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Wall Street nog lang niet uitgeblust
Wall Street heeft de laatste weken heel wat te verstouwen gehad. Het cijferseizoen is opgeschrikt met forse winstnemingen in tech. Er is meer duidelijkheid gekomen over het rentebeleid van de Federal Reserve. En dan was er nog de aanslag op Donald Trump en het terugtreden van Joe Biden uit de presidentsrace.
Dit alles heeft niet tot grote schade in de technische profielen van Wall Street geleid. Behoudens de Dow Jones, die al wat langer pas op de plaats maakt, hebben alle indices op Wall Street hun uptrends weten vast te houden.
Geen grote deuken
Ook de heftige winstnemingen in de techhoek hebben geen grote deuken geslagen. Vanuit technisch perspectief zijn Amerikaanse aandelen nog lang niet uitgeblust.
Ik trek de volgende technische conclusies op Wall Street:
- De Dow Jones maakt al een paar maanden pas op de plaats. De langetermijn uitbraak en het koopsignaal van eind vorige jaar zijn echter nog geldig
- De S&P 500-index zet nieuwe koersrecords neer. De langetermijn uptrend is nog volledig intact
- De stevige winstnemingen op de Nasdaq Composite index hebben het positieve langetermijn technische profiel niet ondergraven. De uptrend is intact
- Ook de SOX-index, die het koersverloop van de grootste Amerikaanse halfgeleiderbedrijven volgt, heeft te kampen met forse winstnemingen. De consolidatie van de afgelopen weken vindt echter volledig plaats binnen het langetermijn stijgende trendkanaal
YTD doet Wall Street prima zaken. De Nasdaq Composite-index is dit jaar een kleine 20% opgelopen, de S&P500 staat 16,5% in de plus en de SOX doet ruim 30%. De Dow blijft wat achter met een winstje van net geen 7%.
Kortom, het is hoog tijd om de langetermijn technische plaatjes van de Amerikaanse indices weer eens tegen het licht te houden.
Dow Jones blijft goed liggen, ondanks consolidatie
De Dow Jones index heeft in de daling van dit voorjaar een fors hogere katapultbodem weten te vormen rond 37.545,73 punten (van 19 april), ruim boven het niveau van het oude all-time high rond 36.945,60 punten. De katapultbodem wordt onderaan deze blog uitgelegd.
Zolang de koers boven het voormalige all-time high van januari 2022 rond 36.945,60 punten weet te blijven, blijft het technische plaatje redelijk positief. De consolidatie van de Dow in de afgelopen maanden doet hier niets aan af.
Overigens moet nu eerst het topje van mei rond 40.034,37 punten gebroken worden om de opmars te hervatten.
De stijgende 200-dagenlijn bevestigt een sterke technische conditie.![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAwYAAAHECAYAAACDeT1CAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAG5JSURBVHhe7b1tjtxGtrApu8tlSVbvYH7OBnTV9fbbsLyE+TUbcAvlasMoaQfzZ3ZgCxe+akP2EgaYJdiGx1evXZiNDAZjW5Zkty8nDsnIPBnJYMYhg9/PAySSjDzxQWZk1nmKjKpbRcAtAAAAAADYHrUP7KiLAQAAAABgS9Q+sKMuBgAAAACALVH7wI66GAAAAAAAtkTtAzvqYgAAAAAA2BK1D+yoiwEAAAAAYEvUPrCjLgYAAACAhVKndZuhPmzoS30+d9TFAAAAALBQ6rRuM9SHDX2pz+eOuhgAAAAAFkqd1m2G+rChL/X53FEXAwAAAMBCqdO6zVAfNvSlPp876mIAAAAAWCh1WrcZ6sOGvtTnc0ddDAAAAAALpU7rdvx+838X/8//9D8X/+9f3q9LKn7+6JOy3D8kLsarf392ECv7nvC1l//b/16/csj/97/8r+Xrb/6P/7MuOUbGqNvySB1drh/1YUNf6nO9oy4GAAAAgIVSp3U7JCGXhxYDSd4lqfaE+xqflPuEPtzX9bwkhJIh5afEQMagpULGK/ISQ16TR33Y0Jf6vIKBH374od4CGBfmHkwB8w6m4Obmpvjjjz/qPeiDT8jlWYuBbEuZRpL2sEzwCbhG2owl7U3Jv5eFNjEIEUmQfprQbT1//rz4/fff61fgFP/1X//1bq0Ch9SvgwF+SMJUMPdgCph3MAWIQR588izPoRg0Jejyuv6NvUeS87BcpKApaZc43Y+g61vEQGKbREXQ/SMGNhCDjPBDEqaCuQdTwLyDKUAM8qAT8hQxaBIAoalc9n1iLu1Ie/6hSelXI236dprGIoRXHhADG4gBAAAAwIYIE/Kxrhj4pN3Hh/009RtD+pD4EGlbHwtiYAMxAAAAANgQPqluekhiLol1eJuOfy1E2pKHpkkWPD5e2gr79o+wvSb0rVAaKdNjt4jB8+v3ivOLR8W3r94UB9eknl8X752fyUJm97hfPPrm1+JNeNHq+ePi3rsq5uuXxeummNuHMa+OYp6cjgn5Uuqc7+r8valOEPNhpF3EAAAAAGDDhFcMJDHX++Fv4SX59om/1NUJuk/4ZV+2wysHum6IvKblQ+p6SZBt/Zq0IfGacJxCshj45P9+IAZl+cVeBtz+vXp/l/iXUiBltQyE+0IpBa7MJ+ThvlBKgY4J9psoE/6LvQyE+0JKTA1ikBHut4WpYO7BFDDvYApYY5CfUAwEScQl8fYPjezr5N4n6f4RJvf6tZgUCGFdGZOPl3LdjjxCpCxsP00MnhfX750XZ/Lb9AMxuCmuH94pLi6/KX5VlwieX98rzq+eFj+/lnZvisd1zEt1ieD543vFu1ef7WM+uOtivi5eqkxcYm6rmCdNMU/qmFdNx9Bc58uyzqeuzhu31xzzVR3zUxmzBzHICD8kYSqYezAFzDuYAsRgG3gR6EuKGNxcv1/cvrgsHl2eFWf6VqKb6+LhnbPi8ukvxRvVxM31w+LO2WXx2c+vi99vHlcxn/1clPl9zc3jD4q7KuaDu1WMzu/3Ma/iMU/2Mb/VZTtunrg658Xlp66Oyu/LOueXxaeuzptTMT+5mLpMQAwywg9JmArmHkwB8w6mYAlioH+rzWMejygu+X//9kVx+e2r4vNPgjUGpRi418I1BeXtRFdKDKqYgzUF5e1E+5gP7rqY8Nad8naiUzFy24/ExMSgoU55q9CVEoOGmK+eFH+WGMQAAAAAYDiaElMe0z6auSmu379dXFx+W7xymf/R4uNwfYFHrzP4wq8naBIDKX+5j2kUg7pcYvz2QUy1HqBxnUFsrYAu/yISU4rBcXmyGMhvhvxDQ3kF5RWUV1BeQXkF5RWUV0xV/uOPP+7K9W/c5TfwlOctb0pMeUz7ePbsWfnQtxX5W4i8CCAGXDEAAICRODsrCvnp4h+Jf0EQYNPcvn27/BOTr169KrflGdKJrjFQtxD5pP9IDLiVaE/9OhiQ3xoATAFzD6Ygdd55IQh/NsfKAdqQ38jr39BPzdDJum4fMbATE4PyasHZ26V0NT0eyYLjFyIGLD4uqV8HAyRnMBXMPZiClHknyf+pxD8lBsAzZzEYInFHDPqR/H8MHMf/4Iw/V7qjfh0MkJzBVDD3YApOzTtLwo8cQCqIAWJgoZ8YOMJ1Bnp9gQ/S6wnKmGBf0OsJfIzeF8L1BG3rCzzhOoOmdQcpMTWIAQAADII12UcOYImEibukUDmTd8SgH73FwFHdOuRvO7q/lwTFzeOHxV0d45LugzUHjurWocOYMDGvbh2KxVS//X/nUq4G7G8sqm4L2tdpSvjDmA8bYgTEAAAAstM1yUcOYGkMnbgjBv2wiAEgBgAAMAB9EnzkAJYEYjBvEAMbiEFGuM8bpoK5B1MQm3d9E3vEANpgjQFiYAExsIEYZITkDKaCuQdTMJQYCMgBxEAMure/RbFADGwgBhkhOYOpYO7BFDTNu5wJPXIATSAGiIEFxMAGYgAAANnIncwjBzB3hhAD3448S0qWq/1c41sSiIENxAAAALKBGMDW0Ml2rsQ71mbf9nONb0kgBjYQAwAAyMJQSTxyAHNmiCRe6koqJvVztSn0rb9EEAMbiEFGuM8bpoK5B1MQzjvEAMZgjmsMJG3yD5/M++0uxGSgb2Lft/4SQQxsIAYZITmDqWDuwRSMJQYCcgCepSw+7pOEx+r2Tez71l8iiIENxCAjJGcwFcw9mAI974ZO3BED8CAG3RP7vvWXCGJgAzEAAIDejJG4IwcwBpI8v379ut47zRBJfM42dZ0+Y1oqiIENxAAAAHqDGMBakOTZi4He1qQk232S8Jxtpox1zSAGNhADAADoxZgJO3IAQyPJM2KwHhADG4hBRrjPG6aCuQdT4OcdYgBjMvQaA0me1yYGktb5R9cxLRXEwAZikBGSM5gK5h5MwRRiICAH22YMMZA0yD9OJeg5k3hPapspfegY2Y4d01pBDGwgBhkhOYOpYO7BFMi8e/vt8ZN0xGDbTHXFIEywm7Y1sfIUUtqUbUnXmsaRsr0VEAMbiAEAAHRmiiQdMYAhkeRZy4CkRP5hSbZTYmK0tZkyjpTtrYAY2EAMAACgM1Ml6cgBDIUkz7mvGMRiYqTGx/pI2d4KiIENxAAAADqDGMAaePfdd6MysCQxkPRN9mN9p7a7JhADG4hBRrjPG6aCuQdTMGVyjhhslyHWGAwlBpJO+YclIY+1GZIyptS21gpiYAMxyAjJGUwFcw+mYOrkHDnYJrnE4Pz8fJf0r+WKwantLYIY2EAMMkJyBlPB3IMpQAxgChCDPT5OniV1a+rP2vfaQAxsIAYAAGBmLkk5cgAWRAbevHmz216LGKRubxHEwAZiAAAAZhADWCJWMdBIuaRHkmT7ZFuXheiEXG/HSGkzpKmPsL6O2SKIgQ3EAAAAzCAGsET6ioFOvOXh95sSb10ei9H4dk/FaWJ9WPteM4iBDcQgI9znDVPB3IOxkYT8xYt5zDvkYFv0WWMgMiApjsiBFwORAilLFYNwO0af+FRifVj7XjOIgQ3EICMkZzAVzD0YE5+Iz2XeIQbboq8Y6CsGku54OdCS0JRIW5PtPvGpxPqw9r1mEAMbiEFGSM5gKph7MCaIAUxJDjHQUiBoIdC3FWmsyXaf+FRiffhtefbHtVUQAxuIAQAAmJhjIo4cQArhFQMtBn5bkukcYqCJxfdpU4jV79vumkAMbCAGAABgAjGApbIlMZBUztreGkEMbCAGAACQzFwTcMQAUugjBn2IJf2xxD6VWP0uba0VxMAGYpAR7vOGqWDuwVjoBHxu8w452AY5Fx8jBusHMbCBGGSE5AymgrkHY4EYwNQsXQxyJvM521oriIENxCAjJGcwFcw9GAvEAKZmaDEYglMJvDxL6mVN5k+1C4iBFcQAAACSWELijRxAG3MVg3A7lb71twBiYAMxAACAJBADWDprFgNo5pQY3Fy/X9w+e7u8YnPr1v3i0bevijfBBamb64fFnV3MreLR05+LN2GTzx8X994927fz9cvidXhhS2JuH8a8Oop5cjom5EupU/1vDqnz96Y6QcyHkXYRAwAASAIxgCUSyoDf1kwpBpJyyT5iMAxtYlBJwWXx9Jc3RRnx/Lp47/ziQA4qKXhQPPrm16rMxdw7Pyvl4LVvtpQCV++bWgbCfaGUAlfmE/JwXyilQMcE+02UCf/FXgbCfSElpgYxyAj3ecNUMPdgaJoS7jnOO8Rg/VjXGMxdDJq2U0EMThMXg+fF9XvnxcWjb4tXu0sEN8X1+7eLs8unxS/lJQG3//CO2q94fn2vOL96WvxcmsFN8djFXFx+U7xUlwieP75XvHv12T7mg7su5uvipcrEJea2innSFPOkjnm1739Pc50vyzqfujoy15tjvqpjfipj9iAGGSE5g6lg7sHQLEUMBORg3SxZDORZUqxwW8dYCNuAY2xrDDqIwc3j4uGds+LyM3UFwXHz+IPi7tll8dnPr4vfXcwHd6sYnd/vY17FY57sY36ry3bcPHF1zovLT10dNa3LOueXxaeuzptTMT+5mLpMQAwyQnIGU8Hcg6FBDGAudBEDSWv8gysG28IiBtWtRQ9stxKVYnBRXLrXD9YUlLcTXSkxcDHhrTvl7USnYuS2H4mJiUFDnfJWoSslBg0xXz0p/iwxiAEAAFhYWqKNGIAmdpVAgxislyQxKNcWVAt+7x/cWlSjXi8XBHtJKF/z6wmaxEDKXxavv6i3G8WgLpcYv30QU60HaFxnEFsroMu/iMSUYnBcniwG8psh/9BQXkF5BeUVlFdQXrH0ckm0X7zo386Y5VoOdLlma+U//vjjrlz/xl1+A7/m8lAMxupXl0sC/91335VlMh4tA03lwhTjFNZWLmLw7Nmz3aNdEupbiR48Kr599aaQVp9fv1ecnz3aL1C+uS5vHXrw6JviVzGBrYoBAABskyX+Bp6rBuBJuWIwNLErA/zGf3hsawwc+i8T/VBJwOXTXw7+PGl1e9F+/QC3EkEjYqcAU8Dcg6FoS7DnPO8Qg/UivxHWvyFuQssAYrBtzGJwc128f7uWgWe1JOhbh4RynUFV/voHFh9DBJIzmArmHgzFUsVAQA7WSaoYSCrjH3MQAxmHSABiMC5RMdACoF8urxhcVbcO1bcNNcXcczFl0l/w50ohAskZTAVzD4YCMYC5ocUgdjVgblcMNDFJgGFou2JQrh+42K8nkCRa1hhcXO4XIJ9cYyDo9QRSFO4Lej2Bj9H7QrieoG19gSdcZ9C07iAlpgYxAACARpaeWCMG6ycmAHMXA64YjMepW4mqxH9/delReHXAEcbcFykI/nLRzeOHxd2zt+uY+2Uyf7DmwFHdOnQYEybm1a1DsZjqt//vXMrVgP2NRdVtQfs6TQl/GPNhQ4yAGAAAQCOIAcwRn+jLs6QriAG0YV5jsHEQAwAAaGQNiTVysD5SBGBuMqBBBsYFMbCBGGSE+7xhKph7MASnkuolzDvEYH0gBmABMbCBGGSE5AymgrkHuUlJqBEDmAJJ+iVNkcQfMYBTIAY2EIOMkJzBVDD3IDeIAcyJFAHw2/IsaQxiAAJiYAMxAACAI9aUUCMHyyeW9DeJQbg9NyYRA9enO3GF67gu2A6IgQ3EAAAAjkAMYE6kCIBsS/oi+3MWg9ERKdjwFQrEwAZiAAAAB6wtkUYMlk8s0W+ThM2LwYavEmgQAxuIQUa4zxumgrkHOUlNpJc075CDZaMT/dh/PkYMahCCAxADG4hBRkjOYCqYe5ATxADmRpsYSMoir21eDBCCRhADG4hBRkjOYCqYe5ATxADmgE/udfIvcMUgACFoBTGwgRgAAMCOtSbQiMHyCBN9SU3CZH+zYuBlACE4CWJgAzEAAIAda06gkYNloWUgluj7ch2ry1cHVwfMIAY2EAMAANiBGMBc0Mn9KTFo214FCEFnEAMbiEFGuM8bpoK5B7mwJM9Lm3eIwbKIJfp6jUGMVYmBSAFC0BnEwAZikBGSM5gK5h7kwJo4L3HeIQfLATFwIAW9QQxsIAYZITmDqWDuQQ4QA5gTmxcDpCALiIENxAAAAEq2kDQjBsshJgabATHIAmJgAzEAAICSrSTNyMEy2LQYIAXZQAxsIAYAALCpZBkxWAabvEogIAVZQQxsIAYZ4T5vmArmHvSlS7K81HmHGCyDmBikrDFYLEhBdhADG4hBRkjOYCzeunqruHV1iwcPHjx48ODR8nj6+VPEwABikBHEAKZCz7233357vb9Ng8HY0hUDgasG82czVwzkKoGkXTO+UnD3+m5j0j33x8s3L7liYAQxAFgZiAFY2WKSjBjMn02sMVjArUNLlQJ5IAZ2EAOAlYEYgBXEAObIqsVgAVcJPIjBtkAMAFYGYgBWtpokIwfzZrVisLAFxl4MHn3/snhT/2h5/vxucf5xlXzf//zb4tXv9Qs318XdT85a4/1D6n337G/F7Y/fPop3NYrr6/PiTMX7Ok193fr8afGy/jDrvhADO4hBRlhjAFPBGgPoQ9cEeenfeYjBvFndGoMFXSXQlGIgifeLj+tE/FHx9M3nxceSuH/+qPj2xVXxN1f+9tV9l9y/Kj7/wiXmz6r493fl3xVXX9wuzrwcSL3f3xQ/PH+/FoOGmPAR6+tjGc/3xcfPXd1n0u7nxSe1VCAGdhCDjCAGMBWIAXSlT3KMGMCQrEYMFioEnuNbifZicBH81t8/wqsBh/uVBHzuvj9efFGXlaKwT+h1W/4Rtrl7HAnDXjAQAzuIQUYQA5gCEQHEALqyZTEQkIP5sngxWLgQeLQY+Ft5/O06cvvP519cFy9+f1OU74i/vae+wrC/YvCq+P6L6uqAT/D/9uy7faJfxr8obtz7etCOEoBTffn4Kq4aH2JgBzEAWDihCCAGYGHriTFiMF8WvcZgYesI2mhafOyT749fvCze/HBdC8BhUi7b1ZqBm+L5TX114Nnl7rf7D8IrAJ/fL+67bWlH5OHfn93erRXwfTb2Vd+2hBjkATEAWDiIAfQBMUAM5spixWBFUiA0iYH/rf8nL/x9/ofl4e0+Pln/6zO1eLjmZrfO4Lh9Xa4T/oMYJRvcStQfxABgRIb4aCEG0BWS4grOwzxZpBisTAqE48XHCb+t1+WR9QMHyX/QvrwWXjGI3zLE4uOcIAYZYY0BnGKIj5aIQGyNAZIAbfRNiNfynYcYzJPFrTFYoRQI/oqBJOL+z4nq3/JLEu+vAuhyHW/9c6X7dtRfQKrrNPVVSkP9IebPlfYDMcgIYgBN6I/TEB8tLQayLX0gBpACYrAHOZgfiME8aLqVaCkPxMAOYpARxACa0B+nIT5aWgwELQOIAbSBGOxBDObHosRgpVIgIAbbAjEAGBj9cRrio9V2lQAxgBgkwodwPubHotYYrFgMhKXKAWJgBzEAGBj9cRrioxUm/4gBpEAifAznZF4sRgxWLgVLBzGwgRgADIz+OMW2+4AYQBdIgo/hnMyLRYgBUjB7EAMbiEFGWGMATcjHST88uT5mkvyzxgCs5EiC1/adhxhMj5aB2a8xQAoWAWJgAzHICGIATeiPU2y7D4gBWMmVAK/xOw85GBdJ/uW7sEkGEAPIAWJgAzHICGIATeiPU2y7D01iIG37B2IAIYhBHMRgXEIR0N9d8pitGCAFi+GUGNxcv1/cPvM/N+8Xj759tft/CjturouHd86Kt/3cfPS0+PlN0Obzx8W9d8/27Xz9sngdtiMxtw9jXh3FPDkdE/Kl1PGfn/vF35vqBDEfRtpFDAAGRn+cYtspxOLDqwJcMYBTkPy2w/kZj/CqQOwqwaxAChZFmxhUUnBZPP3lTVFGPL8u3ju/OJQDKfvrVfHNr2+Kquh5cX3vvDgTOXhdt1tKgav3TS0D4b5QSoEr8wl5uC+UUqBjgv0myoT/Yi8D4b6QElODGAAMjP44xbZTiMUjBmCFxLcdzs94LE4MkILFERcDl+C/d15cPPq2eLWzgJvi+v3bxdnl0+KX8oqA2394p7i4/Kb4VV1GuLl+WNxxQvHZz6+dUNwUj+uYl+oSwfPH94p3rz6r5cHFfHDXxXxdvFSZuMTcVjFPmmKe1DGvmo6huc6XZZ1PXR35LDXHfFXH/FTG7EEMAAZGf5xk2+9bPma6Xkhb8o8YQMif/kTSewrEYDwWJQZIwSKxrTEIxKC8heiiuPzm1+Pbizw3j8vbjC4/+7nwFxCEm8cfFHe9PLiYD+5WMTq/38e8isc82cf8VpftuHni6pwXl5+6OupjU9Y5vyw+dXXenIr5ycXUZQJikBHWGEAT+uPkt+XZ+jHT8W+99ZZ8eMttSf5jcw8xgJCcYrDm7zzkYBy6iMEkawxECl6/rndgSVjEoLq16MH+VqLy1qKr4ukvnxcfv3denNU/u+8/UlcQSjGo5OFgTUF5O9GVEgMXE966U95OdCpGbvuRmJgYNNQpbxW6UmLQEPPVk+LPEoMYDAdiAE3oj1NsOwUdjxhAVxCDNBCDcViEGCAFiyZJDEoBqBb83le3FlW3DMnC5Ef7dQhyVeHhnfKqQnkL0G49QZMYSPnL4vUX9XajGNTlEuO3D2Kq9QCN6wxiawV0+ReRmFIMjsuTxUB+APiHhvIKyisor9Dl+uMk203lOl4Tixcx0OW+ni/z+14MwjhPGO+hvGKN5SIGL16kxwtbLBcx+P778fsdsvzHH3/clevEWhLtqcrP3In+/vvvd+UiBrJvbWewcicFN999lx7voLxiLuUiBs+ePds92iWhvpXowaPi21dvih9KMXhQJv0HtxI5kbh3Xv+mf6tiAADd0B+nlG2NlPvXdIyIgezLVYO2qwL6Na4egEjBv/5V78BJuGowPClXCCaDKwWrwLbGwKH+MtH3n1SLjPdXC2rqP19arit4wa1EAGAg9nHS5dYYfyuRF4Q2MZDX/QMx2DaIgQ3EYHgQAxgasxi4pP/92y7pf/pL8eaZX2PQJAa1DPzA4mMAOIH/CMlz7OOky60xeo1BG9YrBlxVWDeIgR3kYFhmKwZIwWqIioEWAP3ybsGxyED1J02vGmJ2txIV/LlSiCD3swEI+iMU+zj1iQnFIDb3EAPQ5BaDLXznIQbD0kUM5B7ywb+nEIPV0HbF4Pn1e8X5RbWeoJpR1RqDi8tgAfLFpfoHZ+p/G3gR0OsJpCjcF/R6Ah+j94VwPUHb+gJPuM6gad1BSkwNYpARxAA88hE69THSr8diYzGIAVgZ4moBYgB9maUYIAWr4tStRKUcnO1vuX0UXh0Q1F8tksfBnyutuXn8sLhb/gUjiblfJvMHaw4c1a1DhzFhYl7dOhSLqX77/86lXA3Y31hU3Ra0r9OU8IcxHzbECIhBRhCDbaM/NikfoZT4WAxiAFYQg+4gB8MxOzFAClaHeY3BxkEMADKhPzYpHyEfI8+x+FibrDEAK6wv6A5iMByzWmPw7rtIwQpBDGwgBgCZ8B8beU75COmYWHwsJqcYWOUBlgli0J05iIH8vf81JjeIAQwNYmADMQDIhHxs/Ecn5SOkY2LxsRjEACwgBf2ZWg60GKxJEmYjBkjBakEMbCAGGWGNwTzQ03fMqWztV2J8XCw+1mbqGgMNYrBdhhKDLX3nIQbDMIs1BkjBqkEMbCAGGUEM5oGevmNO5T79xuJjbSIGYAExyMOUchATg6VLwuRigBSsHsTABmKQEcRgHujpO+ZU7tNvLD7WJmIAFhCDPCAG+UEMYGgQAxuIAawOmb5+CuupnLLdhz7txOrGxpm6xkAzZzFASIbDnVrWF2QCMcjPpGsMXN9IwfpBDGwgBrA69PQNt/XDo7f70KedWN3YOBEDSAUxyMtUciACIN8BkuAgBhkQKZhKSGBUEAMbiAGsDj19rdt96NNOrG5snIgBpIIY5GVKMfBSIN8FiEEPkIJNgRjYQAwywhqDeeCnrzzrqRxu60cO+rQTq6vL9fba1hggBsMxpBhs8TtvajFI3Z4zIgPyfSZCMMkaA8RgUyAGNhCDjCAG80BPX+t2H/q0E6sbjlMeIgRLEoOUNhGDYXCn1Z3XemcAtvqdN5YcWGVgSWLgZWB0MUAKNgdiYAMxyAhiMA/09LVuWxm6ndg2YgApuNPqzmu9MwCIwbCsXQz0lQMLncUAKdgkiIENxABWh56+sW1Nn+kudfWjK7pubFuzpDUGiMF0uNPqzmu9A1lxObhLNuqdgUiVAfmekP2licHoIAabBDGwgRjAKtBTtmlbnmPTOlaeQlNfXYi1E2sTMYAU3Gl157Xegay4HNwlG/XOQKSKQdP2nJlEDJCCzYIY2EAMYBXIlPXTVk/f2LYmVp5CSvspxNqJtYkYwCncKXXntN6B7Lgc3CUb9c5ASKIv3wH+0SYDPhYxiIAYbBbEwAZikBHWGIyLnqYp2zH6THdrXzF8XXlOaZM1BnAKd0rdOa13BmLr33lDy0HsCkBMBmLxc6OvGJjXGCAFmwYxsIEYZAQxGBc9Tf22PIfler+JU6+3EfbVlVg7sTZzi4H0I6/pmFzJekqbufqCPe6UunNa7wwEYjCtGLRtz5lRxQAp2DyIgQ3EICNb+SE59vTQ/TVty/OpmDZSYmJY+4oRayfW5hBXDORZ+vMxuZJ13c6pMUAe3Ol057PeGRDEYBli8M477xS//fZbvTcNWgZGEwOkAByIgQ3EAMyMPT10f7Lt98PyJmLlmj4xKWNIIdZOrM0x1hjkStZT2szVF1S40+nOZ70DgzKkHLSJgXw3yGtbFINkEANwIAY2EAMwM/b00P2lbGtSxtqnnZT2U4iNIdY+YgBtuNPpzme9A4MyhRho+ojBaAm6Y3QxQAqgBjGwgRiAmbGnh+4vZVuTMtZT7UhZLKYpvgvW9hEDiOFOpTuX9Q6MwlBykCIGGsSgBikABWJgAzHICGsMhkH3F277/diYYuWasM0mYjEp7adgaV+kQMq1GORYY9C2bcXaZp++4BB3Kt25rHcGZutrDDyIwWlyikHrGgOkAAIQAxuIQUYQg2HQ/flteW4qD4mVa6ztpMRbsbY/xOLjtm0r1jb79AWHuFPpzmW9MzCIQcWSxEC2R/vNvUL6ku8z/0AMYCwQAxuIQUa28ENSpkbK9OgzhcI+rNuaWLnG2n5suw/W9pcgBjJ2qe/b0WU+JkdfcIg7le5c1jsZaEtOEYM9Q8jB2sQgV19RMUAKoAHEwAZiAEnoKZEyPXLGx15rq+OJlWus7ce2+9DUpjzH2p/7GoOwHTkO2R+iL9jjTqM7j/VOJqzJ6VZZghjIs3wWly4GjSAFEAExsIEYQBIyJfy0SJkeOiY1vql9XS6kbGti5Zq2Nv1+W0wOrO33FYNT2/IsfVuSdV3nVPtt29Addxrdeax3MoEYpDF3MZDPppeD1YkBUgAtIAY2EANIQk+JlOkhMT4uNd4Txre95rGWa2Ltn9qWZ13eh1N9hQwtBuF2Cn3a19vQHXca3XmsdzKBGKSTWw5yisGpW4mGlgTEAKYCMbCBGGRkzffb6imRMj18jDz3jdf7KW1pUuJ9jDzH+gq3/b4u70OszVj7fdcYyLa0Lfsp5SmE7fg2fHu+PNav34ZuuFPozmG9k5G25JQ1BocgBnFytn+wxgApgBMgBjYQg4wgBntyxsu+L0tpS5MSr2P6bPfB2n4OMbBsp9Cnfb0N3XCn0J3DeicjiIGNnHKAGDSzEwOkABJADGwgBhnZuhjEYlKmU2p8SluaPn1bt3PRpc2uYiDP0l9Tgm5N1q1txrbBjjt97vzVOx2JJZWIgY25iIHePiUG8iyf2UWJAVIAiSAGNhADSEJPidj0iMWkTKfU+JS2NKl9+zgdb93ORdY2JWOU9lzW2JiI+9fDRxCfQizRt26DHXf63PmrdzrSRQzgGHe63Pmqd3oypBh4GZCH31+KGLjGkAJIBjGwgRhAEnpKxKaHL5fnWPypukIsRmh7rYku8b6OrpuynQtps3e7kilKGz5b9Pvhw73emJQ3xZ/IPC0CIM9yjE0xYMedPnf+6p2OIAb5cKfMnTO/nSe5TyFWNxQD+eyFMrAYMUAKwAhiYAMxgCT0lIhNDyn3r8Xi2+p6YjFC22s5iI0jZTsXvduMZImnkvWQo3JpV8bWECtY20yJh9O4U+fOXb3Tg1gSak1OQc7ZvMWgSQYQA1griIENxCAjrDFojvHb8mwpDwnjhiY2pth2Lrq0Wc49qSePSJZoTcqjyXokE21sU2L9uGIPFxftC04SeTvMxJLQtuR0iO88azI8V9xhuOOwH4+Oz1U3JgaaRYhBLQXR/3wM0ABiYAMxyMgWxSB12++nxsdoey03fcfalU5tJmSHPvmWZ+njKIkPaE3WpT8Zp3/d74ePoL5uc7cdtgXJyKnLddpiSWhbcooYxHGH4Y4j7byG2/L59A/LuYjVRQxgyyAGNhCDjCAG9m2/H4sJaXstN7ExpY61K+Y2XXaYMvcak/IWUmLKzFTG6+JS2g9j5FhlvyyXduq2IA132rKdrpQENgQxaMcdipvSp89rynYKTXXlWT5nixeDWgoExAAsIAY2EANIQk8J2fb7Ybkn13ZI22u56TvWriS3+dZbEpycGaYk7poh4mMxB/Fu2+1U2xAl92kKE8kwwRyLsfsbEnco7lw2H88Q51vX1duLv2KgpADACmJgAzGAJPSUGHM7pO213PQda1eS2hQpUP/gLIWUxF0zRHws5ije7bsTgSC0IKeo7+nRSWm43ZRgjsHY/Q2NOxx3PPWOYojzndLO4sQAKYCeIAY2EANIQk8Jvy3PTdtt6JiU7ZCUPnLRd6xdOdlmBykQUhJ3jY+RZxlTanwbsTFE67py90K9A55cpyWWSKYkmG2k1LeWLxV3OO7zc3xMsXPU5/jDduRzG7aFGMDWQAxsIAYZYY3B6WnTt52UPnIRjsnvh+W5aW1TXmuQgtQ1BtK2JOB9kvgYfdpsretecy/WO8sg5Vz0IdcpSUlO9XZIbN75pNQ/murH2m3rb4lU5+J3d0yHx5aybaVPO0OIgW6zU/sRKWCNAVhADGwgBhlZqhikvN06JmU7Rt92UvrIgfTTNKZYeU4a25Sylr5SxSApEa/pEx8j1ubJuu51F1DvzJ+Uc9GVnKciJTltSzDbxOBUfWv5UpHjETGQqwby2W46L7HtPljbGUoM5JilXXP7ESkQEAOwgBjYQAwyslUxsEyXtnY8be1Z+upL37F25aBN2U7owzr3+iTxMfq0mVLXBS1GDpKOpwO5T4FPHuVZ5l1TctqWYOYSg9T+logcz1hXDDTWdoYSA9+mqf0WKRAQA7BwSgxurt8vbp9VV9Rv3bpfPPr2VfGmZXo9v75XnF88Kr759U1xEPb8cXHv3eq7tGzn65fF67Adibl9GPPqKObJ6ZiQL6VOJeJS5+9NdYKYDyPtIgZQT5LqLY+99bo8tp1CSjttbVr760PfsXZl1+YAbXuGSOKtyXBKm0e4OBdY78wX67lIYYhDHypRTamfs78544/HPbmP9OljznX81naGFAN5lu+1XGIAYKFNDCopuCye/vKmKCOeXxfvnV/E5cC9fu/cJe33AzEopcDV+6aWgXBfKKXAlfmEPNwXSinQMcF+E2XCf7GXgXBfSImpQQzgILnts51C3zat/fWh71i7UrY5QLualMQ1lrjH6lqT4ZQ2j3BxLrDemS/Wc9GGHLJMhyEOOyU57ZKoWtuNbQ/NGH35PtyTex9PH3OuMVnbsYpBLF6XW9ssQQogM3ExeF5cv3deXDz6tni1s4Cb4vr928XZ5dPilzdhHRd/77w4c1/Ih2JwUzx+eKe4uPymeKkuETx/fK949+qz4ufX0o6L+eCui/m6eKkycYm5rWKeNMU8qWNeNR1Dc50vyzqfujryWWqO+aqO+amM2YMYwC65lWf91lu3U+hTV+hSpyuxsWYfg7QXPgYmJXGNJe6xun2SYVNfrswV1jvzpM+50Ax9qCnJaZdE1dpubHsIxu73sI/9ny4dehzWdnKLgTzLd2VymyIE8t2HFEBmbGsM4mJwc/2wuHNxWTy6PCvO9K1EN4+Lh3fOisvPfi7K/L7m5vEHxd2zy+Kzn18Xv7uYD+5WMTq/38e8isc82cdU/41EcfPE1TkvLj91ddRHp6xzfll86uq8ORXzk4upywTEICNrWGPgt+W5qVyIbafQp67QpU5XYmPNNgZpJ1NbQ60xkGOVuHC7qW6fZFjXjW0f4MrLc9exv6Hpcy6EsQ4vJTltSzCtawys20PQ1q/McdnPOYbDPpYhBimS0CYGch69HCSJgYtzgfXOaVhjABYsYlDdWvTg+Faim2uX/F8Ul9/8Wnz+yXuHawxKMaheO1hTUN5OdKXEwMWEt+6UtxOdipHbfiQmJgYNdcpbha6UGDTEfPWk+LPEIAbDsRYx8Pv6OYzx6O0U+tQVutTpSmysWcaQ+TiGEoOmBD1Wt08ybO1rh3u9PJfy6Nj3EPQ7F+MdSkpy2pZgrk0MZFue5TOeawyHfWxDDCztuCDzVQLEACwkiUG5tqD67N8/uLVIuCmu61uFfnXlR4uPd+sJmsRAyl8Wr7+otxvFoC6XGL99EFOtB2hcZxBbK6DLv4jElGJwXJ4sBvIDwD80lFcsuVzebl+m33prueDL5aFpitftxOLDcl1HE4vvUx4bqy7X8Zq2cteAKT6lXD/rck9Y7hPXsNwj+/6YBR3/1ltvFS9evCjLPVIuMU3l/qEJy3X7up2Uce7KXaycW1fhsFwxVrkft+dUvC+XQ5BqYbknR/mf/vSn8vxKmYxTJ6SnynU7gi8Ly1PaSin3bctD06dc+tL9fv/9963lGt2Opq3ctyXItvyFou+/Py6XvsN4T1v7lvIff/xxV67npyTavt9qjNVv/FPi28q9GEh5UzsiBTcutqn9WL+UU+5JLRcxePbs2e7hP+fN1LcSPXhUfPuqSvz9LUReBBADWD367e6znUKfukKXOl2JjbXXGEYcfxuSfOkv0lPo+Fhda5uaWPud2nR1XKV6Zxq6jHvIYYsM/Otf/9pt6wTYsp1KW1vy+ZH9thi/PQQp/fYZQ1g3bNfyp0vHRJJ4eW8kke9zNSAlpsS95l6sdwCGw7bGwKH/MtEP+1uI/EWEIzHgViJYG/rt7rOdQp+6Qpc6XYmNtfMYRhz7KayJa0qy3imJr4m136lNV8dVqnemwTruoYc8JzGwbA+Bb1+e5bOcewxh3bDduYqBZnAxcOXuhXoHYFjMYnBzXbx/+6y4fPpL8f3HD4s7u/9xcPx4JAuOX7D4GFaGfrv7bKfQp67QpU5XYmPtNIYRx52CPXE9nax3SuJrYu13btPVcxXrnfGxjHuMoc5VDOSzJPuxmCFI6bfPGMJ2fF9+X7bdkyvP37cJSc7le6ntESTvvcXA99lQD2AoomKgBODgDxCVVwyu9v/bIOD4H5zx50ohgtzPtkT02x1u+/22GAt96gpd6nQlNlbzGEYYs3XuWRPulGS9cxLviLXfp01XeTI5SB33WEMcSgxi8+5UW/IsnyNd7vd1/BA0jadt24rUDY8t3HZPLiZ/3yd5553q+0geLcn5LqH3iXz4cK+ZxUDaaojvgtxD3vl7ATZH2xWD59fVXxjy6wkkiZY1BheX4QLkPY3/+VivJ5DCcF/Q6wl8jN4XwvUEbesLPOE6g6Z1BykxNYhBRtYoBp6U7RT61BW61OlK37GWjDTeNYiBnGOpn9JXMq6+a6DeGY/UcY81vLmJwaltmQuyr8tzkTqGrv2GdeN9nP4LRVmQjuR7SB6/Hd2I0MjJpF+SfGmvLcbTEtsVxAAsnLqVqJSDM3V7UHgFIaBRDBw3jx8Wd3e3Hd0vk/mDNQeO6tahw5gwMa9uHYrFVL/9f+dSrgbsP8/VbUH7Ok0JfxjzYUOMgBhkZEliIG+xf5v1291nO4U+dYUudbrSd6yuUr0xPEsXA01KX8m4+q6Bemc8UsY95tDmLAbyLJ+vtu2chGPQ/enypu0YPka318RhXLXWQJeH251xbbgOqkeHtk6Kgd/2fajYFHnoC2IAFsxrDDYOYrBR9Fsc245hjdf0qTs2vcY682OzJtwpyXrvJL4mpS8Trg3XSL0zHJZxjzSkHSIDModFDnKKQQxruynbuRhiDBIj51fi2uIP2z28YpBSvxVpUL535NGlviJZDHyMlwD9GEAIALqAGNhADDaKfotj2zGs8Zo+dcem81hnflyCNeFOSXqtbcZI6cuEa8M1Uu8Mh4xV5omMt23cIw3ngPCKgYwzTEJTttuwtmXdzkVT+/Lsz4kuD7djpMaHcaf+QlESLr78zrHUOUFMAKJioIiVA0wFYmADMdgo/i2WZ+vbrePHrDs2ncY682PyWBPuWLIe2+7DEG26hgbPxv1Y5Vnmizyaxj7CUI7wYqClQIglpF0SVR8nz336iG33oU+/ejtGary85s9Ntb2/nciT0l+Ji3MNZBUCzykZkGc5DsQAlgBiYAMxyMjS1hh4rG/3VHXHxjzWCY9nqjUGse0+DNFmiWvLNVbv5Cdl3AMPIUp4xWCfmNoS+BA971Lq99nuQ0qbYYycG/+w1m2KEY776CgGLuaoYkZOiUG4rRlDDFhjABYQAxuIQUYQg9P0qTslJ8c68bGMLQZyPmQ/JRm2oNv2+33bPMC15xqsd/Jy6lwM2PVJmsRAiCW0se2QUAzkvZNYa7sp233w7cizH2NIyhj0tiYlJoYLd/F+Oz6+Egl2r+8qDIRP7uVZxqNlwO8jBrAUEAMbiEFGEIPT9Kk7Ja1jncFxjC0Gp7b7MESbB7g2XaP1Tj5OnZeBuk0iRQw0qYluKAZNdXJta2LlMaxtpmxrUmJiuHAXX++0kRzYH53cp2xrEAOYG4iBDcRgo/R5i3Vdazt96s6ShR6DNeE+lfSG230Yos0jXLuu4XonD03jlmeZ57du/ZG7OxMxMYjRJdGN1cm1rYmVx0iJTxlDrJ2UmBgu3MXXOzGSgvIxdzEAsIAY2EAMNkqft1jXtbbTp+7sWPD4rQl3mOiGCXC43Ych2mzEte0ar3f6ExurlCMG6W2lxKe0o+nTb5/tVFwVV6feCWl9cRgkuZfPuST4iAEsHcTABmKwQeTt7fMW56q76Gm25LE7rAl3LFmPbfehT5vmMbh4V6He6Ues74xddKaLGPjvCXmk/FAdImmOxedqRxMbZ5/tVFwVV6fe0URfGJYUGUAMYCkgBjYQg4wsdY2BlVx1FznNZMwzHDdrDCo6jcHVcZXqne7E+s7UfC9yXjHQ+33WGKQQi+/SjnzftNWJjbPPdiquiqtT7whSIN8zxnZyEQqAnDvZn4sYsMYALCAGNhCDjCAGp9F1FzXNZKwzHi9iUNF5DK6eq1jvdKOpb2n21q0856UPVjHQhImuNTmObacQ1pXvDP/o2k6M2DibtuVZj0HHdMU14drQG9MREwDEAJYIYmADMcgIYnAaXXcR00zGuIBxIgYVvcbg6rrK9Y6dpr6lyS2KgUbK5bPuH137TukrRkr8qb7kWR9DLL4rroni91vTS4GAGMCaQAxsIAZgps/00HVnP81W/DHok3D7bXmW9zAs70tTXymE4+mEa8M1UO/YCMfqm8p1XvowhBj4RNm/FkuOdXksJkasbp92YqT0lbJtxtWV75qzhn92NhVzFwMAC4iBDcQARkVPrdlOMxnXyj8C1mRVx6ds96FPm1nG4NpwjdQ76YR9+2ZynZc+TH3F4FRMDGtfGomR7xiJS40/1VfKdhIufvc9s2tjFhcLjrBKAmIAcwMxsIEYbIg5vK0yBj+OWU6zjUz9Pgl3ynYfrG1KjMwlics1BteQWQ4Ox72vnm1MPZiLGFix9qXxMfIs8yM1vu92FBdTfr/IIxIrIaeaGRvEAJYOYmADMcjIXNYYxN6+ub2tsxqPjGXB037qNQbyLO9njgQ41leMWHxK3VZc/XJOJLZx2Ddi4ElKmiNY+9Lk7FfmtuzHxtDYlyvbfa/II3y9AamSEDYqPtGXZzkPcxAD1hiABcTABmKQEcTAxmzGs4LpvuXFx0OPxzVUzRF5tLTn+5PwP27tpSLbOHowtBjIs3yem9ptTJoTaeor3I4xdL+N2+55N1fq1yxI9Q7VBuWUAMizvPeIAcwVxMAGYpCRJYjBXN7aWYxF+p/J+ejL0HMvJfnOlQD7duRZ5sipNocezwGuzd28iTze1v/l2MfnHocRLQZWdAIsyL68L1IWS5Q1sfIUYu2ntDl0v7tt97x7/zv2p5HmMjSTjVNi0LY9FIgBWEAMbCAGK0S/fbHtzcO5MBFLsodIxK1txuJzjScV6e+WloKachwy30YcS0huMdDJsXyvyH4Y54mVpxD21bQdI3u/7rn83ggf7rU+fYVIN5maysIcxQDAAmJgAzFYIfrtk22/z9taw3kwE0uyh0jErW3G4nONJxXpLyoGUuiej14cEH38Q4pB07amT9Js7UvTuV9Xr/yOCB+urXAM8p0q+537akC6z9RUFmKJvpTL8ctriAHMGcTABmKwQvTbF9veLJyDTsSSbF0ei7Ei7chclbZS2mwag25jLFyXrr96R3FwDBIkc3CEcel+EYMTuNjyfZGHqxOr22c8FmQ4GZvrRUqijxjAnEEMbCAGGZnjGoPY9iZZ8fGPucZAo8tjMVasbcbic40nFded66/eUTSOQ4JlPg44Pt3vYsTAxZbnpe3h2kpp82SM7iuISzmW2HYOZGgZm+vFHMWANQZgATGwgRhkBDGYMSs/dsTgOD7XeNo47M8gBp5YpQzofmctBu718vMpjyCusX0f39amI9pvQv2TY3Y0ji0TMsSMzfUCMYClgxjYQAwyMmcxkOfNvq0bOO4pxUDmlbzWmgAb0O2ktBmLzzWeNnwf7smdh+b+To5DKmcap/TV9H7kEgPZlvabEmJzcizZr3w2W+rE2i+3pW5L/aPxJPTnSTmW2NhyIEPN2FwvEANYOoiBDcRghei3L7a9KZjOvYklt7r8ZALcAZ3oxgjH4OOHGI8Q9lf1JdOsub+kcUgDGcbaNDZhyisGR0jWK5/JhNikvpra82X6kdCfhU7HbkAOIXOTnZijGABYQAxsIAYrRL99m38rmcpZiCW3sUQ0FyltxsYwxHiEsA//l4hi/SWPw8WVDfUgHJvfnoUYSKZrTNBNffn26z5OjqcnJ8fTEzmcAYefDGIASwcxsIEYrBD99m36rWQaZyMl6U1OgA2ktBkbwxDjEaRd+VxJ29X2/MRAj1HoKwbSVlMSfDI5luxWPofy6PCD2dRXQEpMH6zjseKadG3WOxOCGMDSQQxsIAYZmXKNgX/L5Fm/fZt9Kzd23GtafKxJaTM2hiHGIxz2UeXyUiaftab+TOPwDXYkdvxDXTHQ8+4gTrJa+Qz2/GEcS77DMTWREtMH63i64Jp17dY7M2ZsMWCNAVhADGwgBhmZWgz826bfvk2+lRs8ZsTgeAxDjEc47EOmW7Uf6880Dmmwx5hjxz+GGJRIJiufv0w/hKUv/90mj1OJuC6PxeRijL5cs67demfGIAYwZxADG4hBRqYWA09sexNsdOpuQQz6bOfEtyvP+j8dx/ozj8PF7xo1ovvS26OIwQBZbCz5jiXiKTG5GKMv16xrt96ZMYgBzBnEwAZisBL0WxbbXj1M28FISXrNCXACsfat2znx7bonN+VO99FpHNJ4h7HHjn8oMSiR7FU+e4Mkxs3JdywRT4nJxVh9uaZd2/XOTBlbDIbk9u1qOsvj1au6EBYNYmADMVgJ+i2Lba8epu1gxJLbTkmvgViia93OiW/XPbkpd7qPTuOQxjuMPXb8WcRAMlT5jIWPAX/gxpLvWCKeEpOLodv3uG5cP/XOTFmDGLz7bjWdtQx4SUAQlg1iYAMxWAn6LZNtv7+Zt5IpOyix5LZT0msgluhat3Mi7Z76S0SazjGurOzEgG5Hb3cWA8lK5bMlj5ES7hgpSX9KTC7GOg+uG9dPvTNTliwGXghev64LGkAQlg1iYAMxyAhrDCaC6TqLNQZDEEt0rds5kXZXLQaSicpnSh4NP0x1Qjzmd15K0p8Sk4uh2/e4blw/9c5MGVsMcq0xcENtFYIQEQTkYHkgBjYQg4wgBhPAVC1BDNq3c+Kade367dN99IrRnSUQO/4kMZAMVD5PJ36A6oR4y2IwJu5Q3LHUOzNkaWIgQiBTvcswkYPlgRjYQAwyMhcx8EjZ6t9KpmrJ2sVAnmUu+750vynbOXHNunb99uk+esfoDk8QO/5WMZCsUz5HHX5wIgbjIG/RnA/Fy4A8y+d0zmIgUtB3eMjBskAMbCAGKyH2lq36rWSajkYscU1JevsQS3Rj25qhxuaade367dN99I7RHZ5At6O3o2Iw94wzAmIwL8a4StCXPlcJmkAOlgNiYAMxWAmxt2y1byVTdFRiiWtK0puLWNI75thck27qne5bkyVGOk44Ft2O3m4Ug4VKgbA1MRDm/HbNXQxyXCVoAjlYBoiBDcRgJcTeslW+lUzP0YklrilJby5iSe+YY3NNrkMMFiwFAmIwL+YsBkNJgYAYLAPEwAZikJG5rTEQVvlWMj2PmGqNwZjEkt7Y2IYYs2vyQAxSSBlH0lilc0M7evtADNx2rgxzqu88xGBejC0GqWsMhpQCD3IwfxADG4hBRhCDEWBqNoIYHI8t95hdc649e7tZx+oHESHsSz7//vEv+ezII7YIuQNzFQN5lmNeWzIwVzkYa9GxJ0UMxpACD3IwbxADG4hBRhCDgWFaRkEMjseWe8yuOdeevd2sY/WDiBDtS64SZBQCz9RiEAqAFga9vRbmLAZzuWIgQiA/KkYcDmIwcxADG4jBSoi9Zat5K5mSk5KcuA5ILOmNjS33mF1zrj17u9nH6gfSwFFf8rlxjz+5R/TPlS6QmAAgBuPhrxLIQ0vBEstfq/9ydttl+b78lcr211p+586dXfmvv/5alxbF3bt3d+UvX76sS5dZ/vTp09V9FwwJYrASYm/Zat5KpuSkmBLXgThKehu2NTnH7JpybfltW7sSL59DqZNtrHpAil078rp8ZixtLog2GZBzLftrFANhTnIAe1ze7RLuegdmBVcMbCAGKyH2lq3irWQ6gkMnz7FtjTnZbkHybN9Un3atx9CKDEo+G/uBVft1Wc7jnxttYrD2BAAxmC/IwTxBDGwgBhlhjcEAMBWTmHLujYUkujKfJdlNSapzJsauKdeW3+7ebtO45dkfVydkcPI5qdsK2x+SqdcYtG2vFcRgviAG8+SUGNxcv1/cPvN/rOF+8ejbV8Wbg6/Om+L64Z3i7O3q1iR53H/0TfHrYZDr6HFx793qqmXZztcvi9fhV7DE3D6MeXUU8+R0TMiXUsffHne/+HtTnSDmw0i7iEFGEIPMMA2T2YoYNCW9sQQ4V2LsmnFT8XR/KViPwcoQbbaBGEzD3OTgi0/Od0nT5b+/KX4vp91N8clfz9w8rMpvXf578aZ8IVbe3M7NJ/+9eMfN5TK2fty//G5XxxMdw9/OG/saCuRgfrSJQSUFl8XTX9yckYLn18V75xdKDrwUuAT9m1/Lspvrh8UdEYlHT4ufX9ftllLg6n1Ty0C4L5RS4Mp8Qh7uC6UU6Jhgv4ky4b/Yy0C4L6TE1CAGGUEMMsIUNIEYBN9sjlyJsWvGTcfT/aUQjls+n7Kfb6x5xpkKYjANsxKDLz4pzj/+vE64vyg+Of+4+PzN78WLT/5anF358koGrj5/U7z4uLn892eunYur4nt3YH+U5X8trr7/vU7wa24+Kf52flW2fzCzZQyu7ndluciA1JW+/lac676cJJR9HVTOC2IwP+Ji8Ly4fu+8uHj0bfFq99t/JwLv3y7OLp8Wv7j55CygeHjnrLh8+oubR3WIo5KDy+Kzn187obgpHjt5uLj8pnipLhE8f3yvePfqs1oeXMwHd13M18VLlYlLzG0V86Qp5kkd86rpGJrrfFnW+dTVkQX3zTFf1TE/lTF7EIOVEHvLFvlWMv2gAZ/o6oRal4fkSoxdM66/PAm3rhvb7sMQbc4RxGCutxPtxSCceTdOFP569b0b9+Ervvz7q8PXfflvKl6uCnzckNjffPK3MtZfDQj3PbHy3CAH88K2xiAQgxjPr4t7cmXhm1+L1z88ruThs58LfwFBuHn8QXHXy8PN4+KDu1WMzu/3Ma/iMU/2Mb/VZTtunrg658Xlp66Oyu/LOueXxaeuzptTMT+5mLpMQAwWRuytWc1bxtSDCNakOldi7JpBDGbG1sVAmJscSCJ/5ubc/jYeTUwYVHn9W//9FYOz4uJSicHNJ8V//6t7vUE6jq8YnLu64e1GcWnJDWIwLyxiUN1a9KBhncEhz6/vFednj3ZJ/8M7F8WlSIKuU95OdKXEwMWEt+6UtxOdipHbfiQmJgYNdcpbha6UGDTEfPWk+LPEIAbLJvbWrOItY9pBC9akOkdi7JpwbaT1dwqpJ5/TpnZyjFUYos05ghjMTww8x7/Vl4T84vi2oIby/TqB+8Xl5YPiQl0xkNcurv6v6G/7m+ruY+u+vhv2NiINcjAfksSgXFtQLfi9f3BrUQPl1YKzagGymMBuPUGTGEj5y+L1F/V2oxjU5RLjtw9iqvUAjesMYmsFdPkXkZhSDI7Lk8VA7iX1Dw3lFWOVh2/NqXJ5aGZdro7hoFxBeUVYrp91uWcN5ZLovnjxotz3SW9Y7mkr9w9NrNw14dqo2tIJt7RraceXxdrR5YKPl4fmVHmucc69XATg+++/L8tDMfDlmlg7Sy8XOfj++/T4H3/8cVeu55v8J+Ec5cLBLUM3nxR/PbsoLhvWCjSWKw4Fw/bb/oO65boE11cgBf4YhjgPUn5+/kfx3XeH/6E5Z/uUp5eLGDx79mz3aJeE+laiB4+Kb1+9OZ5vtRSUC4/dfKzKNioGcBqZhEMTe2sW/5Yx5XoxxtybmjDpbdrWxMotuCZcG2n9pRBrJ8dYhSHabGOqeRe7SqC3t4CIweSHe7D4WCXlLyT5b1goXEpBZAGxbyeMcfvlbUS/RcQgqLtboKy369Ax4arBPLCtMXAc/WWiGn2lQL/ArUQQAzHoCNOtN4iB/raryJEYuyZcG2n9pRBrJ8dYhSHabAMxmJ45yMH+Nh75U6LV1QJd5h/y2udXZ43lYZ2DtQqBfFQcXkVoqts8huM/dToUiME8MIvBzXXx/u3Dv0Tk/0Rp4/8vKMWAxccwEbG3ZrFvGVMNErEm1amJcbz+4T81k8+YxKW224SuG9vuwxBtzhERAHk/5Ic9YjDXv1AEAnIwPVExaBCAkvKKwdXufxt4KXgUxu3gz5XChMTemsW+ZUw1SMSaVKcmxvH6h2IgMfIsn7WUdpvQfcW2+zBEm3MkJgNbFAMBOZgviMH0tF0xeH79XnF+odcTVGsMLi7rBcj1/zF40HSlQKPXE0hYuC/o9QQ+Ru8L4XqCtvUFnnCdQdO6g5SYGsRgYcTemkW+ZUwzMGBNqlMT43j9YzEIt63E2unTpmaINudIKAPy/Sf7iAHMDcRgek7dSlTKwdn+djN9ZWD3X47r1w4f1X9D9on/zeOHxd1drHvNJd0Haw4c1a1DhzFhYl7dOhSLqX77/86lXA3Y31hU3Ra0r9OU8IcxHzbECIhBRlhjYIAplhXWGBx/u6Umxk1xrsiV1TuOlP5SiLXTp03NEG22wRqD+bBkOTg/L4o3h3cztCJ/dWbouZ0T5GBazGsMNg5ikBHEIBGmV3YQg+MkITUxbopzRa6s3nGk9JdCrJ0+bWqGaLONOcw7xKBiiWIgQiA/DixSICAGYAExsIEYZAQxSITplR3E4DhJSE2Mm+JckSurdxwp/aUQa6dPm5pc7aSCGMyLJciBlwF5WIXAszQxEJCD6UAMbCAGC0C/HbG3ZjFvGVMLOmJNqlOT5KY4V+TK6h1HaluniI17iPa3AmJwyBzlIIcMLB3EYDoQAxuIwQLQb0fK9mxhWkEPrEl1apIcxrldt1/v1KS2dYrYuIdofysgBofMRQyQgUMQg+lADGwgBjNH3gr9dqRsz5K5jw9mjzWpTk2Swzi36/brnZrUtk4RG/cQ7W8FxOCYKeWg67qBLYAcTANiYAMxyMhQ99vqtyNle3YwnQaHNQbHyXBqkhzGuV23X+/UpLZ1iti4h2h/DFhjMF/GloMxhWCJawwExGAaEAMbiEFGcv6Q1G+BdXtWzHVcKwMxOE4SUpPkMM7tuv16pya1rVPExj1E+2OAGMybseRApGDMKwRLFQMBORgfxMAGYpARxCBgjmNaKVsVA3mWud+UJMSS5LAdXd/tuu1y84BYW1bCvpu2+5CrnVQQg3kzhhiMLQUCYgAWEAMbiMFM0W+BbPv9lPLZMMcxwWKxJtVSLp+L8LUw/rAtxGBpeBmQZ3m/SQAOETn4bf8PUrMyhRSsAeRgXBADG4jBTJG3wL8N+lm/NbHyWTC38cDisSbVqeWHbSEGS4MrBqd55538coAUdAcxGBfEwAZiMFP0W2Ddnpw5jQVWgzWpbiuXz0tY3z258uM6YXwf9Jhi233I1Q6sj5xygBT0AzEYF8TARmcxIPc7hjUGNXMay0bY6hqDcDuFMN7vuyc3dZvbsvYRIzbuIdofgy3MuzWRQw7mIAVLXmPgQQ7GAzGw0euKgUSRA+5BDBxzGcfG2LIYWAnr+n335Kbv/upArv400s7Q7edoJxXEYHmIHHRJ7EUI5Ot9DlcKEAOwgBjYyHIrkUTbaqyTKcVgNjARJgExSCes6/fdk5u+zX306U+z76v5dqa+5GonFcRgmViS/DkJgQcxAAuIgY2sawykVrea2yLl9MZidHnHt2k4ePNhQHTS2ycBDuvK/q1bf7iyeB99+tOM2T7AKdqS/jkKwdpADsYBMbAxyOJjqb31HLHtFMZe8+XyfCpGiMVMwpzGAqskTKRl/ndJgsPkuWqrWQx8H2GdroTtN233IVc7sC28BOgHQjA8iME4IAY2BhEDT55Wlok+heHpjJ3elNPe1u6kzGkssHr6JMBhXdnnigEAjA1iMA6IgY1BxUCQlraSM+r7bfUpDE9n7PSmnPa2didjLuPYMFu717tPAhzWlX3EoBusMYApWMMaAw9yMDyIgY3BxcCzhdwxhxicOvX+9ZTY0ZjLODYMYpBOWNftun2/Xb0mz/L58nFDJNy6zdi2lSHG2QZiAFOAGIAFxMDGaGIgrD1/7CIGbXFNWOMHZw5jAMTAQFjX7bp9v92coA+RcOfqS+Llu0DqDDHONhADmALEACwgBjYQg4GQU+hPY3g6dbl+LYxrwho/KFP3D5ulTwIc1nW7bt9vNyfoQyTcufoaepwAMCzIwbAgBjZGFQNhK7mkPoXh6Yy9lnLarfGDMnX/sFn6JMBhXbfrpnJVFkuyh0i4c/Xl4+VZvhNyjxMAhgUxGBbEwMboYiBsIZ/UpzA8nbHXUk67NX4wpuwbNo8leQ4TZl3XbbrXmpPy2PYQ9OlrzHECQH4Qg2FBDGxMIgbCGvNKyxoDX9YW14Q1fjCm7BuOYI1BO7Hk2W26qRx7rXl7CPr0NeY4Q1hjAFOwpjUGHuRgOBADG5OJgbC23NIiBp62uCYkxselxA/CVP1CFMSgnVjy7DbddK72pVw+U01xQxMbXwp96vYFMYApQAzAAmJgY1IxENaUY44hBhprfBam6BNOghi005Q8uyf3HE+srX30oU+/U41ZQAxgCtYoBgJyMAyIgY3JxUCQ3taWb/pTKM/h6dT7se0UrPFZmKJPgIAcybN7cs/xxNraRx/69DvVmAEgL4jBMCAGNmYhBp415Zz6FIanM/aa9bRb43szdn8AEXIkz+7JPccTa2sffejT75jjBIDhQAyGATGwMSsxEKTnNeSf+hTKdrjviW2nYI3vzdj9AUTokzzL9q1bf7j9cvfotabtoanG1O2flI05TgAYFuQgP4iBjdmJgUdG0HcUvo3wMRQpawxku+01C9b4XozZF5hhjUE7Or5KwucnBl37HXOcIawxgClY6xoDATHID2JgY7Zi4JGR+EcKKfEpMV1IEQMh9pr1tFvjezFmX2AGMWgnTLwRgzwgBjAFiAFYQAxszF4MNDKqUw8rfeqGpIqBJjWuidHeprH6gc4gBu0cJt7V2gJPLCkfM+H2fcmzfK4t/Y45zhDEAKZgzWIgIAd5QQxsLEoMhkaOOteR61PYdjpT45oY7W0aqx+ARKzJsI53m2673Cw5fK15e2j69DvmOAFgeBCDvCAGNhCDBnIcvT6FbaczNa6JUd6mMfoAMNIneXabbrvcLIkl5WMm3H36HXOcADAOyEE+EAMbiEGEvmdAn8K205ka18Qob9MYfQAMjE+e3ZOb0oeJdCwpHzPh7tPvmOMEgHFADPKBGNhADFqwngU5bfqRgo5LreOxxpsZun3IBvd6t+OTZ/fkpvVhIh1LysdMuPv0O+Y4Q5h3MAVrX2MgIAb5QAxsIAYnsJwJfdpST2GXOp7B36ah24dskKC145Nn9+Sm9WEiHUvKx0y4+/Q75jhDmHcwBVsQAwE5yANiYAMxSCD1bOjTlnoKu9QZhTmNBU5CgtaOT57dk5vah4l0LCmfKuG29jvVOAXmHUwBYgAWEAMbiEEiKWdEn7bUU9ilzijMaSwAPZHk2f/vgjCR1vux7TGx9jvVOAFgeJCD/iAGNhADA6fOij5tqaewS53Bmcs4ADIhyTNiAABLAzHoD2JgAzEwcOqs6NOWegq71BmcuYwDIBOSPC9dDKzlALAOkIN+IAY2EAMjbWdGn7bUU9ilzqDMYQxghnu925HkOSYGGv3aVAl3rN/Y2KYap8C8gynYyhoDD2LQD8TABmLQgdjZ0act9RR2qTMYU/cPnSFBa8flzi6R8NvxRHoOCXes39jYphqnwLyDKUAMwAJiYAMx6ICcnvAMVWX2JL9LncGYun/oDAlaOy53domE305LpKdKuGP9xmRgqnEKzDuYgq2JgYAcdAcxsIEYJKJPiWw3naEwJoUudQZhyr4BBsblzi6R8NtpifRUCXes35gMTDVOABgPxKA7iIENxCARfUr8tjw1lQupp7BLnUGYsm+AAXF5s5ve9kR6qoQ71m9MBqYaJwCMB2LQHcTABmKQiD4lflueYqcq9RQ2tTs6U/ULMAIub3ZT3J5IT5Vwx/qNycBU4wSAcUEOuoEY2EAMWtCnwW/Ls39U++VTib7fVtdtQ8el1snOVP1CNrjXO47Lm90UtyfSUyXcsX5jMjDVOAXmHUzBFtcYCIhBNxADG4hBC3Ia/KnQpyTc9ruLFIMp+oTskKA143Jml0B0S6SnSrhj/caOYapxCsw7mIKtioGAHNg5JQY31+8Xt8/kT1pLPne/ePTtq+JNOL2eXxfvnZ/tY775tSHmcXHvXRXz9cvidVPM7cOYV0cxT07HhHwpdc53df7eVCeI+TDSLmLQgj4Nbdt+FzGAqSBBa8blzC6B6JZIT5Vwx/qNHcNU4xSYdzAFiEG9A0m0iUElBZfF01/eFGVEKQAXh3Lgy7wMuP179f4u8S+lQMpqGQj3hVIKXJlPyMN9oZQCHRPsN1Em/Bd7GQj3hZSYGsQgQB+635bnpnLBv6aKSnRMG7F2R2Hs/gBGxuXMLoGYTyKdQmx8sWOY+/EAQD4QAztxMXheXL93Xlw8+rZ4tbOAm+L6/dvF2eXT4pc3UsftP7xTXFx+U/yqLhE8v75XnF89LX5+XcU8rmNeqksEzx/fK969+mwf88FdF/N18VJl4hJzW8U8aYp5Use8ajqG5jpflnU+dXXeuL3mmK/qmJ/KmD2bFYPYIepyy7YqKtExbezrH8rHKIzdH8CIuHzZJcx+ezmJdGx8sWOY+/EAQF6QAxu2NQaBGNxcFw/vnBWXT38pSk+oubl+WNw5uyw++/l18fvN4yrms5+LMr+vuXn8QXFXxXxwt4rR+f0+5lU85sk+5re6bMfNE1fnvLj81NVR+X1Z5/yy+NTVeXMq5icXU5cJiIEj33a94dDlbcTaGpwx+wKYAJcvu4TZby8nkY6NL3YMcz8eAMgLYmDDIgbVrUUP9rcSlWJwUVyGawrK24mulBhUMQdrCsrbifYxH9x1MeGtO+XtRKdi5LYfiYmJQUOd8lahKyUGDTFfPSn+LDGIQYU+xNRtvx+PqTccuryNWFuDM2ZfMDjc632My5ddwuy3l5NIx8YXO4Ypj4d5B1Ow5TUGHuQgnSQxUIuL7+tbi8L1BR69zuALv56gSQyk/OU+plEM6nKJ8dsHMdV6gMZ1BrG1Arr8i0hMKQbH5cliID8A/EOz1HJ/iLIv2znKq9fK3aNyH+/Zx9cVak7F5yiXQVriKZ9/uX7W5Z6tlbtcuXjxYl/uk2fZl+0XL16U5Z5YO1OU+/G1lWsZiMULvoxyyoUff/xxV64Ta0m0KV9W+fn5H8V33x0K0hj9LrFcxODZs2e7R7sk1LcSPXhUfPvqTfEHYrCnfn216EMMt/1+W4xHb8sk9Lu6vA2JS43Nxtj9weDI3IM9Lld2PxDqHYckz/I5kx8SOqmeI7HxhTLQtD02zDuYAkn85vwZHguuGqRhW2Pg8DIgtxP9wK1EO+rXV4s+xFzbHilqKm8iNS4bY/cHMAEuV3aJQ73j8MmzPMtnbs5JRSzRj8lALB4A1g1ikIZZDG6ui/dv1wuOX4gYsPi4pH59tehDzLXtkaKm8iZS47Ixdn8AI+PyZJco1zs1S0qeEQMASAU5OE1UDLQA6JfLKwZX9f824M+V7qhfXy36EK3bmnh5vTEnZjkogLy4PNklyvVOzVrFQJ7lOwgxANgmiMFp2q4YPL9+rzi/qNcTlCXVGoOLy5YFyHp9gf/q1esJyphgX9DrCXyM3hfC9QRt6ws84TqDpnUHKTE1iIHDuq3R5fp+20j4tMxyUJAD7vXe43JllyjXOzVrFYNwe2yYdzAFrDHYgxic5tStRKUcnFXrPeXxKLyC4KhuHap+EXPr1v29JChuHj8s7uoYl3QfrDlwVLcOHcaEiXl161Aspvrt/zuXcjVgf2NRdVvQvk5Twh/GfNgQIyAGDuu2RpeHPyQjVaZhVoOB3JCgVbgc2SUM9Y5iqWIwRxnQMO9gChCDQ5CDdsxrDDYOYuCwbmt0OWIAU0GCVuHyZZcw1DsKxGAYmHcwBYjBIYhBO4iBjc2LgTzrw03Z1sTKPSdeHodZDAJgeFy+7BKGekeBGADAWkEM2kEMbHDFwJGyHeNUTEITwzOLQQAMi8uVXbJc7wQgBgCwZpCDOIiBDcTAkbIdIy2m3piCSTsHGA+XK7tkud4JQAwAYM0gBnEQAxuIgSNlO4aOid1vm9DMcEza+SEylKYH9Gfr93q7PNklyvXOwkkVA/numVoOWGMAU8Aag2aQg2YQAxuIgaNpW55TToOOafshmdBUfibp9BgZRttQTr0Op0EMticGc0iMEAOYAsSgGcSgGcTABmLgSNmOoWMQg2MsQ5DYGQx5kSAG6xID+V6RxAcxADgGMWgGMWgGMbCBGDhStmNYTpUhtD+jdtZM1yFIvRkMHxbCmqRASJGBuYgBAMwL5OAYxMAGYuBI2Y5hOVWG0P6M2tkxObqXNiY+DFgAiAEAQAVicAxiYAMxcKRsx7CeKmN4N0bpJE7u7ic+HJg5iAEAQAVicAxiYGPTYuAPUx+u9dB1fMr9tsbmuzFKJ3GG6F7anPiwZs1W7/VemxQISxID1hjAFLDGIA5icAxiYIMrBo7YtpXUH5KDnt2J37qhu5/48GYLYrAeEAOAdhCDdpCDQxADG4iBI7ZtBTEYp/uJD3GWIAbrwSf98izfR4gBwCGIQTuIwSGIgQ3EwOG35XmsQx+km5HGHmPM7ic+VJgBa5QCISYAcxQDAJgfiMEhiIENxMAxxeEO0uXEb9vY3U98uDAxiAFiAADNIAd7EAMbiIFjisPN3uUM3rIphjCDw4aJQAwQAwBoBjHYgxjYQAwcsp3jkK3322Y7yzN4u6YawgwOfRZs7V7vtUqBsCQxYI0BTAFrDE6DGOxBDGwgBo5ch4sYTMMMDn9yEIP10CYD8l0l+4gBbBnEIA3koAIxsIEYZKTLD8new5jBWzWH2bL+GdsOYrBO2iQBMYCtghikgRhUIAY2JheDEbs6YKp+Q3oPYwbHMZNTOZtxwLBsRQqEuYsBAMwXxKACMbCBGExMr2HM4BhmchpL5jQWGI6ti4E8y/cXYgAAp0AOEAMriMEM6DyUGRzDjE5jydzGA/nZuhiE2wAAMRADxMAKYpCRrvfbdhrKTDLgmQxjx9zGMxZbudd7S1IgzF0MWGMAU8Aag3QQA8TACmKQkdHEYCbZ70yGccRcxzUkiME6QQwAjkEMbGxdDhADG4hBRvr8kEwezoyy3hkN5Yg5j20IEIN1ghgAHIMY2EAMEAMLiMFMSBrOjMY8s9N3xNzHB3a2JgXC3MUAAOYPYoAYWEAMZkTrkGY23hmeviOWMEZIBzFADACgG1uWA8TAxmrEwNrOiIeYTOuQZjbeGZ6+I5YwRkgHMUAMAKAbiAFikApikJG+99tGhzTe25HEzIbTypLG2oe13+u9RSkQ5i4GrDGAKWCNgR3EADFIBTHISI4fkkfDGu+tSGaGQ2plaePtAmKwThADgGMQAzuIAWKQCmKQkexiMN7bYGKmw4qytPF2ATFYJ4gBwDGIQTe2KgeIgQ3EYGYcDGuGY5zpaTvJUscN25UCwQuAPMt31tzEAACWA2IAKaxSDFLaHPEQzZRDm+n4ZnzaWlnquAExkO8qLweIAQB0BTGAFBCDGTLXoc34lCWx9PFvla2LQZMMIAYA0IUtygFiYGMSMfDNy3OurnQ7KW3m6leT7X7b8rzU2zNijmOysPTxt7HWe723LAVCTADmIgasMYApYI0BWEAMbEwqBkKOrqQN347ebiNHvyFZfkjujqN8mg1zG09X1nIcIYjBtkAMYMsgBmABMbAxmRj4Lvp0pevGtmP06TcGYjB/1nIcIYjBtkAMYMsgBmABMbCx6CsGsXZOtSmv9+l3MIIxzWmIczxdXVnTsawZpAAAAPqCGNhYlRj4/T5tTkbDmOdyGEs8nW2s7XjWCmIAAAB9QQxsLF4MfP1cbU5CZLxzOYylnc4U1nhMawIpAACAHCAGNjZ1K1GfvlLofL9ty7gGHvJJpu5/KNZ2XGu71xsxWAasMYApYI0BWEAMbCAGGen0Q/LEmAYe8kmm7n9I1nRsiAFMAWIAU4AYgAXEwAZikBHTD0kZS8J4Bh5yK1P2PQZrOr41JWhIwXJADGAKEAOwgBjYQAymwDiOqYY9l9M1JFs4xqWBGAAAQC4QAxuIwdh0GMMUw57DqRqDrRznUkAKAAAgJ4iBjVmJgbVbazvW9rPTsf8phj31qRqTLR3r3EEMAAAgJ4iBjdmKQcoQrHVT2uzDyftte/Q/8NAPGLOvObCG413Dvd5IwfJgjQFMAWsMwAJiYGO1YtBUP6XNPrT+kOzZ98BDP2DMvubC0o8ZMYApQAxgChADsIAY2NjcFYOUdrsS/SGZqc8Bh75jjD7myNKPe+kJGlKwTBADmALEACwgBja4lWhoMvY5xvCnOEVzYcvHPjWIAQAADAFiYAMxGJIB+hvyEMY+PXNj68c/FUgBAAAMBWJgAzEYkgH6G+oQxj41c4XzMD6IAQAADAViYAMxyMjB/bYD9TXUIQx8ahbDUs/DUu/1RgqWDWsMYApYYwAWEAMbg4pBrBldnrIdI6V9TUqbfdj9kBy4n9zNDzzcxbHE84EYwBQgBjAFiAFYaBeDm+L6/dvF2dvVH6eRx/1H3xav3hzOr5vrh8Wds7d3MY+e/ly8CZt8/ri49+5ZHXO/ePT1y+J1OE0l5vZhzKujmCenY0K+lDrnuzp/b6oTxHwYaXcWYuD3w/JTxGKs5blYohgMPNRFssRzssQEDSlYPogBTAFiABbiYuClwCXf374qxAVurt8vbosAPHpa/FJn/pUUPCgeffNrGVM8vy7unZ+VcvDaN1tKwYWLqWUg3BdKKXBlPiEP94VSCnRMsN9EmfBf7GUg3BdSYmq4YpCbMfpw5OhmpKEuEs7N8CAGAAAwNFExuLku3r99Vlw+/eXgt/+VHFwWT395U/wu8vDwTnF2uRcF4fn1veL86mnxc2kGN8VjF3Nx+U3xUl0ieP74XvHu1Wf7mA/uupivi5cqE5eY2yrmSVPMkzrmlRrkjuY6X5Z1PnV13ri95piv6pifypg9sxEDeW4qD7HEyHNKfFbG6MORo5uRhrpIODfDghQAAMAYmNcYPL8u3ju/qK8iJIjBzePi4R0nGJ+pKwiOm8cfFHedYHz28+vidxfzwd0qRuf3+5hX8Zgn+5jf6rIdN09cnfPi8lNXR+X3ZZ3zy+JTV+fNqZifXExdJizuikFKjMYa34uh2w/o093IQ10knKPhQAwAAGAMrGLw/Pq94vzsUX3FwCXQp24lKsXgorh0rx+sKShvJ7pSYuBiwlt3ytuJTsXIbT8SExODhjrlrUJXSgwaYr56UvxZYqYWAynT5SnbmpQYjTW+M67tKe637XJIQ56GtbGUc7Wke72RgvXAGgOYAtYYgAWTGJRXC86OFyDX5ZJHlguCvSSUr/n1BE1iIOUvi9df1NuNYlCXS4zfPoip1gM0rjOIrRXQ5V9EYkoxOC5PFgP5AeAfmrZyacaX+ybDeF3eJ97TN95jKq/bPSp3DF0uhzdk/NbL6+lzVO6ZS7l+1uWeOZWLGLx4kR4vUF5BeQXlFdbyH3/8cVeuE2tJtCmn3LO2chGDZ8+e7R5RSfDJv1p4LIRXEGRtgtw69ODRN8WvYgJbFYMu6GZiTcZirPExrPGdqNuVSTgFqYc11OGvnSWct6nmnhWuFqyLpcw7WBeS+OlEEKCNpCsGsSsFtQQcL1CW24v26we4lSgRaSZ8hOiy2LYmJUZjjTczRJsdaBuGvDaTYS4Szl0+EAMAABiTU2Lg/0Rp0/8vqIRBfuuvbh0SXPm9uvz1Dyw+TkY3E2uyKUaeT8W3xWh0TEq8idzt9USGo4cU7kN3OI/9QQoAAGBs2sTAS8Gj4IrAjsgVg0oM6t/08+dK09HNxJqMxVjjY1jjk8nZVmZkaDMe3mLhnPYDMQAAgLGJikH9fwweNF0pUJxcYyDo9QRSFO4Lej2Bj9H7QrieoG19gSdcZ9C07iAlpgYx6EpDW9xvu25yTp/czH3uIQXrhO88mALWGICFmBjs/sux++F+/Nj/N2ShkoP96/dFCgKZuHn8sLi7a8/Vd0n3wZoDR3Xr0GFMmJhXtw7FYqrf/r9zKVcD9jcWVbcF7es0JfxhzIcNMQJi0IVIO/yQXD+5plBuEAOYAr7zYAoQA7CQtPgYdiAGVlra4Ifk+skxhYZgznMPKVgvfOfBFCAGYAExsIEYWMnRBiwapoANxAAAAKYCMbCxaDFIIaXNZPrWh9XAVEgDKQAAgClBDGwgBhb61ofVwFRIAzEAAIApQQxsTC4GGonxcXpbEyuPoWMt9Y5IqMv9ttuiz3TKzRznHlKwfvjOgylgjQFYQAxszE4MPLF469CsY2gksR4/JLdF1+k0BIgBTAHfeTAFiAFYQAxsLEIMrO1o+tQtMdThh+T26DKlhmBucw8p2AZ858EUIAZgATGwMXsxkGdrO5o+dUu61IFNwRQ5BjEAAIA5gBjYGEwMpAndTEqTsXhrO5o+dV2FegMgDtPkEKQAAADmAmJgg1uJYhj7gW3DdNmDGAAAwFxADGyMJgYpxOJ1eZ82k+sa+/Bwv+226ThtsjCXuYcUbAu+82AKWGMAFhADG9nFoEfVaF1dbm2/U11jHx5+SELHqdMbxACmgO88mALEACwgBjYGEYMe1RvR7VnbNtftMXZ+SEKP6dOLOcw9pGB78J0HU4AYgAXEwMasrhjE0G1a2zfVHWDssD22Oo0QAwAAmBuIgY1FiYE8W9vX8SfrGtsGiLHFqYQYAADA3EAMbHDFwDPAuGHbbGlKIQUAADBHEAMbiIEnw7i53xZCMkyrJKaee4jBNuE7D6aANQZgATGwgRgImcbMD0loItP0amXKuYcUbBe+82AKEAOwgBjYQAwyjpcfkhAj4zRrBDGAKeA7D6YAMQALiIGNbYvBAGMFaGKtUw0pAACAOYMY2NiuGAwwToA21jjlEAMAAJgziIGNxYhB13Z1vd32AGMEOMUapx1iAAAAcwYxsNFZDGIhCVXN9GlT191tDzBGgftt4RQDTb1J5h5SAHznwRSwxgAsIAY2ticGA4zPww9JSGGIKYgYwBTwnQdTgBiABcTABmKQEX5IQgpDTMGx5x5SAALfeTAFiAFYQAxsbEoMBsnIADqw9KmIGAAAwBJADGysUwwkvq5T1q0fQ4wNoAtLnopIAQAALAXEwMa6xEDidGywP8TYALqy1OmIGAAAwFJADGysRwwSxjPE2DTcbwtWck3JseYeUgAavvNgClhjABYQAxvrEIOW13XdIcam4YckWMk1JREDmAK+82AKEAOwgBjYWL4YnOhP1x1ibBp+SEIXckzLMeYeUgAhfOfBFCAGYAExsLFsMUjoS9cdYmwAOVjC1EQMAABgaSAGNpYrBon96LpDjA0gF3OenkgBAAAsEcTAxjLFwNCHrjvE2AByMscpihQAAMBSQQxsLE8MjO3rukOMTcP9tpCDLtN0yLmHGEAMvvNgClhjABYQAxvLEQP/MKLHM8TYNPyQhFxYp+pQcw8pgDb4zoMpQAzAAmJgY/5iIO31aFOPJ/vYAvghCTmxTFfEAKaA7zyYAsQALCAGNuYrBtJO3VafNnXdbGMDGAn1MRgdpAAAAJYOYmBjfmLQkAn1aVPX7T02gIlo+FgMClIAAABrADGwYRYD/1IspKVqO1Ivd5sOXbdPOwBzwH9M/uu/6oKBQAwAAGANIAY2slwxiG0nIfEn6pjbVPQamxHut4WxeOutQznIOfeQAkiF7zyYAtYYgAXEwMa0YpAYa2ozQOr6+n3aSYEfkjAmWg4QA5gCvvNgChADsIAY2JhODAxJenKbDXQaW0f4IQljI3IgPx9zzT2kACzwnQdTgBiABcTARicxkJd1SGw7SkqMIqnNCOaxASwMSeZlavf9OYkUAADA2kAMbPS+YiDPOvxk1dNNZ8U0NoAF00cQkAIAAFgjiIGNcW8lOt1sdvx45Ll1bAArwSoISAEAAKwVxMBGLzHwYTq8terpZrOTcCjZ4H5bmIqmuXdKEPpcYQAQ+M6DKWCNAVhADGyMd8XgdJODkHAo2eCHJExF29wLBQAhgFzwnQdTgBiABcTARjYx8PuNVU83NxgJh5INfkjCVKTMPYQAcsN3HkwBYgAWEAMbncVA48Pl+aiqransGA8FAAAAAFYCYmAjqxgIB1VnkJQbDwUAAAAAVgJiYGM4MZhJQm48FAAAAABYCYiBjexiUDKjZNx4KL3gfluYCuYeTAHzDqaANQZgATGwkV8MZiQFgvFQesEPSZgK5h5MAfMOpgAxAAuIgY18YuAfM8N4KL3ghyRMBXMPpoB5B1OAGIAFxMBGdzHQMjBi8m0l5VAAAAAAYH0gBjaGWWMwI+Y8NgAAAAAYDsTABmIAAAAAAKsEMbCxejEYE+63halg7sEUMO9gClhjABYQAxuIQUb4IQlTwdyDKWDewRQgBmABMbCBGGSEH5IwFcw9mALmHUwBYgAWEAMbWcQAKp49e1ZvAYwLcw+m4J///Kf8EKn3AMaBeQcwHLUGHCOJBg8ePHjw4MGDBw8ePLbxqDXgmFocwICcUIApYO7BFPCbW5gC5h3AcNQacEz9OgAAAAAAbIBaA46pXwcAAAAAgA1Qa8Ax9etg4ofi6sEtOam7x4Orhr/a8exKxTwojkMS2/H8cFU8uHVVcDPJlkmfe2/tYtLn3uFFexfzl7eCmP8RxMA2+KH4h5sL+znl5sJHbi6Ek+Gf/yjefsvPmQfFR//jv47mVEo7P/zjwrXjY1w7L/5g3m2SH4uP/9ufird2c+FW8W8f/Wfxrz+C2fDPj4s/ve3n3b8VH/3nv4rDkMR2FP/8+Kx4+y8fFf/5L+YerBP3OWimfh2S8QnVPtn64epB9WVzpVL2UgpUQhbup7az41lxVX6hIQbbpX3O7H54lVJwOPcO9pPa8VLgYlxyV5Zc/aVK6HRfsAF8Mr9P9H/4h5sLkmR99B8uAatnQykFSgbC/cR2Kim4Kv7DJW0H7SAHG8Mn8/tE/8eP/1vxJxHPjz7fJ/WlFPxlLwPh/ol2fvftaFwbZyIa/4YYwHpxP/ObqV+HVMrf2t8qwty9Sqx80l4lXuFvcp9dVUlVSVI7NaVUuLrlAzHYLLs5c/hjajdnyuLY3HM/5HxC39LOW74dF/MXl7Adx4gc+L5gE/zwDzcX3iqu/sMlSOp9r5J6n8BXSX95RUnF/PMfbxdvXdVJf1I7/yz+4RKyBx+9qJM6wbV9odqBbfDjx8V/+9NbxUefH/72v0rqPyo+LxP2Kun/S/Db/39+/Kfi7ataHnbt/N7czu9h4v/P4uMzN9/k5y1iACumlIAm6tehL/qKgCXpDwmvLNRSUCZ65TZiAAFuXuyuCCTJQwTfTn2FoJGUGNgG+opAUtIf4ejKQghiAAp9ReCHFHmIUF4V0FcWKsq6f/mo+Oijt4q3uJUIVkxlAQ3Ur0NPyqsBPmkvkzOV3HsSEvuDdkIQA2igvBrgk/6WuXfqN/0H7URIiYFtUF4NcMlXmfSXYlAJ48HUKJP+djE4aKcu01S3FnErEVSUVwN80l9eDThO7it5uGoVg3INQXjFQLX3H/9gjQGsm1oDjqlfhz6UCbu6faPcj4lBQ7knbCekfB0xAIWbE3LJW8+93dUDTazcs2unZXFxSgxsgzLhl1t+6luHYr/1P3U1IGxHU79Wfice3FoEm6VM+N/aLxzWVw/0/IiVe8qrBaqdksPbklh8DGtHHKCR+nXoikuW5DTu1g4IZZlRDJraCSljEAOocfPhaDFwWWYUg6Z2QlJiYBv4hL1t4bGnTQya2mmkvpXowUfFi8YsDzZBLQWtC489bWJQS0G48NjfQuRFADGAtVNKQBP169AFlyzJKTz6Db/1VqJYOyGx+rA96kTdMvcabyWKtaPZxXClYPPUyfzRb/ittxLF2onhBYPbibZJLQVHf2LUeitRLQUp7SAGsHZKCWiifh2MVIs5IwnVbgFovV/TtPi4tZ0QxAAcaXPv8EdZ0+LjlLnn/0QpUgD+T4s2JvOGxcet7cRw7V+4hC5sH9ZPtZC4IZkXdn9x6FAMmhYft7XjX5Pvw6ZH+ReN/qiDAVaCm9vN1K+DAZ9Qxe/6SfhzpY7T7QQgBptnP2di2VHCnyt1nG5HYiopaIuBbeCT+Y+iiXnCnyt1nGwnJgCxKw+wanzCHib+exL+XKlj387hnyxtgysGsHZcDtBM/TqkUv9G9uRv+MskXt3SEe6ntqNBDLaNYe4drCcI91PacTHyfwy4UgCSrMvVgJO/4fe3+/jbicL9xHZKmThYT1CtMXhwxQLkTVFfDXjQdKVAE64nCPdT2wlADGDt1BpwTP06JOJ/09r8UMmX4zC27bXwcRi7AzHYNKPNPZfI7f7LceOjioFt4H/LH5sLemHxYWzba+HjMLb6E6b71+NXKmCttN/es/8vxsexba+Fj8NYDWIAa8d9BpqpXwcAAAAAgA1Qa8Ax9esAAAAAALABag04pn4dAAAAAAA2QK0BAAAAAAAAAAAAAAAAR9y69f8DChsPoEpscT8AAAAASUVORK5CYII=)
S&P 500 weet uptrend te bestendigen
De S&P 500-index weet de uptrend goed vast te houden. De beperkte dips van de afgelopen weken hebben nauwelijks sporen achtergelaten.
Technisch zijn de volgende signalen relevant:
- Eerst is de top van begin 2022 op 4.818,40 punten gebroken.
- Daarna heeft de S&P 500-index een low gevormd op 4.954,96 punten, ruim boven het oude koersrecord van begin 2022 op 4.818,40 punten
- Hiermee heeft de S&P 500-index een de katapultbodem voltooid. Dit patroon valideert het buy the dips-scenario.
- Vervolgens zijn de topjes van maart en april rond 5.265 punten gepasseerd
De katapultbodem wordt onderaan deze column uitgelegd. De stijgende 200-dagenlijn bevestigt de sterke technische conditie.
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Nasdaq Composite weet winstnemingen goed op te vangen
De Nasdaq Composite index blijft ondanks het recente rondje winstnemingen, prima liggen. Essentieel in het technische plaatje is de mini-pullbackbodem rond 15.222,78 punten. Deze ligt fraai boven de top van medio 2023 rond 14.446,55 punten.
Kort daarna brak de technologiebeurs ook nog door het piekje van eind maart rond 16.538,86 punten, waarmee de uptrend is gevalideerd.
De stijgende 200-dagenlijn van de Nasdaq Composite signaleert een positieve technische conditie.
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)
SOX-index corrigeert binnen de uptrend
De SOX-index, die het koersverloop van de grootste Amerikaanse halfgeleiderbedrijven volgt, doet een flinke stap terug. Deze doet echter niets af aan het sterke langetermijn plaatje.
Zolang de hoogste top van dit voorjaar rond 5.217 punten de koersdalingen weet op te vangen, blijft de uptrend intact.
De SOX heeft eerder dit jaar een fors hogere bodem gevormd rond 4.288 punten (de bodem van 19 april). Deze katapultbodem, ruim boven de voormalige weerstand op 4.068,15 punten (het all-time high van 7 januari 2022), legt de springplank voor de volgende sterke rally.
De katapultbodem wordt hieronder uitgelegd.
De stijgende 200-dagenlijn van de SOX-index bevestigt een positieve technische conditie.
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)
De vier verschillende stadia van de katapultbodem
In eerdere artikelen heb ik de katapultbodems, die horen tot de meest positieve koerspatronen die we kennen, op meerdere beurzen besproken.
Hierbij de vier verschillende stadia van dit sterke koerspatroon.
1) Trading range: voorafgaand aan de katapultbodem ontwikkelt zich vaak een zijwaartse trading range. Op de grafiek vormt deze neutrale fase zich onder weerstandslijn A-B:
![Katapultbodem 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)
2) Koopsignaal: het eerste signaal treedt op nadat de weerstand A-B wordt gebroken.
![Katapultbodem 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)
3) Gretige kopers: na winstnemingen bij H valt de koers wat terug, maar niet helemaal naar de voormalige barrière A-B. Er volgt een fors hogere bodem (C). Een dergelijke hogere bodem, ver boven de oude weerstand (A-B), komt slechts in 15% van de gevallen voor. De hogere bodem C signaleert gretige kopers
![Katapultbodem 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)
4) It giet oan: Tenslotte breekt de koers ook top H, hiermee worden het koopsignaal en de katapultbodem voltooid en afgerond. Het haussefeest gaat beginnen.
![Katapultbodem 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)
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Royce Tostrams is technisch analist en oprichter van de Tostrams Groep. Hij schrijft zijn analyses op persoonlijke titel. De informatie in zijn analyses is niet bedoeld als professioneel of particulier beleggingsadvies of als aanbeveling tot het doen van bepaalde beleggingen.
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Analyse door: Royce Tostrams
Royce Tostrams werkt sinds eind jaren zeventig op de financiële markten, onder andere bij Rabobank, Robeco, IRIS en de ING Groep als hoofd van de afdeling Technische Analyse. Hij heeft eind negentiger jaren de Tostrams Groep opgericht. Dit bureau biedt onafhankelijke beleggingsadviezen op basis van technische analyse voor par...
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