO8eYltlIsM8DahuVymsBx2p4fqxVU+vIg7EdD9x5LaHgr2x+zpx6pVpNB8TMSMlYjDnYXI2GVMlE7bq10Dzu4g9CWczfYSp7r7i3ww4WYt2Z4j6/wGm6bRuJMlfjgL/cxrju8+wNBJX5ya04DcIOIMz7Wq9B461akJc6zEHV5nH2mSItc75krBYLspcAtP3G36nD2tYmad2m7ZntNH7yV7mfgUQcLlvoRZess8qOGmLM+F4f0GUj33HyU27RfakzvbJM3BrgKMjjOF7pxHqfWMsb4DlYm9XU6jXAO5Cdg5x2J8CA36eXwuFxenMRTwOFpx1KGPhZXrQR/RjjaNgBv1PTzPUrvqU6mPrR0qFWKtXhbyRxRMDGMb7AB0AXcpOlpW0zdNT1XmXE3E9TxJOHyDLG31W9L8yeZRERbS5lERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERf/2Q==)
2) Вы держите акцию и получаете дивиденды, это часть прибыли организации, которая распределяется между акционерами. Например, у вас 2 акции по 1000$, дивидендная доходность составляет 1%, в итоге вы получите в n день свои заслуженные 20$ к имеющимся акциям. С недавнего времени СПБ Биржа открыла торги по некоторым акциям с 7 утра. Если вы покупаете иностранные ценные бумаги, то покупать необходимо после открытия основной сессии американской биржи, где есть ликвидность и на которой задается вектор направления. Для тех, кто не хочет по глупости потерять свои деньги на фондовом рынке. Будьте самокритичны и четко знайте, в чем ваше конкурентное преимущество.
Фондовый рынок. Курс для начинающих. 3-е издание
В качестве них может выступить банк, брокер, управляющая компания. Некоторые ценные бумаги доступны не всем, а только квалифицированным инвесторам. Фундаментальный анализ — это анализ финансового состояния отраслей ценных бумаг, экономического положения стран, благополучия и капитализации компаний. Можно сказать, что фундаментальный анализ показывает реальную стоимость активов. В отношении компаний фундаментальный анализ фактически оценивает финансовое здоровье бизнеса, рынок в целом, сделки конкурентов, прогнозирует возможные инвестиции и дивиденды. Каждый из вас слышал такие слова, как акция, облигация, брокерский счет, фондовый рынок.
Но мы предостерегаем новичков от опрометчивых решений. Это несколько устаревшая информация, однако новичкам будет полезно понять хотя бы приблизительно мировой масштаб торговли акциями. Приобретая биржевой паевой инвестиционный фонд, вы становитесь владельцем части инвестиционного портфеля. Это позволяет не проводить диверсификацию самостоятельно, а купить готовое решение. В этом варианте клиент платит не только за услуги компании. Над портфелем работает целая команда аналитиков, стратегов, каждый их шаг выверен и нацелен на результат.
- Фундаментальный анализ — это анализ финансового состояния отраслей ценных бумаг, экономического положения стран, благополучия и капитализации компаний.
- Частным инвесторам доступ на биржу напрямую закрыт, поэтому для работы на бирже предусмотрены посредники.
- Регистратор ведет реестр владельцев ценных бумаг и отмечает у себя, какие бумаги кому принадлежат.
- Но все это обман, а риск подобных инвестиций возрастает в разы.
Это акции компаний, которые торгуются с низкими рыночными мультипликаторами, по отношению к другим компаниям в своей отрасли. У таких компаний, как правило, высокие дивидендные доходности или быстрый срок окупаемости (P/E). Такими компаниями на американском рынке являются Johnson & Johnson, P&G, Micron Technology. Тамара Теплова — доктор экономических наук, профессор Национального исследовательского университета «Высшая школа экономики». Руководитель проектно-учебной лаборатории анализа финансовых рынков (ЛАФР) факультета экономических наук НИУ ВШЭ. Академический руководитель магистерской программы «Финансовые рынки и финансовые институты».
Реклама обещает надежные сигналы, работающие алгоритмы и другие хитрости для гарантированного заработка. Но все это обман, а риск подобных инвестиций возрастает в разы. Для таких сделок необходимы знания и умение анализировать секторы, строить по ним прогнозы, и даже в этом случае не будет никаких гарантий заработка.
Где можно инвестировать
Это могут быть также банки, брокеры и другие лица с соответствующей лицензией. Получается, биржевой фондовый рынок безопаснее внебиржевого как для начинающего, так и для опытного инвестора. Фондовый рынок — это место, где происходят сделки с ценными бумагами. После того как брокер исполнит заявку на покупку, в портфеле инвестора появляются акции, облигации, валюта и другие инструменты.
Фьючерсы позволяют заработать на росте или падении активов, а также отследить динамику цен, которые могут повлиять на прибыльность компаний, связанных с торговлей этими активами. В частности, для российского рынка большое значение имеет динамика цен на нефть. На успешно функционирующем фондовом рынке строится работа банков, страховых компаний, пенсионных и инвестиционных фондов всего мира; мощь гигантских корпораций и ежедневная борьба за их активы. История Уолл-Стрит — это история становления и развития американской экономики, которая во многом такая, какая есть, именно из-за существования в стране развитого фондового рынка.
С чего начать изучение фондового рынка?
Осциллятор также позволяет увидеть уровни перекупленности и перепроданности. В целом технический анализ работает с котировками ценных бумаг, не затрагивая рынок и экономические показатели в стране и мире. Индекс позволяет оценить спрос на акции, состояние в отраслях, помогает сделать прогноз на будущее изменение стоимости ценных бумаг. Данные индексов используются в техническом и фундаментальном анализах, позволяют производить спекуляции, хеджирование рисков, арбитраж между разными торговыми площадками. Фондовый рынок — это место, где происходит торговля акциями, облигациями, валютами и прочими активами. Понятие рынка затрагивает не только функцию передачи ценных бумаг, но и другие операции с ними, такие как выпуск и налогообложение.
![фондовый рынок для 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)
В изучении любого материала важна четкая структура и постепенное движение от простого к сложному. Для поиска таких акций подходит метод сравнительного анализа. Выбирается определённый сектор и уже внутри сектора компании оцениваются по отношению среднерыночному рыночному показателю. Давайте разберёмся, почему так происходит, а самое главное – как этого избежать. Не будем претендовать на обучение искусству биржевой торговли, просто дадим несколько практических советов начинающему трейдеру.
Фондовый рынок:
Так что желание начать торговать на фондовом рынке — это правильный первый шаг на пути к личной независимости. Конечно, будем реалистами — новичку на фондовом рынке вряд ли получится потеснить кого-то из списка Форбс. С другой стороны, начать зарабатывать на фондовом рынке можно сразу после открытия счета у брокера. Брокер — это профессиональный лицензированный участник фондового рынка, который станет посредником между вами и ценными бумагами. Он может приобрести большинство активов по распоряжению клиента.
Эта книга — проводник для начинающего инвестора в мир фондового рынка. Она будет интересна не только начинающим инвесторам, но и студентам экономического вуза, а также тем, кто хочет разобраться в фондовом рынке и начать инвестировать и получать дополнительный доход. Вы получите в свои руки рабочий чек-лист по выбору акций и облигаций. Вы предостережете себя от ошибок, совершаемых 90% начинающих инвесторов.
Торгово-аналитическая платформа ATAS поможет вам быть на один шаг впереди большинства других участников фондового рынка. Помните, что деньги на фондовом рынке не берутся из ниоткуда. Чтобы вы были постоянно в плюсе, кто-то должен быть постоянно в минусе. Надеемся, что после прочтения данного материала http://adis.lviv.ua/lamdatrade-lamdatrade-otzyvy-razvod-7-v-mesjac/ у вас появились идеи, как начать торговать на фондовом рынке. Какой вывод можно сделать из начала карьеры гения фондового рынка Джесси Ливермора (на картинке выше он представлен крупным планом)? Перед тем, как поставить реальные деньги, он потратил год на то, чтобы ежедневно изучать движение цен.
Индексы фондового рынка
УК заинтересована в том, чтобы клиент зарабатывал, так как от этого зависит доход самих управляющих. Можно передать в управление не только денежные средства, но и ценные бумаги. Если вы не готовы уделять время на изучение фондового рынка, но хотите сформировать сильный инвестиционный портфель, обратитесь в управляющую компанию. Компания также занимается активным продвижением образовательных курсов и практических программ обучения, созданных специально для повышения уровня знаний и опыта начинающих трейдеров. Для самостоятельного же изучения финансовых рынков в компании UMIS предлагается бесплатный пакет дистанционного обучения, который вы можете подключить в личном кабинете (). Хотите написать о книге «Фондовый рынок США для начинающих инвесторов» — используйте любую информацию и изображения с этой страницы.
Просто открываем новый брокерский счет у нового брокера и переводим ценные бумаги с одного брокерского счета на другой. В последнее время всё больше и больше россиян пробуют свои силы в торговле на фондовом рынке. К этому подталкивает как снижение ставок по банковским депозитам, так и введение государством индивидуальных инвестиционных счетов, позволяющих получить налоговый вычет. Процесс открытия счёта у брокера упростился до предела – даже из дома выходить не нужно.