S&P 500 Chart Analysen

Beim orangen Profil stellt sich nun die Frage, ob die Korrektur bereits abgeschlossen ist und wir uns bereits im nächsten impulsiven Anstieg befinden. Diese Frage lässt sich nicht abschliessend beantworten, übergeordnet ist aber den Aufwärtstrend noch intakt.


Man kann lediglich sagen, dass die Korrektur  Mitte März noch nicht abgeschlossen war. Die gleiche Frage stellt sich immer noch, obschon es in der Zwischenzeit noch um einiges tiefer ging.

Wir sind immer noch innerhalb der starken Abwärtsbewegung vom 21.3., es kann also jederzeit zu einem neuen Tief kommen. In den letzten Tagen kam man nicht mehr so richtig vorwärts, es könnte also durchaus wieder etwas tiefer gehen. Wenn ich dazu komme, werde ich es morgen noch in einer kleineren Auflösung zeigen.

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Somit sind wir wieder in der neutralen Zone und es lässt sich kaum sagen, für welche Richtung er sich entscheidet. Da ist also erst mal Abwarten angesagt. Geht es nach oben, dann steht in erster Linie der rote Bereich im Fokus.

Nach unten haben wir im übergeordneten Profil rechts eine breiten low Volume Bereich, da ist also einiges möglich. Dort sehe ich die Zone um 2320, welche sich darin etwas hervor hebt als Support




ES Wochenprofil:

Abwarten war sicher keine schlechte Idee. Es ging am Montag gleich nach unten. Support im Bereich 2320 hat gehalten, es kam zu einer starken Wende unten, welche zuerst wieder in den gelben Bereich zurück führte. Nach einer kleinen Korrektur ging es dann sehr direkt durch den gelben Bereich, welcher danach als erster Support  Stand hielt. Im roten Bereich hat sich alles wieder verlangsamt und die Hauptaktivität hat sich vor allem dort gebildet, wo zuvor ein low Volume Bereich war.

Die Beurteilung des Wochenprofils ist nun etwas tricky. Zum einen haben wir gegenüber der Vorwoche ein tieferes Tief und tieferes Hoch, auf der anderen Seite hat sich der Hauptvolumenbereich nach oben verschoben. Das Profil hat einen P-Shape, gönnt sich nach einem anfänglich starken Anstieg nun etwas Pause. Ein mögliches Szenario wäre ein Retest der Value von letzter Woche, also nochmals zurück in den gelben Bereich. Innerhalb dieser Range haben wir einen low Volume Bereich (blau). Dort wäre eine mögliche Anlaufstelle innerhalb der langen, grünen Kerze.

Nach oben ist der Top-Bereich von letzter Woche und der orange Hauptbereich von der Vorwoche zu beachten.

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Nachdem der ES im roten Bereich zunächst etwas nach unten gedreht hat, ist er am Do etwas weiter nach oben gestossen. Dort blieb er mehrmals im orangen Bereich hängen, dieser war auch schon seit längerer Zeit markiert.

Ich habe nun ein Profil ab dem Tief eingefügt, dieses ist praktisch identisch mit dem letzten Wochenprofil und wurde schon kommentiert.

In den letzten beiden Tagen wurde eine Range ausgebildet. Das Tief lag bei den VPOC's vom Di und Mi, welche nur einen Tick auseinander lagen. Oben gab es auf den Tick genau das gleiche Hoch an beiden Tagen. Es ist zu beachten, dass das Profil vom Freitag praktisch über den ganzen Bereich ausgeglichen ist, während das Hauptvolumen am Do vor allem oben zu finden ist. Da wir auch noch am TT geschlossen haben favorisiere ich eine Fortsetzung nach unten.

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So.. ungefähr male ich mir das in meinen feuchten Träumen aus:

- Sie kamen oben nicht weiter, Ergo eine Runde durchshaken... Wo stehen die Stops der armen Teilnehmer?

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Hat grob gepasst, würde ich sagen.

Er zieht aber wohl nicht direkt durch... so ist das halt mit feuchten Träumen ^^

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Ich schätze heute wirds eher langweilig in dem Kringel Bereich... Die ganzen Anomalien und das Volumen-Loch zu traden.

o/

 
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Hat grob gepasst, würde ich sagen.


Ein mögliches Szenario wäre ein Retest der Value von letzter Woche, also nochmals zurück in den gelben Bereich.


Da wir auch noch am TT geschlossen haben favorisiere ich eine Fortsetzung nach unten.


Man soll sich ja nicht zu stark selber auf die Schultern klopfen. Ich würde aber auch sagen, das hat recht gut gepasst.

Ich schätze heute wirds eher langweilig in dem Kringel Bereich...


Kringelbereich heute hat ziemlich genau gepasst  :eek:k:

Für morgen bin ich etwas gespalten. Zum einen haben wir nun zwei Reversal-Kerzen im Tageschart und wir haben heute oben geschlossen. Auf der anderen Seite ging es nach dem gestrigen Reversal nochmals recht tief nach unten und eine wirklich starke Bewegung nach oben war es auch nicht. Oben wartet auch noch der Zweitage-Pulk vom letzten Do und Fr mit dem VPOC bei 2364.50 aus dem braunen Profil. Tendenziell würde ich eher auf tiefere Kurse tippen. Heut war ein inside Day, das lässt also mehrere Möglichkeiten offen.

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Zuletzt bearbeitet von einem Moderator:
Also morgen kommt die gute Chance. Ausbruch aus dem Bereich von heute sollte man in die entsprechende Richtung nehmen.

Wo es lang geht, auch da kann ein Profil Tipps geben:

Ich tendiere zu höher, aber muss man morgen genauer sehen.

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7k4+YErqisnABbmdrHb0II5v7lARdi0UDEy8Sod2D59qY/+NwjfYcHz/R6X3uh8e++9R8N7xVBxIUEQRcN0SLe1hZ3ueJ42q9pcTikvXsjoEzwh7qgpsraTrAS/9K9rCjKZaVWFk2p81SsDrc5PCoKIdqFGCDi5WMh3HnrZvX/8b3f/Ns3P/GlT+0pSfpr4yDiAoKgi4ZoEQ+H52RZ3rMnbnhPRGbbtlhbWxRUHj4KBTTVYmbVOismfhQ+6axarkRZZ0WJsa9WpvnlvNRXL74SVFMBAAAAAFgIrzcZDM45HMb3RGSgqUyuqUrHrSXeM1AHgmoq0W5uAURcNBBxAUHQRQMRB5UHmkoUTbWY0VqRVQhoKiAEiLhoIOICgqCLhlARd7ninZ0ztbVwUTcYaCpRNNX6gaYCQoCIiwYiLiAIumgIFXGfLyXL8sGDM4b3RHCgqaCp8iGopgIAAAAAsAqPPz49MjK7a9eU4T0RnG3bpJaWKKg8fBSgqUyEUDe3AEHExQMRFxAEXTQQcWASqqomDX98k+3hDzg0lYnAhVg0EHHRQMQFBEEXDXEi3tw81dubaG5GksqkQFNBUxFoKiAIiLhoIOICgqCLhjgR7+tLyrJ84kTS8J4ATaCpoKmIsJoKAAAAAMASuFzxEyeSLS142q9JgaaCpiLCaipxbm4BCiIuGoi4gCDoooGIA5MATQVNRaCpgCAg4qKBiAsIgi4agkS8vn5yaCh14ABc1E2N4bZ4toc/2tBUJkKQCzFgIOKigYgLCIIuGoJEvLNzRpZlv3/W8J6AwjQ0xAxP5tgY/lBDUwEAAAAAgHVQXz95+PBMe/u04T0BhYGmgqYSUVMJcnMLMBBx0UDEBQRBFw1EHJgKaCpoKmgqYH8QcdFAxAUEQRcNESLucEgXLqThom4JoKmgqaCpgP1BxEUDERcQBF00RIi40zkly3I4PGd4T8CaQFNBU4moqQAAAAAATI7DIbW3T3d0YDGVBairi+3dGwFlgj/U0FQmQoSbW4AHERcNRFxAEHTRQMSBmdmzx/jcjp3gjy00lYnAhVg0EHHReO4zeJaLcOBnLhoiRNzvnx0enq2pMb4nYL1AU0FTCYEIF2LAg4gLxfaHJ3719x/5zldq+g4PGt4ZUDHwMxcN20fc4ZBkWU6nF6qqjO8MWC/QVNBUAFgbpzPqdkfq6mKG9wRUho6OSG9vuKlp5YJ7ovvMv/zNfcu3Ny3f3vTu61tPHTtleCdBacHPHIhAVZXkdE7hyVQWBZoKmkoIbH9zq1QEg8FgMBgIhOjHQCBES5zO7Mnd0xOmJW53hBDJ6YzSj15vWNEIffX0hPl2PJ5Viw7ZjmjLbnfE7Y7whTw+X4h1g6euLhYIhPgOEEQ8D17vqvCxaI6NBWmFixezkRoaCudKgpoRZ6/CEVecUbQ+ZWQk2Nsb7u0N84U84+PBjo6IurypKRoMBi9cWHWefPZa8vlUG6+sRr0Dhh9wM5Av6DRSROtX7POFWHApbCtWzkp8vpDm7vjLCN8OfuagaBBxYGagqaCphAAXYj243RE6munpCfPix+2O0KEMe8PINzCisMGWYtSluTkdbBVuTXOwRYjkckXGxlYJNkRcE3qInM4ojQiL+Ph49ujRiLBADw6GRkdXxY4PmdsdoeNyFjtFxL3ebLnHk62p1lQFeptPUxEiHT4cDgaDg4Mrm9OIN+68ci3e/s/vfoQqq8yffjxwps/ww26qoKtDqfgVK37+CtRBV6AOOn7moFTYPuI+X2p8PN3cPGV4T0ARNDVF9+4FJYM/ttBUJsL2F+LSohhUsbGR1xumN6H5kTd/C5zH44mwRvRrKn7kx+6d0xKfL8Rujaub8ngiwWDQ5crusXDEjx17LpH46tTUFyYnPz89/eVE4qvXr795/fqb09Nfnpz8/OTk5xOJryYSXz127DnDY1EO1MNrqqn4gA4OhgiRLlwIXb4cDAaDly9rRJw14vWGnc6oOuJseO10RqlIU2uqjo5IanqYlswlhucSwzPSudT08P6WQGp6eGQkGAwGX3hm4NSxUzyESIOD4a++eOC59EEpcEQKHPnWV49LgSO0neTlg0xWUWV1ZfioY1uU9sTw42+SoOf7FXu9YZpmVNxA4SPLgq6uoA66UT9zYD9sH/HJyXlZlnfvhqayBnv24PlUyFMZ3QlgZvhkFB3c8DOC6KC5pydMdRcdBjmdUXXCii9hU4YUgzDFLDJ+sOXzhdhUJVZCe0L3ru65zxcqnDdjJBJfffXV70Yi85OTn49Gr0rSs9/73nu3br03Ofn5WOxpqqleffW7icRXjY3F/paAAlquEBhs+dCpY6eowGDQckXht77iouUvfar1z266/uym6/Xf2fd8qu07v19PZ/q989rOH/zRzte/0PDeN3Z+92v1r3+h4eLF4OBg6O++/dDPvvPQu69v/dGfbL393Yc++NOHaDv//N79v/zR/b/80f13373/F+989BfvfJQG9Jc/uv+f/tP9v3jno3ffvf/uu/cv395Ey5naYRAijY9rlNMJfpr111W+fHvTX37Nsf3hCc0zRwTYT4PN9KMf1b9i9jtlv0EGu71CuDl+ikPKNBX7nRr1MwfAclRXS62tccO7AXQCTQVNJaKmsv3NrVLBRjY8bNTFvqK6i89LKEY5bIKQojDf7COiuoHNavIldKjHD+z4Tuq/gU3TUKyRnp7wq69+99VXv+t2R772wr7ffab1+VTbd18b+O5r2QU5r3+hQQErf/f1rTy0XFH4i3c+Ssup3mAUoQ3KXU4Dqi6nkwA33j4dyisKf/nD+wmRxseD9LD8lx/c/8sf3v+Ldz76yx/eT+f+/fTth372F1sUx3lwMPzeN3b+xc16GpG/fbuJj8sP/3gLa/+f3/2IHHl8+8MTNNaKkyGIl5VfiKBoLwP/PwKgAJoKmgqaCmijqVUIdwOb6iiSu4XMNJI6T8XuVfMUXo6l1lRsVcaammq9Cy0UmmpgYEVTmUTb0HKFBmPaTKHZeC2XT/tRaPbp+VQbLb/5fOurX9z3fKrtT37X9XufbX06foge6mdmDn31xQNS4MjNLx544apHChyhearg+ZNPzw6cOnYqHDj5/NMDLD+2vyVw+cLIid7z07FzfD4tFjoXC53jk2xBrbl/4+NBQqTx8ezyqsHBMCuhmmpwMDwysmoslW89FSHSqWOn3n19Kz2M//I3912Lt1M1xU6zSv6mzEABNwhqF6H4FQcCIc08lXr2oGb76t++UT9zYD/sHfHjx5Px+PyBA3jUnmWApoKmgqYC2vDWXnRkwz6yOXt0oQUbWrFNaAXNVe9udyTfLcYCgy22d58vVHiwVYQhGNVUXm+YisO6uhjTVK//zj4qM/g8lWLuHD+nLt8cPB6mMTQn8lUMhWWf0xllnn7qiFMxw0ouXAgSInm94cHBrCPcyZMrS2UUvo58xBXD6wKaqqMju9X4eLCwptL0/Xvqqaf6Dg/yaur5VFvjzivqk7zCh91Y1EFnnn58npb/FbNN2CpKhecEJZ+Z57o0VVl/5sB+2Dvio6OzsizDSN1CQFNBU4moqUAF4KcClpCenrDmWnlGEQ+uoZqKL6GaqnAdoEhTlCniIyNKvaRA/XwqV/PF73ylhqqpf/3g370ou9RqChRHPoOZ0lKOnzkAlmP37imHw/huAJ00NUX37o2AMsEfamgqE2Hvm1u2hN07L249+pp5KmpBcfXqzWvXbs7NfZV6VDz9dPYjq1BXF6Pzo9i29CZ6XV0Mw7vSQi3+ilsy0bjzyr9+8O//9YN/9+VP79mze6xATWF9/8xJWX/mwH7YOOIOh1RdbXw3wLpoaDA+mWNj+EMNTWUibHwhBpro8VK/du3m5z5389q1m08/fZN6qX/xi79/7drNF174/WefvUm91N3uSFfXBK+p6FxB0aaQmZ9Xf3e4sJqiIHB2Ahd20bBxxA8enJmfX/B6k4b3BOgHmgqaCpoK2B89EVcPr/kVJvQN1VTMTpDk/DmQpDIbOn/j0FR2Ahd20bBxxHt7E7Isd3UlDO8J0A80FTSViJoKADUDA3k1FftKMfGP5B6IzKssYCGgqQAA5qS6GtP/LAY0FTSViJrKxje3gCZ6Iu5yRaj1H1NNvBMgLaH+7/xAnL4fGAhjZY6pQJ5KQHBhFw27RtzhkBoaJg3vBlgv0FTQVNBUwP4g4qKBiAsIgi4ado14c/OULMvj42nDewLWxc6dMcPN8WwMf6ihqUyEXS/EIB86I64waHa5Igq/Zvj+WQU9EdeM3ehDo4e3jrEK7CvkIc0PLuyiYdeIu93T09PzZ8+mDO8JKILdu2OtrRFQcviDDE0FgKlxuyMeT8TtXlkcNTAQdrsjPT3hzs4IqwPfP9tAo8aL5Buf7B99aFTeMhh8aJhW6OqaIERyOqODg5V4LhMAAFDwZCqLAk0FTSUWdr25BfIB3z/R0BNxrzfMi2Tv1gCVUoRIL245SXLBJUTq6pqAbDY/uLCLhl0j7nLFa2qM7wYoDmgqaCqxsOuFGBDV/D2KnojD98+iFB1xRZ7KuzUQ3/Ik/erZLadoBacz2tU1AU1lCXBhFw1bRry6WpJlOZ1eMLwnoDigqaCpxMKWF+Iy4XRGg8FgMBj0+bJzn4K5F6vj9YZpCV1z4nZH6Ed+GMra8XqzhT5fSNEOLeRFSyAQom36fCHWmtMZZZ2he+fXutTVxQKBENsL0R1xYX3/WCDon8Ci6fGszHhUBDQQCAWDwUAgpNkO/ejxRBTtKKrRIBoYcfXcvxe3nHx2y6kXt5z0bg3wwcX0TkuAC7to2DLiDQ2TweDc2BgMKqwKNBU0FQDasAExnSjFl9NRJnvDUAy1KWzoTN94PBE6CGZvFM2SnIAhRHI6o15vmDVbeIRNiORyRcbGlEN5kA96oNjRVsdREVDFmcAaUQSUiSu1bKbxoik+RBwAAIBtaGyM7t0LSg9/kAtqqhtLd5ezr8wtRUlmMVvNv3SPltxdupGvRNXgncVsya1MtmrGz9UUVFPZ8uZWuVGMpOmAmJbTzAMd9dIhNZ/3oLDxMR1D860phuzsI6tD98U+rjnCJrkkCZuSpzPiHs81v//lpqa5XMsv8B8JkZqa5vz+l/3+l9UbKt43Nc3RDT2ea6wFvprZUGgqdpDVAWUfeS2tCCjfmuLMYZqK+n8YGHFN3z++Zfj+WQtc2EXDlhFvbY3v3j1leDdAYWpqJMPzNqLBH/8Cmsq/dC8npW5llpfvLt1YKVm8k9VFi3dycuhWJl+JqsHFTFZu5d7cWLq7ItIINBXQCZ9MoENqfhpYdjmKN8z0EiGS2x3hx8HsPavDBqn50iCKPAmfxAiufmmOd32+EGtBT8T9/pdTqa/5/S97vS/Qkpdeesvvf/n69Tej0VdYnWeeeUOtqa5ff5N/39Q0x0quX3/zmWfeIETyeK699totw0OZD3as6Ew/9lERUHrw2SbsyCsCyvQSya+p6AljYMTVc//IaqsS+P5ZC1zYRcOWEU8mF2RZxjN/TQ40lWk1FQ9TQVlywmkxs0oLEa2SHDeW7uYayW5+K5PLd3H6TSLQVEAPXm9YMSuMcENthVji1yPxYonPU/EpCL4FCh1JMxXHFvOwtTolyVqoV4XxukhRwt5QTcVEl+a216+/SWUV/5EQ6Zln3uCrBfEq80vPia1pjs+/1/T9M/ovwyvvy/CrJagk9vtXXl0t+XypK1ewmMrsQFMZrqkUL60w3cos31vy0/fZ+XtUCy1mljOZO/xMP3VJDi4ZlU1zrTTrX7rHT/8TVFMB/bA5fgpYGootlKJCiC2nUeep2HoqpzPKL79Rr/6nlgMsm8EkE+1MSVbXqAdhL730lqIOk0DsK82Jf01Nc6nU1/itUqmvMd11/fqbHs+1Z555Q6GpTILiYCqiwEeKBTSoladSB5SvxjfL8lQVjrgaPXkq+P4BAABQAE1luKZaK0bKiXmESCSbYrqxdDe31Mqfubt8b8mvLtFqB5pKE/vd3AnO9AEAACAASURBVCofbPFMMBik9/XVaoR9q9iEcEN2Nn2LjU3pKixNQ4uenjDbiq9AP5bEBU79V3i9L7zyyneuX3+TqSb6kU86+f0v00K2lcdz7aWX3uIXStFvWSH7yE8INA/qNCD19Atyfn18QPlNaAWmkRQBZb5/CkMLTU1VgYhrnmZkLU1F4PtnHXBhFw37RbytLe52T+PhVOYHmsrcmorPUPFkJ/JxcwKzE/nUJYpNCMHcvzzY70JsWvipgJVB59OKMFmoVEdbPS+08n0o7vlUwGYg6KJhv4iPj6dlWW5rixveE1CY6upYS0sUVBL++BfUVBomE1lRxHJQzJGiQAm3OTwqCmG/CzEojE5NpfD9I0QafWj08NYx9tHGvn82A75/AoILu2jYL+J9fcnx8TTyVCZn585YW1sUVBg+BAU01WJm1TorJn4UXuqsWr6SFSXGNl+Z5pfzUs+sMh4TVFMBoNZUat+/G5/sH31oVN4yGHxomNWxq++fgMD3DwAAwHqBpjKzpiodt5aUD6paA0E1lf1uboHCFOH7590aYFLqxS0n6ZsS+v6BsqLnN1607x8wJ7iwi4bNIu5yxbu6EvX1cFE3O9BUQmiqxYzWiqxCQFMBIdCjqRS+f96tgfiWJ+n7Z7ecom/s5/tnV0rlUQHfPwuBC7to2CziZ86kZFnu6koY3hNQGGgqITTV+oGmAkJQnO/fi1tOPrvl1ItbTnq3BmiJ/Xz/7Ap8/wQEF3bRsFnEH398emgo1dw8ZXhPQGGgqaCpNBFUUwEA3z8AAAAArJfaWpj+mdn3zzAE1VQ2u7kF1qQ43z+v9wWFDSBROQGyDQvUYR6ArDKcAMuNnt94XV1MkaQiKmd2eANaCFzYRcNOEd+1a+r48aTLBRd1c1FdLbW1RYAZ4OMCTWUi7HQhBnrQo6nUvn8vvfSW3//y9etvRqOv0BK1EyCFn9Sn6RbIr8KCE2AF0PMbVxtUdHZGOjsjvKaCN6CFwIVdNOwU8a6uhCzLp0+nDO8J4IGmMg98XKCpTISdLsRAD0X4/vEl9I2mE6CiZj63QIWmghNgudGvqVwupVhyuyMs4wRvQAuBC7to2Cnizc1TfX1JPO3XbEBTmQc+LtBUAJiINX3/CKeU6FeaToBkte+fHrdAOAGWFsVsPf2oNdXAQFZTMXUEb0BzUnTQAQBAP9BU5oGPCzSVibDTzS2gh+J8/+hH/mFTaidAte/fmm6BJncCdDqj9Mj4fKH8xypMS2g+h1XghYfHE6GFTGloVvP5QvzHQCBE2/T5QmxDpzPKOkP3zq9cqquLBQIhr3eVntGZp1IspvJ4IgMD4Z6esMeTLberN6DPF+IjyALK/nC3e1X4WAXFcaaFgUBIcWIoqrHd0TgaGHRgJ2wT8ZoaaWRk9tChGcN7AhRAU5kHPi7QVCbCNhdioBOdHhWAEImNqum0N76cjnfZGwY/9lW3wwbc+aqx1tzuCB0lO51RrzfMNiw8vCZEcrkiY2MreoDgN64vyuyAM9gxZ2/yHXPCTZJkKlSzGiGSzxfiayLooCTYJuLt7dOyLI+Ppw3vCVDgcEiG+90BCh8XaCoTYZsLMdBJqXz/mprm1I/91fTu4wvpe979T+EESFG4BTKrDKO8ARWaih8307QDHfLSoXCBdugouUA1PstB90j3xT6uObwmubQYm8in8zeuiLg6vpoRV0RKHV/1CWBOp0eFpmLHmR58PpGlqYfV50a+akxTsXmVBgYd2AbbRLyubrKzc8btnja8J0CNw4FUlSnggwJNBYCJKM73z+9/+Zln3lCMsDXn7/GFdPYgX6IepqvdAr///R/SnhgyP5DPJNDhNfsYCGQnbnm9YY8nwuYKaib9+CFyvmqsjiJJwmcwgqtf+ZIhiuxKYdQRV8dXXaKOFA2QetUc/96cTo/scNGZfuxjT0+YHnm3O8Jm6ykmBzJ4YZavGtNU9JwxMOgAALAuoKlMAh8UaCoTYZubW0AnJfH9I7kRNhuC59uQqIbU/KIsohp/a7oFMnvAymsqrzeszimxcTbLHigmAdIkA79JIBBSD8HV1egwmrXGVvKwAJUkZaEn4ur4Kko0I/XKK99RSy/1CUBUTo9BvEr9wlEV7VXha2OZGBtLe71Jh8P4ngA10FQmgQ8KNJWJgKYSDT0j7DV9/4hWfoloDc15J0BaIZX6mmKkrtBUarfA69ff9HpfqLw3IO/QwMOnLPg8FaugkFgsNaFAvRyLEIn6DbBUBtuQdqYkS2v0RFwdX7Wm0oyUeluFpjKV06PieCoC4XRGme5lQecrFA6lulq+k6ECQQf2xh4Rb2iYlGU5Hp83vCdAE2gqk8AHBZrKRNjjQgz0UyrfP4WDH0XxUe0EyIz+WKG6HbVboFHPsGILaYLBIJ2gpT5W7FvC+fuxdVN0KBwIhNiG1JaAr6agpyfMVmfxFejHkljA6Ym4Oi5qlZUvUoU1FTGT06M6E8iCxTuU8IeLVaZymmqknp6VU4UGSFGNoampKhB0YG/sEXGHQ2ppiXd0YDGVSYGmMgl8UKCpADARNps6Yh56esKK8XS50fmoIkS8hAe8sCtJZfqA51MBACrAtm2w/jMFfFCgqUyEPW5uAf2Y3PdP0xfOcN8/S1NcxHX6/im2sq7vn83AhV007BFxv3/W75+tr580vCeAEKmtLbJ/PzAjfJigqUyEPS7EQD96RtgG+v5p+sIZ6/tndYqLuB7fv2j0lWj0FV5TWdf3z2bgwi4aNoi4wyGl0wuyLFdXG98ZQKCpTAwfJmgqE2GDCzFYFyb3/dP0hTPQ988GlMn3j3AKimWcivb9A6UFF3bRsEfEGxom29uxmMosQFOZFj5M0FQAmAj1CNtA3z9NXzijfP8sR/++odiR7raGC4Wr6Yn4mr5/bCuawGSRUm9rZt8/AAAAmkBTmRY+TNBUJsIeN7eAfkzu+6fpC2eGzMbNkebl5zcvP7/5OW8HIdJz3g768e0rdawOLXk/vpWVPOftUHykdSj9+4ZYyYdXH1Dsju7ow6sP8Dvq3zfEN/j2lbr+fUPsY1vDhQ+vPsB3qeiI6/H9S6W+9tJLb1GdzEfKQr5/dgUXdtGwQcTPnk1NTMy5XHHDewIo0FSmhQ8TNJWJsMGFGKwLnY4FQAFVOIRICvHzfnwrVTXsjeJbXgIx+vcNUeXznLeDtczDayp+R4U1FSHS6GPH7137db5NRFxAcGEXDRtEPBqdk2W5uXnK8J4ASktL1OUCZoQPEzSVibDBhRisC/j+bRCFpqIfqUbiE1mESDdHmmNHujU1FSukddQVNDUVWStPRaG5r9HHjuuPuCLcRZ8D8AY0Cbiwi4YNIu5wSM3NUw6H8T0RjZaWqNsdARaCDx80FQAmAr5/+uGTUWz+HiFS7Eg3Ez/Lz28mXCZKraliR7rZ9Dw2pVAxYU899+/mSDNtlp89yDqg7qdC+xWOOJ31x6+qKu4cgDcgAKAI4PVnINBUloMPHzSVibDBzS2wLmzj+9fZmZibuxqNLlTs0C0/v1mdU/rw6gOxI92xI91U85Cc7lLkl3g0k0vvx7fyjavzVLSkuDwVE2AFIs4O8kbOAXgDmgRc2EXD6hE/diyRTC50dSUM74mAQFNZDj580FQmwuoXYrBe9GgqS/j+DQ6mn3rqqYqdwPnSPm9fqaNSh89TKbwoFLJKsynFcqyiNZXmeio9moqs9g4p7hyAN6BJwIVdNKwe8aGhlCzLBw7MGN4TAYGmshx8+Myrqb71n/4zZSz2Gv/dWOw19hXqoI6l6zz11FOada5/6VVWx+t94bVv/426zu+/8R7v+6dZh9+Xx3PtD77xQ3WdP/jGD3nfP812YrPf4Efhmn2+9oU/6etLVeYY/uPrMaZMYke6//TlT+Wrw9JNmu188ZkX+Wl+79yY0+wPr6n+8fVYvj4zTVXg72KaqkA7NDX0yivfKdAO836MzX4jXx2mlAq0wzTVsy9+V7MO7w34+2+8V76Y2rgOP8I2Q39QB3XWrFNbOzkee9U8/RGtzrT8dX7UPi1/HXXMXIfF1LyayvBOAFB54AJXATSdKkpOvudTrZmnAgAAo3A4pJoa47shLM3NUZcrAiwEHz5oKhNh9QkDYL1Y0fePEGn0odHDW8cMP3pWRM/cP/j+2Qxc2EXD0hHv6JiWZXloKFXuHQFCpKYmzPSzPHxAoalMhKUvxKAI9Ggqs/n+3fhk/+hDo/KWweBDw4YfQMuhcz0VfP/sBC7somHpiB88OJNOL/T1JQ3viQhAU9kAPqDQVCbC0hdiUASW8/3zbg0wKfXilpOGH0DLAd8/AcGFXTSsHvGqKtipVwhoKhvABxSaCgATYXLfP+/WQHzLk/TbZ7ecMvxwWRH4/gEATIvTOVVVZXw3BAGaygbwAYWmMhFWv7kF1ouePJXX+wI1eWOjXub5xvv+0UK+KcVHj+caP0wnWmN3RTu85xsrfHHLyWe3nHpxy0nv1oDhB9By6M9TvfLKd1hJceeAWmWlUl976aW3qJbmQ1xYUxHVOQDWBS7somHdiO/ePSXLcjg8V+4dAQo0lQ3gAwpNZSKseyEGxaHTowLYBj2aCtgMXNhFw7oRb2mJT0zMjYzMGt4TQdi9O7pvH7A2fEChqUyEdS/EoDiK8/1T+7mt6d6mWVic7x+bSwYXuCIwm+8f0XJxVERWpxskyAcu7KKBiION0NCA5JWV4GMHTQWAidDj+5fPVKDADC7NwuJ8/77//R/SnmAmWHGYyvdP08VREVk9ZwUAwAa0tsbr6iYN74bgQFNZCz520FQmAje3RKM43z+198Ca7m2ahUX4/vGF0FRFYCrfv3wujmtqKjgBrgtc2EXDohGvqZHm5xdkWYbpn7FAU1kLPnbQVCbCohdiUDR6NJXa8009oUtnnmrjvn+00Ot9AePp4tCpqUhFfP/yuTiuqangBLgucGEXDYtGvL5+8uLF9Ph42vCeCA40lbXgYwdNZSIseiEGRVOc75/a4U2PpiqV7x9yFBvBbL5/mi6Oak215lkBCgfd8D6ASoKIg40ATWUt+NhBUwFgIuACZ3vg+wcAMCFu97TLFXc4jO+J4OzcGXW5IsAq8LErqKluLN1dzr4ytxQlmcVsNf/SPVpyd+mGYtvVJfzmdxazJbcy2Y0zfq6moJoKN7dEw2y+f2S1Cxx8/0pO+Xz/iMrBT4/vn54zB75/GwQXdtGwaMQlaV6W5ebmKcN7AvTQ1hYBZoAPSgFN5V+6l5NStzLLy3eXbqyULN7J6qLFOzk5dCuzopSyQkuhqdjmi5nsV7k3N5burog0Ak0FBEGPpqqk75/CBQ6+fyVH59y/Inz/1A5+enz/9Jw58P3beNAN7wOoJBaN+NmzqStX0lVVxvcE6MFwLQEofFB0zv1jKihLTkotZlZpoSz+zN27maVM/sxVdvNbmVy+i9NvEoGmAoJgKt8/tQscfP9KTpl8/zQd/Nb0/SP6zhz4/m0QXNhFAxEHFcBwLQEofFCWVS+t2N3KLN9b8tP32fl7VAstZpYzmTur5/7dWLp7b8mvkmF8Miqb5lpp1r90j5/+J6imAsBA3z+1Cxx8/8pBOXz/NB381vT9I8XmqeD7B4DNaGuLP/74dG0tHk5lGQzXEoDCB0VHnko5MY8QiWRTTDeW7uaWWvkzd5fvLfkl/9K91fP6tNqBptIEN7dEw2y+fwoXOPj+lZzy+f6pHfz0+P7p1FTw/dtg0A3vA6gkVoy43z8ry/Ljj08b3hOgE8O1BKDwQVlLU/EZKp7sRD5OOHEqi3txsgpz/9bCihdisBF0elQA26BHUwGbgQu7aFgx4ocOzYyOztbVIU9lGVpaosAM8EEpqKlW2U4QspKDYlmpFY8KVpKrrMpTwaNiLax4IQYbocK+fwpfOPVWehze4Pu3Ecrn+6c+K+D7ZxJwYRcNRByYB5cr2toKygh/tAtoqsWMOuOk4aXOqinmBzLhtKLE2OYr0/xyXuqZVfZRgmoqAMrn+6f2hVP7/ulxeIPv3wYpk++f+qyA7x8AQA8tLfGjRxNOJ1zUbQg0lUk0Vem4taR8UNUaCKqpcHNLNCrm+6fpC6dYkEP0ObzB928jlMn3j2idFfD9Mwm4sIuG5SLu9SZlWe7tTRjeE1ByoKnspqkWM1orsgoBTQXsRvcnhi99vH/flot8oR5NVRLfP01fOIXvn2YL8P0rLTo1FVmn7586dgS+f6YBF3bRsFzE3e7p06dTLS1xw3sCSg40ld001fqBpgJrIP/WgeXNm5c3b/7Sb+wjROr+xDD9+OF9D7A6P/5IFS3k63/7/nq+nW/fX68opx9//JEqzd0tb97c/YlhRft0F4wP73tA3ci+LRc/vO8Bxd4r6fun9oVTj931OLwhR7ERyuf7pz4r4PtnEnBhFw1EHJgHaCpoKkE1FdCP/FsH6BteRBEifek39tGv2BsFP/5IFRNFhEjfvr9e8ZFuxd6w3THxRpXSt++vpyWESJc+3s9k1fLmzZc+3q/Z57MPnvq/fu0jmr1iwAXO9sD3DwBgHnbtmjp7NtXeDhd1e7Jnj/HOePaGP9rQVCYCN7eKQKGpvn1/PZU0376/nuaLFKkhRX1FPop9e+nj/fyGTFORnCpTbEglHKVAb2m+6+yD2dl3pfL9K9rhTeEEyNfU3AqebxvEir5/6kI4Aa4LXNhFw1oRP3x4Rpbl4eFZw3sCKkNjo/G5HTvBH1toKhNhrQuxGWAKiuRm4jFJwybp/fgjVbSOYuYevxXbkCmlfJrq0sf7qaZSSDWqpr70G/vyJan4PTLlpkdT6fH9K87hTe0EyNdk7xUT/+D5thF0zv0zle+fuhBOgOsNuuF9AJXEWhHftWvq6NFEWxsWU4kCNBU0lRBY60JsOB/e94A6KcSm5DF1pJgE+OF9D2jKHjp5j89TscQUWb2einAzABlUTeWbcKhoZ115Kj2+f0U4vGk6Aar3qFi0k8/zjR2c8vH8bz5qdbJ/i9V8/9SFcAJcF7iwiwYiDswMNBU0FQCrUCyLYsi/dYBmkD687wFFnoqiWCjFoGqKX0/Fb8XP/WMd4NdT0c2pVYZmx0ix66n0+P4V4fCm6QRIiNTUNMcMDIjKGxCeb/rRdHok+p5PRczk+0dUZwWcAAGwBzU1kt8/29+fNLwnoGJAU0FTCQFubumHeevRaXssj8QSTcwJkCofhb8fm9rHGmEKStMeUK2pSB7fP7bfSvr+FefwpnYC9Hiu8UN5ohrfG+j5VnKnRxpx6i+iNm8sn9Oj5Xz/1GcFnADXBS7somGhiLe2xmVZHh9PG94TUDHKqqnGm8+O7Bk2XOdAU/FAU4HyorD7qwBFP58KUErl9EjrsNmbikmefLVyOD3q0VTAZuDCLhoWinhNjdTePg3TP6FoaIjt3RstB6nGvp88vGNkt4+VfK7+8M+qqyms8K9rGmjJX9c0sMKTzvOs5ufqDxfe0St17bRmqrGP35diQ9bmK3Xte/dGxx8ZpB+/uaNF0W3Ffr+5o0XR55PO86y3rP+0Zf7YQlOZCAtdiEFJKKvvn8LTT4/DmyVc/jbo9EhhSimfVWP5nB4r5vunPgfU7ej0/VO0o6ifb1+A5IJueB9AJUHEgXmoqpIqk64Z3Tv8k7q6ZNNxvvCzu7tpyfies19+pLO1NfpGYxurk2w6/r36JvrtT+rqitgp3by1NfqTurrv1Td9dnc3/+0bjW3je87ybyhffqST/8j6Q1tLNh2nXWVvvvxI5/fqm9i++HZOtZznjzY0FQAmolS+f2pPPz2zvMzv8rdxp0cKE1psjp/6Kc/lcHok+tZTlcT3T30OFOf7p25HLd7yeUgCAMzM+Hh6eHi2psb4noAyURlN1e0a+8HOxi/sPqQoZ5qKCRuqUhTyhoqT9e70VMv5NxrbeGmk0FRMBSm+eqOxTXN3tD6vuHgdpdBU43vO0jb5ow1NZSJwc0s0yuT7p+npp8fhTafLn1GUxOkxn4+I+inPZXJ6rIzvn+Y5UITvn2Y7Ck2Vz0OyAm6QAICi+dX998uyfC2RMLwnoHz826/92k/q6soEL43UaRxeU9GcD9MhfIXxPWd5aaQWTj+pq1NUoHktxR7Vmoptxb76Xn3TT+rq+CSVQt215rJPa2oqJsz4f83QVCYCmko09GiqInz/ND39dOapTOvyVyqnR82pgKRSTo86NRXZsO+f5jlQhO+fZjt69gUYuLCLhlUi7nBITucUnkxlbwzPU1H1xeb4qfNUNN2UL0+VbDqu0G8KuVVAU/F5Kn5SIj//kNVkJXyeitdyvKY61XKe/SH80YamMhFWuRCDUlE+3z+1p59OTUXM4fKnpiROj7wrI9VCimqM8jk9Vsz3T30OFOf7p25Hz74AH3TD+wAqCSIOzINJ1lNpqpdk03EqWtjCqnzCKV8i63v1TUyMaeap2HoqXrN9dnd3gamA/HoqvhrfQ/7v4o82NBUAJgIucGXCJE6PRMd6KgAAqADDw7NjY+ldu6YM7wkoK3v3RirDpxq6f/zwjnO7n2Qlz9UfSjb2Kar9VU1Dpro6U139VzUNrDDZ2EcLM9XVz9UfKrwj1gLfeLKxj2540jmaqa5mb1iDz9Ufoh+/sWPv3r2RsUfO0A6w1liD39ixV9E9Wo29/8aOvSedo/Q9f6ihqUwEbm6JRll9/4pweLOE75+lKZXvH9Hy4tN5Vqh7xReqzxP1OYOzYl3gwi4aloh4VZWUTC7IslxbO2l4Z0BJ2L071tYWNZbxvWdHW4YN70Yl4UMATWUiLHEhBiVEj6YqzvevOIc38/v+WR2dc//W9P3T9OJb86wgWnYXikLFOUC0zhmcFesCF3bRsErEa2okLKayE2bQVALChwCaykRY5UIMSkWZfP9IUQ5vxPS+fzagJL5/+bz41jwr1E2pCxXnANHSVDgr1gUu7KKBiANDgKaCptJEUE0FbEz/vqHYke62hguFq5XE948U5fBGzO37Zxs27vunx4uP6NZUTU1zzLKCqM4Bdcs4KwCwAWfOpOLx+Y6OacN7AkoFNBU0lSaCairc3CqOmyPNdJD6nLeDEOk5bwf9+PaVOlaHlrwf30qIFDvSra7AtqL07xtiJR9efUCxO7qjD68+wLfTv2+Itk95+0pd/74h9rGt4cKHVx/g96gZ8VL5/hXn8GZm3z97UCrfPz1efOqzgqgi7vFc48Ub0VJ0ipZxVqwXXNhFwxIRv3IlLcuyy4W5f/YBmgqaShNoKrAOqMIhRFKIn/fjW6mqYW8U9RXllP59Q1T5POftYDV5eE3Ft1NYUxEijT52/N61X+fb1OlRAWyDHk0FbAYu7KJhlYg7nVMOh/HdAKWisTHW0hIFFYYPATSVibDKhdi0KDQV/Ug1Ep/IYmhqKqaLbo40x450q/eiqanIWnkqCs19jT52nH7Uo6n0uMCVyglQ0xsQlBCdmkrtx7jmOeD1vqCoo/OsIPD9K3/QDe8DqCTmj3h1tQQ1ZVq2bYu53RFgFfjYQVMBm8ALJDZ/jxApdqSbiR82kCWcNOKJHelm0/PYlELFhD313L+bI82ESP37hvjZg6wD6n4qtB9PcS5wpXICVHu+gZKjR1N985vfVziOrHkOvPTSW3T5XDT6CqujxwmQwPcPAMHo6krMzy/09iYM7wlQA01lLfjYQVOZCPPf3DIty89vVueUPrz6QOxId+xIN9U8ZPVsQFbIo5lcej++lW9cnaeiJcXlqTbuAkdK5wSo9nwDpUVPxL3eF6LRV9RefIXPAcV6J6LbCZCoNBV8/0oLLuyiYf6InziRlGX54MEZw3sC1EBTWQs+dtBUJsL8F2Jzki/t8/aVOip1FHmqt6/UaU7qy9eUYopg0ZpKcz3Vxl3gSOmcANWeb6C06Ik4NRf55je/z0r0nAMsrOwrnU6A8P0rN7iwi4YlIo7pf6YFmspa8LGDpjIRlrgQmxB+uh2dvKeYs8cc/KiUej++ldWncojmrPiJf3w1RUZLPfdPz3qqfL5/JXGBK5UToHrsDkrLmhFn8+683hf4SK15DtCPfIpJz1kB37/KBN3wPoBKYvKIOxxSXd2k4d0A+YCmshZ87KCpgOjwQqh85Hs+FVzgRAMRBwAYSGtrXJZlv3/W8J4ATbZtk1yuCLAKfOygqUyEyW9ugZKjJ08F3z87UUnfP3VT8PQzBFzYRcPkEe/omE4k5r3epOE9AQq2bZMMz7qA9cJHEJrKRJj8QgxKjs65f/D9sw06NVVJfP/Ytvx7ePpVHlzYRcMSEa+uNr4PQAE0lRXhIwhNZSIscSEGJQS+f6JRSd8/9Ud4+hkCLuyiYfKI79kTh6AyJ9BUVoSPIDQVAEYC3z+74nRG3e5IXV1MUV4x3z8CTz8AwGrq6iZlWU4k5vN9y2NID48eTUQigt7Xg6ayInwEoalMhMlvboGSA9+/9eJ2R+jx8XrDhEhOZ5R+DARCrI7PF2LHkFXw+UJ8Oz09YVru8UT4asFg0OmMKnanKKH76ukJ0z7wbdLWKHV1sUAgpKhTSd8/ePqZBFzYRcPMEXc6p4LBuZERDYOKc+dm5dzr6tWr8/PauotRVzf5xBOlf8LV0aOJubk1dm1XoKmsCB9BaCoTYeYLMSgHOlfXAAYTLT5fiJc6TM8ohA177/WG+WsfK6cCyemMKsQPxe2OKHSRzxdSyDN1HxguV2RsLMgXIuICggu7aFg04ufOzUaj60gQHTw4k0otlLwbImuqqio4/lkPPoLQVCbCohdiUDTl8/0jRBp9aPTw1rECW1na5U+hqZhk8nrDgUCIJbLUFRRQTeV2R3p6tDUVbZB97OkJU03l8WQ38XhWUmcKTcW+ZZdd+P4JCC7somHmiLe1xXftmtL8Kp+mOnYs4XBIjz46fepU0uOZyVVOBQKzsix3dSWOHJmprZWOHUvU12enCx48ONPTk+BbOHMmmevAdF9forc30dIS5/fi8cwcFxlZewAAIABJREFUP57o7JweGEjymqq2Vjp0aObEieTBgys5sa6umZaW+P798dOnU01Nyj/niSdmTp5MHj2a2LlzZfpie/t0f3+ytzfhdk8bHoUiaGyM7d8fASaEDxM0FQBGUibfvxuf7B99aFTeMhh8aJiW6PH9swp8RojO9GMf2VQ9ny/ERBTTPwqYMHPnphTycwhJTlOxzb3esNMZ5TWV0xllmwQCIbWmonvhm4XvHwDAEKqqpHR6QZbl7ds11krl01QLCwtUPtGXz5ciRPJ6k5FIWpblQGD23LlZQqTp6fm+vqyOGh+flWWZOmHQFVytrXG6VTQ61909c+HCrCzLbndWVvn9K+1PTc0xTdXWNp1MLpw4kfR6k7IsP/lkipaPjaUvXZqVZXl0dHZgIMH3dnAwKcuyxzNz+nTq2LHsV7Qye7FyCwFNZVr4MEFTmQgz39wC5aBMvn/erQEmpV7ccpLfqrDvnyXw+UJqgeT1hmkhm5jHdJfXq1z4xA61OnPV0xPmG6eaihApEAix+YG8puITXOq5f6SoPBV8/2wGLuyiYdqI19RIw8OzFy6kNb89d252fn4hlVqYnp6bnJzv7MzmcxYWFqhqIkTq6krIskzfHz2aWFhYmfs3OJik3hIOh0Sly2OPzRAiPfHEDLXEoM8aZrmsK1fSY2NpQqS2tjgTXYRIly7NMk0VCqWPHs3qnwMHZtjmY2PpZHJBM+EWj69IO0p3d2JmZiXx1de36qNVgKYyLXyYoKlMhGkvxKBM6NRUZJ2+f96tgfiWJ+n7Z7ec4rcq7PtnfvJN4fN4VokfkstTaeockpvyp0ZRn2kqOuWP7jpfnsrnU+apXEWtp4Lvn83AhV00LBpxmqfat29q376plpb4ww9nyxcWFth8uT17pmRZ3rFjkhDp6NFEKrUiTtrbp2VZ3r49q5FGRlJnz6YIkXy+1NBQihCpqyuRTi8cPZo4dixx7FhibGx2enqOEKm7OzExsXKjh62n2r59Upbls2dnaf2BgYQsy/v3xwmRxsbSJ05oP7N4eHg2FpsbHExVVWVLRkZmR0ZSrEJz85Qsy/kmQJoWaCrTwocJmspEWPRCDIqmfL5/L245+eyWUy9uOendGqAlenz/zA/z9AsGg1T/KObsMQc/NluP1ad6jGqkIPei0ou+V/hPsPqEy4Ap1lPx28L3D6jBhV00TBvx9vZpt3s638OpCsz9o0qGEMnpnJRleccOiRDpyJEZKoooND01MJA8ezZFV15NTc0RIqVS8+3t04RIx48n0umF8+dnR0dnfb7U2bMpqotOnkxqaqpHHpmSZXl8fPb8+dlz52affDI1OJiiDu8FNBUhUlfXzNTU/PT03L59U4RIly+nqaij7No1Kcvynj3QVKA08GGCpgLASOACV0nogqjK7Kvo51MBAEA5mJiYk2V5z5645rfr1VQez0w8vmoSXSAwOzk5J8vyo49O79w5Sd/Mzc1XVcVofT6vxTh2LMG30909QzUVFWmPPqphKTE2lj5+fI01UdHo3JUraUIkny916dKKdzxNo2muKDMz9fWxlpYIMCF8mApqqhtLd5ezr8wtRUlmMVvNv3SPltxdukGIRPyZlY0W8zV4ZzFbciuT3Tjj52oKqqlMe3MLlIny+f5pOgHayffPosD3T0BwYRcN00b8xInklStph0P7W6qpdu2aYtDyfJqKTvZzueLMXu/QoRm6koqmwsLhuWh0js27q62dXFhY6O7O2vc1NEw+/vg0IZLTOSXL8uHDM4RIVIOx9VTnzs3G4/N0DZXDITHrv7Gx9PHjGnkqh0M6cCCrwS5dmqXrtR59dFqW5c7O6W3bpNbW6QsX0syE0OTs3Blzu6PA5PAhK6Cp/Ev3clLqVmZ5+e7SjZWSxTtZXbR4JyeHbmWW7yySG0t3c1Jq8c7y8r0lv0aDi5msAMu94bYiEoGmAoKgc+5fEb5/6hI7+f5ZF52aCr5/dgIXdtGwaMR9vpS8+kXL2SomslpTbdsmhUJzsiwzp4r6+klZlqmSIUQ6fjwpy/ITT6wkmtzueDQ6RxtPJOYvX87WPHo0kUotyLIcCqUPHZphmqq2VvL5UvPzC3ST8+ez6aZ8murhh6VIJNt+ODzX3Bzn2p+XZXl+fp76FloCaCpLwIdM59w/poKy5KTUYkadjGLcyqzSVDeW7uYayW5+K5PLZXH6TSLQVEAQyuT7p1liG98/SwPfPwHBhV00zBlxt3v68OEZZrunybZtq9DTbEPDuifRORxSba3GVqxw2zbllOna2smaGr3t56tMpaCFgKayBHzIllUvrcjy6ig7f49qocXMciZzZ9XcP8ZKCmtlQy6FdWeRa9a/dI+vLKimAgJSDt8/oqWp7OH7ZwPg+2djTncMpQa623dfMLwnoDLkWzZpQoaHZ2VZ7uycKfeOQKmAprIEfMh05KmUE/MIkUg2xXRj6W5uqZU/c5fPSvkzd1cWTanagabSxJw3t0D5KJ/vn1op2cP3z+rA908/CkfHb4ab6HG7PthOiPSct4N+/MFMbWNjdkRLS96Pb2WN/MP81mdHj3g8EY8n0tISZVtR+vcNsZJ//vRvsq1aWqJfv9D82772zs7Ih1cfoBXevlJHiNS/b+j9+Nb29siOHTFCpLev1PXvG2Ibtu++8M+f/s13JmsVQTf8xDMhzJOTPqKA+WeyB74xD0/ePFMxS5ZtxX5E+Tw82e74h3Tz7bjdEbc7ku8pC+z54Ary2XsafnjVPP74tM+XKiKtBIwCmsoS8CFbS1Mp5u8xshP5uDmBKxP5VBmqVZtwFTD3bzXmvBCD8qFzdQ2wDYi4TtzuCB3CsieGPeftIERqbIzdffoB+qatLUqI9H58K1U1P5vbeuXEIC0kRIod6V5+fvOHVx+IHekmRGpvz7oz0Tf9+4aoRnrO20Fb7uxcsW+imoqWf3j1AVpId1RYUxEiXT4y8P88+5HFc+180A0/niaEhtXpjCrEj6bmITmxlE/zsKdvU3WkrsAebceegqDWVAV6m09TkTyPoTP88AIbUFsbc7miwOTwISuoqajtxEqJf+keZ+53b8nPySe+JKO9thkeFWuAC7FolM/3T10HLn9moDjfP0Kk0YdGD28dU9TRPDEU763u8qd4CnNTU1ZTtbVF29qiHk+E5peoRqIHlmohyttX6mJHupuaYk1N2VwW1VQsl3VzpJmKLrWmuj7Y3t4eoZrK44n8w/zWtrbopb5BqqlaWqIeT+QHM7UKTUWItHiuffn5zZePDLCg6/lLK+bybyryaSr6aDg+kcV/q4Y1ku95CUxTOZ1R9nxw9i3VVHxnWIqMlvh8IZYBUzdOH5TncmX7acJ/5c3NU/39yeZmiz2USUwcjhjNmgJLwMeugKZazKxaZ8XEj8InnVXLLEor3ujZ170lP6fE2OYrWaxc/dUyTFBNBQSkTL5/cPkzLUX4/t34ZP/oQ6PylsHgQ8O0RH0OUGzm8ufmnrlMNUxmNpuVam+P0MM42nW2pSUaO9L94dUHaPKKHVuS01S8XvJ4Is+OHvnBTC1NNN0caWZzCOkUQQqvqWiFmyPNLS3RS32D/OxB2gF1z3+a3spPJtSDzxdig3JxUD+tm4WJihmnM8qLH01NxVJPhJvjx0pYuTs3yZB+FVz9cnOayucLscqshJ6KbHN1+PLpPTPQ15eUZbnAc3KBeYCmshZ87CryzN9bSwr7irUQVFOZ8OYWKCvl8/2Dy585KcL3z7s1wKTUi1tO0jf5FjvZyeWPDWcZy89vnjvZTRNNbC7fP33qgacGu2JHum+ONFNNxWYDEiK9faUuNdDd0rIqcfH2lbqhJ4ZYC5SfzW2lCSuiylPRmjdHmq8PtrM8FZVkt6K1ak2lzlMpgq7G5Yp0dkY0B+t2hYoodU6JFlJlS0vW1FSK84TV5BtnWotVLpCnYnX4Etoar98YmnmqoJlekUgkHo9HIhGjO2LbVwl/GtBU1oKPXSU01WJGa0VWIaCpgN3QtIfSqamIDt8/uPyZjaIjrvD9824NxLc8Sd8/u+UUq6Peo51c/tQjVzoHb8eOGE06tbVF6XS+v5RqXxpt7983lC9P9dRgFzOxYE2x5ViMn82tKDG1pmpsjN0caV48t7am0lxPtaamGhgIqzWkvSkwi4+OVHTmqdSzBzVrsjyVZgW1pnLnFl+tqamwngqUFmgqa8HHriJ5qnUDTQX04vOF6JCU/sNjNyPZfzi3O3tnjreTUv9jZkNbd+5fqaIdWsj7O7FJIB7PKrcozdXM+eyhSuX7Z1eXPxYIeqhZNPlRVCAQCq5evM6GRNxBy54YLATqdvjdBXM3yysccU3fvxe3nHx2y6kXt5z0bg3kOwes7vKngPdz8/lCO3bE+Ol2sSPdbPXU96eyJnvMwY9fH/X2lbprw0fotzSRRSf+sd/1+/GtdKtvhpvY3hWailb4h/mt7e2Rwpoqn+9fYU1VVxej55XLFeEvODaGzfRjvzV2JWcXanYO8D8u9rtTe06wCupLN1mnpmLd8/lChTWVJXz/6usnfb7UwYNwUbcG0FTWgo8dNBWwNvQfp9sdUfxXy2ce5fWGAwGNie+KsTUb4ypy+pp3TOlUe/bTyucQpb6dSfStrhEZzfk/hBshKYZKbneE6iu3SlMpJgLRltkbtjs6YGKjK0TcivCmFBTeYL1oWlqiiuyWgnzPp1ozTwXWS2Vyej09YcV/FgWWeD7VgQMzsiz7/bOG9wToYds2yeWKAKvAxw6aykSY7eaWhVBoKjYgpnmGAjc7WX1+c741xZCdfWR16L74TQq47qqn3Rfn+6dwgRPB908RMnaQNZekq+9J5/NrVpw5/E1ouknlI05ULnx6vB/VG9rD988MUHsMjyfCe13oR8/cPyKq7585YSmy4mwnzPavvL5+8vDhmfb2acN7AnTy8MNIVVkGPnDQVCbCbBdiC8EPkfl/hOwuozs3O19Rn8JPRCHco06IVhqENsi7SNFEBJ/EKDA84u2hdM79U/j+abrA2dv3j48Cndvjztkis2PFL0nX1FT8jCB2MrjzaCp2wlQ+4kTl+6fH+5GPMntvdd8/e6BTU4np+2dL8K8cbBBoKgvBBw6aykTgQlwEbndEPW+KDbX5JzmuaR5Fcnkt9+o8lWK4TLfl5xayYTEbr5cwa6Hw/dN0gSuh71/Q3C9mdR0IhAYHw729E6OjIVoyOho6eTKsfq+ANjI2lt3q5Mmwzxdi3w4OhtX7opXZJmNjKxEfHAzTzvT2TmjujjY4MBBmK7XW6/unPgdImX3/KhRLkV7w/RMKU/0rdzikK1fSXi9c1K0ENJWF4AMHTQUsTD7HJ5LLWjCPAXfBPBWDpSmCXPZDUYfmvlg2g7e+UKxmVuAqanWNwmlA0wXOxr5/+Q4m/5AZPuL0vTpPpQg9v56Kr6lplFxcxJ3O6NGj4fHxdUdc4funPgeIAL5/FiXf6hr4/gGjaG6ekmU5HLbklG9hgaayEHzgoKlMhKlublkCt3vV0zaIlukTW2/Db6iYtcVyCKyclbhVQ3P+sSoKfzn6kU0z43daQt8/tQucjX3/FGlA3g6OhmB4OFthcDCsOCtolpJmGtlWLF704+XLKzZitOT8eX4x28rmTme0pyd88WLQ7Y4w3z8a8fHxVSchpakpGgwGL1xYNUouzvdPj/ejnXz/Sm726M6tiFOHiRhh9qjeSjTfP3tjqn/l1dWSyxVva4sb3hOgH2gqC8EHDprKRJjqQiwCCmuKcu/LreNpRWBN1uX06PWGh4ZCaqdHtztCB8RscZR6kqe6tXX5/tE8lfrBNfD90xlismGzR9oOSye63dqT68pt9oifuWjgXznYIA5HzOWKAkvABw6aykTgQiwaegZbmmJMXagooaO9urqYyU1+i8a9MadHBtNU+aZdWdf3j2j5Q1rL92+DZo/qc0MzC1R5s0dN4PtnG0z1r/zChfTo6Oz27ZOG9wTko6Ul+uijwKrwoYSmAsBI1hxs0QlsAwOrrN49nojbvfJghM7OSGdnhNdUbNKU5ijTBmzQ6ZFtyw+R2QxDzTol8f1TR1xTU5XE90/TH9JCvn8bN3tUhJ7N8VM/6LmsZo/qoOfbBL5/oLTU1EiyLKfTC1VVxncG5AOaytLwoYSmMhGmurkFKoCeG9h0OQd/P17TRIFw89lIbizY1TVhP03lLpHTYz5LAHXjFXZ6LInvXz5/SPj+GfIqzvdP0Ug4HA6FQprt53uFw+F1bSVJ2tGfn59PJpPr2rXmKxQKJZPJ+fn5hYWFYDAYiUTC4TB9w+9ramoqGAyGw2FZlicmJja+38q/DL9OMnbtmnK78WQqUwNNZWn4UEJTmQhoKtHQqakIkQYGVlb78DkrvoRfLmLXPFWpnB41/f00a5KSOj3q0VQl8f3L5w9pCd+/Upk95pvwWT6zR51BV6PH9294eHZsbFb/YTx7NiXnXjMz88ePr+GmvWfPlCzLjz2mMf6+fDk9MrKOXef/M5OyLO/ePdXRMU2IFIvNDQwkt2+XZFnevz9rohAMzvX2JgiRdu6clGX5kUemNr7fCoN/5WBdQFNZGj6U0FQmAhdi0dCfp+LXDrlcETraY+NCjydCx2RsJGdXTeUukdMj7x9IB7Lso/qIVdLpsYS+f5r+kJbw/ctn9sg/qVkRdKJaBMWbPdLwsRNDERRNTVXWoCvQ6ftXhKaans6ulzt+PCnLclvbGvmK5mZtd7hYbK4kmmpoKPXkkyvtOJ1T1dWThEgtLSv7haYqISMjs+Hw3J49MP0zNdBUloYPJTQVAEYCQ7BKYrjTI0HEy08+C8cKUNag85qqu3tmz554S0u8vz/R1TVDlYkCXlMRIiUS8088McM+trbGe3sTvb2J1tbsgNvhkHp7E42N2aYaG6e6uhI9PQmXK55MLvCayuWK9/Qk+voS+/eviLRjxxKESO3t8VOnkh7PjLo/XV0zkjQfjc4dPjzT3DxFiPTYY9O9vYm+voTbrUtTPf749OnTqSNHZtjqoP37p0dGZnfsmOzqmunrS+zZYz0BVlamp+dpYtDwnoACNDdH9+0DVoUPJTSViTDPzS1QGeD7JxrFWcBpngMKTz/1hupzQHE+OJ1RxQlDiMSWfsGGrlSUyveP11SXL6cvX06zqX2xmMYTXXlN5fHMyLLc1JQdW584kZRl+ejRhN8/K8synYnX0DApy/K+fXFCpMbGKTocZy+mqfr7k7IsHzuWOH9+Vpblzs5pQqTqakmW5QsXVro0OJhS9GdkJJVMzs/MzPn9s52d008+OUtrnjqVbZBW09RU1dXS5cvpWGy+uzshy3IolKaVe3oS8fh8KrXS1aYm43My5vlXXl0tUfkKjKKxMfbooxFgY/hwQ1OZCPNciEFl0Dn3D75/tkHn8FphAac+B9Sefqwm/55NKqMozoeennBX1wQhktMZHRxcceCgu8633gysl+KCrkahqUKh9M6dk4RILldcluW9e5Va4uzZ1Pz8wuXL6fHxWSpdaDmtv2tXdqh96VL68uU0Wa2pTp5MBoNZPdbcPDU/n81TNTdPybLsdGa3PX9+NhyeIzlNNTSU1VG9vYnZ2QX1nzA2NhsIZP8E2nnKiRPJK1eyMklTU50+nTx/PrthXd2kLMsHD84QIvX0JGRZbm/Ppsumpub7+9dYNlaZiBveB0Ikh8P4PgBoKtvDhxuaykSY5EIMKgZ8/0RDT8TVFnCKc0DT04/VVGzFJ6bUmorW7+qa4N1N6HtoqlJRXNDVKDTVwECCfbWwsMBPn6PQPNXBgzOPPTZNk0v9/QlCpEOHZhYWFo4eTRw7ljh2LHHxYjqVmierNdXYWJr3tBgfz3pUPPHEDE1w0W39/tm5uXmS01RsWVRra1yWZfWY/tKl9MjIqvxVc/NUZ+e03z87MVFIU4XDc5cvp9l+5+bmT55MEiL19CQmJlZydIHA7Jkz0FRZjh9PJpMLnZ0a8zBBxYCmsj18uKGpADAS+P6JRhEWcIpzQNPTjxCpri7GOxxQzxI+9aHWVE5ntKtrQqGpXK4IXwI2Tsl9/y5fTvMJmXR6/tFHlf4TivVUx44lUqkFQqS+voQsy+fPz46MpHy+1NmzKapPeE0Vi81paqqjR1dtOzQ0e+pUiqg0FU2FqTXVhQvp4eHsn7B/f3xqak6W5TNnUtHoXGFNFY/Px2Jz58/PjozM0j7Tv7enJ0ETZZTR0dnBQeM1lUkYHZ3lk3jAEKCpbA8fbmgqE2GSm1ugYsD3TzSKs4BTnwNqTz+nM8oLb6KlxqkhnkJ4DwysmiKozlyBDVIO3z+1plIPnRWa6siRmXR6gRDpiSemFxY0Jubxmury5fTZsysJJaapOjqmZVlWb6tTU/n9s08+mW12YiI9MJD9E/r7k4U11fh4ms1d5OnpSbC1VcQ0mso8/8rr6iYxA9BYoKlsDx9uaCoTYZ4LMagMOhdaANuAiAtIqYJenKZqbJxsbJx0u+OTk3N03l1NjTQ7O888IRoaJp94QulRcfRoIp1eoM+MonktqqkcDimZXOjry25bXz9FLf50aqrR0Vm25ioUStP3LS3xUGiNPNWRIzMzM/Os/f3743Q9WE9PIhhcpal4KWhgxA3vg8MhVVcb3AdAoKkEgA83NJWJMMOFGFQSjLBFAxEXkApoKs0pXqdPJ5kbXiIxPzSU2rYt+9X+/fGJiTT7itpR8JqKEGl4OPvI4KGh1JkzKeb719oaD4fn6Fep1AJdzlRdLV29enVNTTU8vKKpnnhiZm5uQZblZHLh1CntPNXVq1eZl3p/f5L5+125kqbPJu7pSTAvDQJNxXHw4Iwsy6dPG380BKe+PtbaGgU2hg83NBUARlIqL3VNZ21gQkrlpU7Wck4nq88KOKcbSEm81Itg27Ysmt86HFJt7aoHWykyG9u2xZgu2rYtVnjbIqiqkurqso1s3arrqQ+1tZMb368IHDuWSKcXuroS5d4RKExzM/JUNocPNzSViTDDzS1QSYrzUlc7p+dz1gZmo1Re6qycf69wTlecFXBON4pSeakDq2CSf+WY/mcGoKlsDx9uaCoTYZILMagYG/FSZ87pBZy1gdkoiZc6X66ow2S2+qyAc7pRlMpLHVgFw/+VOxwSe4YYMBZoKtvDhxuayhg6OiK9veGmplWTPQy/EIPyoTl9S6emIlpe6sw5PZ+zNjCW3YdGHhvrq927akKmnoiv6aVOKeycrj4r4JxuFMUFHVgXw/+V79kTp6vODD8UAJrK9vDhtp6m8nrDQe7l9Yb4jx5PxOmM8iWDg8oKtJ1AYFV5b29Ys5pidz5fKBAI+XwhalFN5+RcuhS6eDFEiOTzhdjQxOmM+nwhny+UTSZ4V42HmpqiwWDwwgX8B90QbnckdxqE6TGnHwOBlQPr82UDzcedr0DjyOJboBrdHR9HtztC6yisrklujMs+1tXFAoGQog7R93wqReNq53S1s7YNeGys7+ry5qvLm8+92UiItPvQCP04+fOPsTrj7zloIf04+fOPKSoQIp17s5FvJ181fo9Xlzef+rJrg/2v3Ts2+fOPsZ3qjLhOL3U9zumKswLO6QZSEi91AHTS0TE9OTlvBrsOAE1le/hwW09T0X85fX0TVNiwcQYd2gYCIfaGldOhNntDy+nomR9Da1bzesNud8TnC/X2TtCRzdhYyOOJsAkzvb1hNqD3esNsv4U1FSHS4cPhYDA4OLgylDH85pblYOMPdpwpTG8ohA0/00kxb0rxLFTNalRB8UNbGmLNvil2TYjkckXGxoJ8IVzgCnD0U530zfh7jt2HRlj5qS+76FfsDSunQoi9oZx7s1GxuWY1qtnYx/H3HBuXVfsGT8/+y6/znUTEBQRBFw38KweM3buNN6YDZYUPt/U0FYUqFoWmcjqj58+HFJml0dEQe9KlxxOhGonkRuFMDrHWFNWYpuroyBaOjQVJTrP19ISHh0OHD0/QDJXHs5I2GR0N0QE3y4GobZ0GB8PBYPDw4eyfgAtx0Sg0FR8+mnGigWbVaMT5+vzm+arRM4TJZjr7jlZgMps/B9S3nOm3bIKWnsGWHt8/Tc8326DQVOfebHxsrI++oRknmgti1XYfGhl/z8FvrtmaohprlkETWZM//9ipL7to8opuePRTnfQjFUtUffHpMh5aed/gaf0RJyoXx+J8/xTnA3z/jEJn0BEC22D4v/LW1jgzVASl4pFHoh0dEwAo4E8Sq2oqloziZ/oFAiGPJ0JlzNBQOBAIHT48celSkI59FWIpuPpFy9XVmKbyekN0+o1iw0uXQnTkTecE0rRVT094dDSk2oVGQmN8fGVamuEXYovCZ4ToTD/2kUlZqpmZQFJrKhojqovyVaOaisknqsR4TeV0RvkEqeY0HnqqkFzES+L7x1wr+GybPeCTUXSmH/vIRM74e47HxvqYQFJrKoUE0qymSGexmlRTESLRXfBbUdE1/p6DijpF4otvh80z1BNxtYtjcb5/ivMBvn9GAd8/0TD2Xzl9/vLs7ILhx8FmQFMBTfiTxLyaKijki6jEHl4FXh5PhEpZjyfCQ5OE9Fta4vOFBgfDgUCot3fC44n09k6Mjiq38ngiY2Oh3t6JfNVOngzTj7QafU93MTgY9vlCJ0+GWWfoHhXt08zkwMBKSnPjvn8kp/y7uiZspqk0J+Cde7ORFjJtQ3UXn4BSr2IiRKJ5pHzV1Hkqpqn4En7NFRV1rMGjn+pU91aRpyJrLa3RdHEswvePaGkq+P4ZBXz/QMXYtWvq4sX02BgMKkoMNBXQhD9JzKup8n1Hc1PqRSw0EXHpUoiOdGmeyu2OXL4cZAulCLfOisIyD2Nj2tVYnoqNX/lEhN8fOnx4wumMjo2F2ATCnp7w4ODK3D+64ehoSJGnwnqqjcPSiQpoppHkzhaSOz34EaRmEolN6dSsxuaa0il/bBIp0cpTUXHFN17ceqo1ff+ITfNUapGoEBSAAAAgAElEQVRDOfqpTqqFJn/+MT5PxS+U4pcwMag6yleNiiX2cfw9B/128ucfo92g+1Vktwgn0tSaqoj1VJoujkX4/qnPB/j+GQV8/zSpqpKuXr3a2hpXf9XUNNXSolFuFfCv3JZAUwFN+JPEYppK4emnmbhg65foi1nD0dfwcMjtjpw/v2piHlVfiq3oHgtoqp6e8MWLQbc70tERuXIlyHfvypVgYU2l6fuHC/F6YZ5+wWCQX8/GO4Wwb1n4gjl/P6aRmAmkwhZSMcTh1++xrxTrqXgLwTV9//Q/n6qw758tNRWbs0dd+NgqJpY4Yk6ATMnQ5VVU8zw21kelF2uEKTS+Go+m79/kzz+mcBdkq6doC/k0labvn56Iq10ci/P9YwtEFRXg+1dh1gy6mL5/VVWSLMuPPTaj/urixdlweM7wHirYvz/e3Z3QU9PYf+UdHdMtLXGHw/gjZjOgqYAm/EliMU21cXhrivKhdtZWgOdTmQG1GWP5KPr5VKA41Ouj/n/23j+4jfPM8/RuNJVbZ5JYcXnOofhSpCWRIiULlCxSNEVKNAWJpESRlghKFA2KFCGJFAEQYIMgwV9g046tWIrlOJHOdpwR1/FkMvFMRjPOzHiWc9pKxql4prKyL7PclPdqdqVLWTnFd+Ua7flu9m7rDvfHAz58+XYDaDbxo9Hvg/oUq/Hi7bebeN/ufr943vf7mkNruW4Q0+tTETaDKl0X0FRPPaWjqTZvDm3ZYjmLBbd78syZKSM5c/son5iYVVW1osJyX2C+U1ExUlMTIAgBvpFIp6kyCsYohBGGBJEI8v2zOKY1VSJMW8BhIjn45R0mKl174R8+HKmsDFdXh48fn2hpiUuRgwfHjx2b2Lt3DLMdORLZvDneny4tDR05shxaaWwcc7kmmpsjqFhqa8Pt7ZFjxyIOh9gFf/LJsd7eqS1bQi0t4+3tE+AjV1s7duLEpNO5LISKipQDB8aPH584ciRSWTnKnwZjSl3dWGfnBJ+f3xE01ZNPinm6u6eeeWYC3z7xRPjIkUhbW6SubsW/WVKiHDgw/vTTE3yxzc2R1tYInw2HF+7YMYrfxlNPjbW1RY4ejdTULJdZUqI0NY13dk7s2zcmnG1LS0RRoqFQtKlpHE7V6Rx/5pkp/kBPPDHKmLJ5c/w7f+qpsePHJxoaxKIySkmJcurUJE2mWjuPPx7cty9AECnhmw1pKgtBcSrZIN8/2ViLBRw/YI8c/PIIc5WuvfB9vpmBgSl16dXbO33+/NTc3Nzc3JyqqjABadMmRVXVXbvi2qa6elRV1aIihTGlp2dKVdXu7smurriAaWkZV1W1uTly/vzU6dNiBKa1NRIOR/Fw4XD0+PEIvj1+PK5kFCWqqmp7+8TIyIyqqtXVo4wpxcWKqqoez/LZatefBU01NDSNebq743n6+qZQFRw+HFFV9ejRyOnTk6qqNjXFpdfMzCyUPzc353Asa7n6+jFVVUEB7tgxqqrqM8/Ei21riwSDM4wp/f3xE+vsnFBV9eDBccaUjRtHgsEZVVUPHRo/e3b68cdH+bPt6ZmcmJidmJjt74+PSzx9eor/pxQlCuXs2jUq/F/NzTqSkrA4pKkIg/DNhjSVhSBNJRvG51PJ6ftnP4zUeCILOK1ZHzn45QXmKl174ft8MxcuTJeUhBhTDh0aV1UVoy4+33Rn5wRLqqmmp2eFeFF//9S5cwkDGq2tEVVVIYyzdWsINBJ81N4+EQ5HYfvxx5cDXF7vzLFjE2xJU6GYaW2NTE+L1t6gqXp64mUeORKJRuN5UFNVVIRUVa2qiv87XV0ToVD8uDMzs+fP64zEg0ODjGlqGldVdXw8vsvg4BRIwfLy5XM+dWoS/q/KytGZmdmNGxPW48DAdH//8hEFTRUKrdBU7e1xzdnTMzU0lL2oUV3dWH392KZNWW3htoQ0FWEQvtmQprIQpKlkg3z/ZMO0BRzv8kcOfvmFuUrXXvg+38zRo3ER9cQTYVVVseusKFG3e5Il1VRnzkz5fNP8qDZQTS0t46WlOnNvWlsjw8PLRhHhcPTAgbgk27t3jNdImzaFqqtHnc7xgYHpkycn2ZKwqaqKD7rbsyesqqrgmgCaCofe7d69/B+hptq7d0xV1cOHI0eORI4ciYeqYGTjzMwsP+KRp79/6sKFacaU8+en2tsnVFWtrByFVZtgeB4e8amnxs6fnxocnGZMKSlRxsaivb2T/GhAnrNnp0+fXhZRyTUVVk1z87iiRLPW2AYHp1VV1XVTJFYFaSrCIHyzIU1FELmEfP9kw4QFnODyRw5+eYeJStde+D7fDM4UEjruzzwz2dOjo6lAzICmYkw5ciQyPh5VlJmdO+MZ9u8f83pnZmfFEBZjSmtrhDffC4ejjY1xsbF379jMTBTLVFW1t3eqs3NicnKW11Tohw56SVdTYe9/1y4dTXXgwLiqqmfOTPX1TfX0THV3T544EY//zMzM1tbqKwcI4jGmqKq6Y8eo1zvT2hqpqxsbHY3/O/v2jYGRQ2fnhKJEQVMxpmzdGoLRgB7PlDZg1ds7CcIVEDTV6Ki+pjp0aBxja1ng0KHxvr4pilOtHdJUhEH4ZkOaykJQnEo2yBBMNqjGJSRdle7zzeBgP62mghDKxo2KqqpPPhkXP83NEV5TAadPi0P+WloiqJGQ1taIz7ecTVdTbdkSgkgXpA8OTqVXU1VXhxNZ2CXRVDBi8OjRiVBohjGlvX1iaGj61KllPRYOz6AremfnBGoqoLQ0NDoaxZAg4nav0FTd3ZN9fctDAcNhS2gqIl1UVIw8+WSQIFLCN5ukmur6wr1Y/LV4U0hZvBbP1r9wH1LuLVyHlGuLkHB/oT9RgR9fi6fcjOe9t9jP5SRNRUiBkc6WEd8/Il8w2L0m3z87Ya7Stdd4ck3V2xvv7gcC0zCR6eDB8cnJKGiqbdtC+/fHFdHQ0BR4gre1RUBudXRMTE2J851aWyNeb0JNNTs7y5bCYhDj2r07PDOT5jgVY4qiRI8fn4DzLC0N9fbGZUwSTcWY4vfPTEzMgukFHH1iYramJp5/dDTqck0wpmzfHgoGZ0BTtbdPgG9hcbHi802jUEQ6OyeCwZnHHgvBdCyYALZjx+jWrSEYlJhIU+Hcs0xTUxM+fDiyfftopg9ke2pqgvX1AYIwAt9ykmiq/oX7S1Lq5mIsdm/h+nLKtY/juujax0ty6ObiyhRud7HAa4txAba0cX3h3rJIY6SpCElIl+8fkS+Q75+EpNH3z4im2rdvDKRUJBJ1Osfn5uaKipStW0Pgy6eq6oUL09u2hRhTzpyZQk8/VFzcCUS83uWxf6qq8poKBtcxpsBgOVVVvd6Znp7lONXc3FxKTTU3N5dSUz3xxOiFC3EPvenpWYwUqaqaRFM9/fSEqqroYz4+Hp2YWBY2TU3js7OzqqqGwzMuVwT+l/37x9DnEL9Mnqqq8MzMLH5aUhI6dy5+Ym1tEb9/BjXV3Nwcr6nwu8o03d2T4FuYncPZGNJUhHH4lmNw7B+qoDhLwuna4gotBDnjUqp/8d5yPEoB4RQvJL77zcWleJcgwCTVVISEpMX3j8gjyPdPQtLi+7cqwExcoLQ0tGlTSEhZ++q6GzeO4IpYGaKoaETXSGMt6BZYWhrauDHhb1UlJYowELGkRCkstMpvW/X1YydPTuJkOcI0pKkI4/AtJ6Z56TWwm4vLA/ni4/dAC11bjC0ufsyP/VtWX/2L91YM/+OCUfEw13Kx/Qv3+eF/9tdUumO3KE5lYxLVeFp8/4h8gXz/JCRdvn9EvkCP8nyHNBVhHL7lGIhTiQPzGFNYPMR0feEeH5W6v9CfC03l9Xq9Xq/HszwGBlLgUVRbG/AuvSCD2+3j3/KFwAseZlgOdmWwfNyG4Rm1tQE+kcft9uk+EcvKRjweH+/pxOhGnACXyw8VAaZ2ra1+vpq0NeV0BrQVh3th1WOK0HnFw/EtKnM1nhbfPyJfSFnj5PtnP8xVuvbCJ/KFnDzKd+0Knzw5WVenbwSfFsrKQjj61N6QpiKMw7ecVJqKj1DxxAfycWMC4wP5sj32D0dACV3M2toAPI2En/Odzng6bghgD1voaiPaHnaS00vUw2ZMqaoKDAys6PeTptIFviKHIyjUCFaEkI5qWZDNALaHRHUH6+fCcVFd46dpr3FygZMKqnEJoUqXjZw8yo8ejaiqeuKEzkywtLBz5+jYWBTnudmbqqpAzt3kiHyBbzlJNdWS7cQS/Qv3xRgUelRoUrLtUSFoKuwQO50BIV6BfWJtqIHPbFxT8d19CHG4XPFRHG63D+Mh2qIgoqKdjK7LkSOXI5HvjY29MTb2RiTyPeDIkcu5uulkGYOayuEIolRGdcSDmV0u/UE1uBcWldEaJ98/2SDfPwlJi+8fQSTB4Rg9fDiC6yynl4aG8enpWVVVk2uqAwfGo9HZtraJnH8ba2fz5pGcL3xE5AV8s0miqZYs0WPcdCkdL3XMpkmJ67FlJYa7Lw/zW/JSX6m+Vq2pMCrFlsZ04VscCQZdXtRausO3+BQcJyY86rwrX3wP2+324fg0TIEzSTTb2O324UGT/7gViXzv+9//m1DopVDoJRBU3//+30Qi38v5rSc74LfkcAQFxSLUFD9mT9BUWPuMG+Mn1AtqKqyyjNY4+f5JBfn+SUi6fP+IfMFOQ06KipRjx+LWjqqqDg/PJMlcUqII7o75C2kqwiB8s8nKmr83F3jPQAOsTlNp53MzpjidAe08GYhBwfQbt9snZNCd9F9bK5aTJGqBOfkU6OjzvXn+JPmoRUpNFYl8Dybz8CmZr78cAyJK++u7kIg1xU+UEvbSjT16PCuyodbCzBmt8XT5/nnplScv8v2TDSOXedp9/4gckn1NVVoa6uubSruLekmJ0t8/papqNDoLysrI+sWZNoHMDqSpCIPwzSYbmuraot6MrGSsQlPp9lwZUxyOoBCGEkaCaaf46w4V4yNgQPIeNk7FSdnDXu18Kmk1VRI3CL6+hJrSjhXUpuiWr20GGa1x8v2TCvL9kxDy/ZON7GuqurqxlAPzVktFRSgYnIGFziBClVJTlZWFpqdns7bGcUYhTUUYhG82WYlTrZpVaCrezw26s/gWHkUYdkDLCv4tWzlUDIvVugUiSXrYeHQMgiXqYeu6wCUHNZXLFf/xUgZNxVco1CnaNmK4RqgptAGEt1rPCSFbSmmd0Ron3z/ZIN8/CSHfPyKjbNqk1NeP1dSkbTLVnj3hiYlZkFK1tWNTU7OKEoVll5PsVVSkqKo6MZEsT75AmoowCN9s8l5TrRHBwSJdpHwWmlifSqugZNBUayeR10h6MV3jZAgmFVTjEkKVLhv5Pp+quTkSjc6qqtrXN1VSojCmbNqkOByjMKUq+b6bNuX+/NPCY4+N5NxQjsgL+GYju6ZKLxg0SzRcLTlGPCpmZr43M/M99KiYm3tT6wBGZI2113i6DMHIJSwvMFfjQiL5/uUXabzMCeM0NIznamJP9jXV0ND0qVOTafGHqK8fA+0E9n3bt4+il6ARTcWYUlycZ04VdXXBnMc6iPyFb0ukqSxE8hsxeKlfvPjmxYtvopf68PBFrQMYkS+kyxCMnADzBfL9kxDy/cs+RUXKxMQsxFh6eqaamyPZ7OVnWVNt3z5q0D3CICdPTtbXx9cO7umZUlW1uTnCmBIOR1VVLS9PplRPnJhUVRV3zwtIUxFrgW9LpKnyDN6jgiVwACPyiLQYguk6ARLWhHz/JIR8/7JMSYly+HCELekNmOFTXKx0d082NqbZHC/nFBcrO3eOpnEyFc/hw5FQKFpaGmJMCYVSa6r29olodPbAgXz6kklTEWuBb0ukqSyEkR+3tJpK6wBG5AvpMgQjJ8B8gXz/7M2Og737BtpKnxjgE8n3L4eUlCj794+ByXhVVVhVVb9/hjGlvDx08uRkbW1Gwin5Pp8qEWBTsX37aM7PJL2QpiLWAt+WSFNZCIOaCn3/WAIHMCJfSNnZMmgIRk6A+YK5GpfH92/fQNtcbN1cbN3pG9sYU3Yc7IW3oTsPQ4bON6ogZfD9YkgR3gKnb2yD9H0DbXw5c7F1Ow726h5xLrau842qNZ5/6RMDoTsPw8mvsdLJ9y/tlJWFmpsjEKdqbBwHDwbGFIdjtK1tYteutMV5sqypBgamz52bTh4+MkFJiTIwML1//xh/IFVVcXpVEvJriSrSVMRa4NsSaSoLYdcft4hEkCGYbFCNJ+fwcw2wMfh+MS9+Ot+ogo8636gCmQScvrEN0nGDL2fHwV7QWjsO9go6BwCthW8H3y9eu6yq7jox9U9f4E+GKt2CbN8+euRIBOJUbW0TqqoePz7BmLJnT/jIkYgJfVJUpOzeHRcb2XyUFxcr09OzqqrC5LE00twcEda8cjhGq6rCyZ39du4cBQf2rH0Da6emJvjkkwGCMAfflkhT5RnwW3VZ2Qi6EfDbLIEnGGFZyPdPNlZb43K6/Ama6vSNbSClTt/YxqdjeGrfQJtWNaGm2jfQpiuWsFgEAmKhOw9jQAwOd/i5BngLYgnUF6Roi4XM1V0nVlXpfRv6DhUuDxqkKzpr7NoVdrkmQBHxlgz19WONjUbNA12uCdwxy2zapBiJHZkotrk5stppWps3hyyrqbZsGdm/P0AQ6YVvY6SpLISRH7daW8VhftoZVuQEmC+Q759smKhxCV3+MCrFmDL4fjEqGcYN6gONhKKo840qrabCEYM4wA9TsDRhKCBoMNBUsCOoOxRvUMLg+8VwuM43qnTV2uD7xXgsI5V+/avtfRv61IIu74YerHfy/cs+dXVjJ09OVlSEGFOGhqZVVQVRceDAeF3dWBLzQIjqqKrqck3YYMgJmFLYDNJURCbg2xhpKgthUFOBrMIUcgLMX4x0tsj3z06YqHHZXP50B+CdvrFNSAzdeXjHwV6cKCXsBemCXmIaCaSNU6Gm4lP4OVdQLIbRDj/XoD1bIU6VstJdhR6UUlcLOvgqtl/95hGHDo3jordjY8v2DAcOjFdVhYuKxPz19WOwVK6qqtpPM0RPz5SiRNNu+jc4OD08PLNjh0k7itLSkAWXqCJNRWQCvo2RprIQBjWV0xngoxbkBJi/kO+fbJiocalc/rQiBzj8XIMQhhIiTsJYQeFThI+AsaX4FV8IfBq68zCcBhyXj1MJh9NqKhPzqVyFnnDBM7B9qaATq5iR7581KC5WjhyJ9PRMMaaUlCjR6Gw0Gl/8qrk5wguP3bvDU1OzqqoODk6nfYKTLn7/jKqqDkc6vfhKS0PhcHRiYtacLgIriz17MuLtvhZIUxGZgG9jpKnyDO2DlpwA8xry/ZON1da4jV3+tMBIPxzdh7OYUCOF7jzMz2vCSU3wFmZV8S5/EFbSugUiur5/oTsP45lAilBCIk2l6/uXstIZU64WdFwq6Lxa0OEq9GAVk++fBdm8OXTixCToK1j8KhKJMqYUFyuNjeOlpaHt20chqBUMzmRhBF1RkZJeQbX2Yt3uyUgkasFlf0lTEZmAb2OkqSyEDQZhE6uCDMFkg2o8o2jnR5kjUZgrJabXpyLykYqK0KlTky7XBFta/GpoaJoxZW5uDkYAjo1FM7qaU0mJkvYhduXlocbGcQuO3Fs7mzbFx/UQRBrh2xhpKgthRFOR75+dMNjZIt8/22CixuX0/cstpjWVLmm8zAnLsmtX+OzZ6cOHI2xJU8HcqqmpWfRYTzuHDo1PT8/CQdPFsWMTqqqePDm5lkI2bw5ZweWiujoIBk4EkTn4JkeaykKQ759skO+fbJDvn4Sk6zInrE9xcXyBJlBTsBGNzvIr56aXTZvSvMBuY+O4okTXMp4QQnaDg9OmS0gXpKmILMA3OdJUeQb5/tkM8v2TDfL9k5C0XOaEBYF5RwcOjJ86Nen3z6DvH8qqwcFpl2uisXE8a06AOae8PBSJRPv7p3J+JqSpiCzANznSVBaCfP9kg3z/ZIN8/yQkXZc5YUGKixVeR01Pz3q9M6qqHjgwngnriIxSVKScPTt98KB95B9pKiIL8E2ONJWFMKipGPn+2YWUnS3y/bMZJmpcKt8/W5Kuy5ywJj09U6dOTR46NL5z5yhYO+Sp3VRt7RjYFa69qJISZceO0ZwbXZCmIrIA3+RIU1mIPL0RE6YhQzDZoBqXEKp02cjTR3lRkVJXN1Zbm4apX7Bq1q5dOV6i6okncm8KR9gevsmRpso/Etm+CdtJvAGBvg19hwoHTJwAkUbIEEw2yPdPQkxc5oxu0UQWKS0NpTGs1Ns7pSjRqirLLfu7WvbsCe7bFyCIJPANhjSVhTDy41ZtbcDpDNTWrphSxVZOVU/pDciYcv2r7X0b+tSCLu+Gnpz/49JChmCyQb5/EmLuMqdbdP6Sj3Gqnp6psbHonj15r4LSC2kqIiV8gyFNZSGMz6dKnp7SG9BV6MHn9NWCjpz/49JipLNFhmB2wkSNG/f9a2iIzMzMBYOzOf83CR4TlU636Lwm7zRVUZEyODg9PT2brkWlSkqU8vJQRtc7zg6kqYiU8A2GNJWFMHIj1o1OlJWN8OYEKb0BXYWecMEzsH2poDPn/7i0kCGYjWmv7h5paqmpOMsnZtT3r6tr+tlnn827/pztMVHpdIvOF3RHYufpNVhenrZ1rurqxlRVPXs290tUrRHSVERK+AZDmirPqKqKu/yhRnI4gkL3OqU3IGPK1YKOSwWdVws6XIWenP9TMkOGYKZpr+6Gr+6DcKHulznS1CKkvDtUpv22L7vqIfHu3HpI+SBcqM3WXt0NB8L8sSvr2qu7IT9s8NRUnL07t/7dobI11rhx37/t28M9PdNtbZM5rxpCwMRlLuEt2uv1er1ej2d5gCukwIOstjbgXXpBBpfLz78FnM6AUA5mE36EwgxsaUB1bW2AT+Rxu326v2GVlY14PD4Td+MrkzUW4aXJvRenT740uTeNZV6ecs7Njj0/cyYL53+85WTm2iRpKiIlfIMhTWUh8vTHLcI0ZAi2Fi676mHj3aGykaYWPv3N3p2MKSNNLbABjDS1oCjipc5lVz0WxX8qZOM1FZYPGXQ1FWNK375j9y9+gS+calxCqNKNULu0ZLmwJgT8IMg06+/V1gYgrOd0BoSFJYTdIRtuIFpNleT0EmkqxpSqqsDAgJc/qJFHeeyjByzC+39eo6rq979zKudnYo5f/+RLmWuWu3cHa2oCBJGEFdc1aSrrYFBTpfT9Y3qGUXyKrpMYkX0MdrbIECw5gqZ6s3cnyBhBLGlFEebnd+dLw8iV7u5YfiJNxZaCWn37jjGzNZ7oaqU2kC+Yu8yltfcUNJXTGZdSglhyOIKoqYTpprw64ksTYlBaTYVlsqWgmcsVH5DpdvtaW3XCYniSXq8Xx9sbeZR/54U9EGZ59bk9uY1TXZpqfS7qf3GqLb3FfmPyqUtTh1+arM3rONXGjSM5D4MQFodvMKSpLES6fP+0hlFCiq6TGJF9yBBs7fACCYb24VscpIeDAyEF3wJv9u6EbBB0eneoDAVSIk0l1FoSTQWfYjnp8v2jNpBHkL2ncTAqBd8AqBp4i4P6UPZAihB9QuUDO/ISS9BU3pUvXlO53T7YCye5ud0+LFDXH8jt9mH5Rh7ltrfuDIWiqqrmu00FaSoiJXyDIU2VZ6T0/dMaRmlTdJ3EiJxAhmBr4d2hMu2EpTd7dwqJ7w6VQUwJ0nEQoMAH4UIYzodxKj6bbpgLxJLxOBVbfY1rr1ZqA3kH2XsaQTDjAZxOccyey+WHmBWOCdTuxZZ0ER+nSjn2j9dUkM6nQCBRCIvhSfJxKoP/rNa6M/ucPTt97NjEpk3pL7mnZ2poaNrhIE1F2By+wZCmyg2mzYJS+v5pDaO0KbpOYkRGSVTjZAhmGhzjJ6CVTCCT+Px8AAoBacTPp+KHCJrQVObmU6X0/aM2kF+QvacRdLUKY4rDERTiSy6XXxBLusYSoIL4+VSCk0RyTQVxKlR0STSVuflUutadWWbnzlFVVScmZtO42q/NIE1FpIRvMDbRVA5HUBgVIBgEab2A3G4f/1bIhrc5fmAAZsMbLuDxxO+2MOQaT4l/QLpcKx6NumZBRm7ERnz/tIZRQoquk5jFgfpC7ya0csInmVBTWJXCzONEllBCXeDhhEds2mucDMFMgyZ+MGwvicsfhq3uzq2HFIhEoSKCRFRKkCLoLt2xf1AOlsDXo67vX8pr3KDvH7WBPMLcZS6bvSeO2YO7Lj7Ttfd8/E7QGBBuznBXx1v3cmxfzx6QJdVUfI8iuaYy/Si3yFCRnTtH9+8fy0TJmzYpDscojf0jbA/fYGyiqZajNK4V81MTTW/FYQPC4Art7166gwr4uyr++uVwBF0uP+6YvIfNzP64JS3wRSX5rVGoKXiCCr9xaq2ltPWCpfE5M1fjZAiWKwQHi7STaH2qnP/jRJahyzwLCI/4dJFS1ubv+lSbNimZGPKHNDaOq6ra3Z3fSzts3Kjk3FaOsDh8g7GJpkIETYVdZ8ELCLvFgsUQAh1l6DTrHogPdOBkVpBq8DZlD5uZGoTNmOJ0Xuzvf62yckZIFLYrK2cwD78NGfAt7uhyfVNblNUQNBX/s6Ku1hJqAcF61/2UcZoKDXwzVOPmfP8Iu6Lr8ocNhlpCnkK+f/kFBs0SLVe1dnJ+UdfXj42NRTMUpGJM2bUr7PfPHDs2kZP/LufU1ATr6ggp4OvdVpqKDyZAuJ+f5y0MGxA8hXj4XrIwhlCbh1+gkK0MYgi2QoniIUnMgrRH7+9/bXLyrf7+11ACAS+/fIPfrqyc4VP6+1/r73+Nz/DCC28zpjidF//oj25C4k9/+vdQJr+j1cDvCtZ/5GNEwneFKdpCeGGGA0UEaY2aCuZDZ67GTRiCEflLyh+wdV3+bG8RZm/I90828sX3b/PmUFlZKOdfly0hTSUPfL3bR1O5XDoxem3gHr2AcEygNr6hjVxps0FPGlUcvxIKsrkAACAASURBVMQ7jjpbbdTCiKZKJHgETQWyClO0mgryv/DC27gjJvJFeemV4ZcJQzCql7x+Jb+P6XpyWsQijDCHEU1Fvn92wuB8Kttf1A7HaF1dpuJgFoc0lTzw9W4TTZVoCJ/WZRXiD4nGayVaK13XkghmpmI0A3eEk0nLfCptP+zVV3+sPb3KypnJybfw7csv35icfIsPZGk1ldN58YUX3hY0lcv1TT7FOiQawsc4uwi+poRIFGZIZC3FNM5Rui0hEzVuwhCMyF+MxKm0npxWsAgjTEO+f7KRL75/mSYSiaqqKmcojDSVPPD1bhNNhcY+Xq8X9JKgRrReQJjB4Qhibxh9hLxeL8x5hW3dQdX4CBSMEOCtCRc4LVpN5XJ9c37+r19++QZqJKfz4quv/pifBAWiiE/s738N9hIy8EMEtZEr66ANA2JNgUTR1hQ2Cahx0EiCtRRL4OvIEmiqTNS4CUMwwsbouvxZxCKMMA35/hECMlzUvb1TZ89OV1SQpiLsDF/vNtFUa0RwsMgCBs2CDI4XIlJ+2znvmphen4qwE3lhCEakF7rMZYMuc6KqKrhnT4CQAb7ek2qq6wv3YvHX4k0hZfEa5Lm5uJQldm+xXz+PtsCPr7GVu8f3jWP/NX91MaipBN8/l+ubWhtAJo0TYF5jsLNFg39sg8E16GCD6t0emLvMdX+FITPAvIAuc2DTJqWqKuxw5PcSVati8+aRuroAIRV8A0iiqfoX7i9JqZuLsdi9hevLKdc+juui/sV7ywJpaS8QSJhHU+C1xdi9hevcxvWFeysEGGmqOFpNpfX9e/XVH/f3v/byyzeCwXl+X0mcAPMa8v2TjXwxBCPSSLp8/2prA05noLY2QHcDi5Ppy/zIge4fvlKxa8dAzv/T5Bw6NK6q6vHjEtmpk6aSEL4BGBz7hyoozrWPl4XTyhBT4o+uL9xbKiT+0c3FpVgWp98UJq2m0qLVVFp5I0yI0s2ZRidAIr2Y8/0jbIwMhmCykRbfP2oPdsLEZb75seGhnsO3/vSrsY8eiH30wMVwXc7/i+TU148NDk4fPDie8zPJGqSpJIRvADHNS6+d3FyM3V/oh+34+D3QQteWR/5xgaZrH3PDBREuGBUPYS0XuxzdYgqTVlOZ8/1DwcN/ZHsnQHtAvn82xuCcSS0yGILZFdPTJo34/tFaVflC2i/zXTsGXpnZ89ufPwhq6rc/f/CVmT3Wj1NJCGkqCeEbgIE4lTgwjzGFcSGmOP2L92L3F/qVa4sxcXygthzSVLoY0VRa3z94y4ehZHACtAcpO1vk+yeABp7oaM/bP7KVRo6CXST60PA2oeDfiCna5exMz3bQdXo02NlidjcESwJ6eApL/6HeECqLN2vFb1tb9VozWOFw2KgyUelp8f2rqgq4XP7sOyoRqyWNl/nxlpN//mrZf/sP/wLU1OJfPBI+f3DzY8M5/x+NUFSkVFWF9++XaIkq0lQSwjeAVJqKj1DxcAP5lnPGFq/xAkzQXTT2LxXk+ycbZAi2WqDHya8/BqC1faKAnm46rJfAEizJzdbWvWbG1qAjtJUCG8IKFrioYKLKSlKJjCmw1Lvu4SAd10LIRKXTZS4Va7/MNz82rHiaFv/iEZBSEJs61daR839ttUSjs6qqHqg/YyTzhWeOwIbiafp//8MDOT95E5SUKHv2BAmp4BtAUk11c1FjMhEXRVxUamXoiYtTLeXhdyePitVh2vdP16mPnAAtCPn+mUDQVNgbTmSan7y3zZIqMX5HbYQE0nHhaW05EAZZlamADIZgRki0DLduZSWSTFj1qJ+1FYQ76mqqtFR6ysucXP5kI8llXrwx+Bff2YJqCnlyt4cx5dc/+VLsowf+6d99/tc/+dKvf/Klv/+TAhgE+NqzT7wys+fKZE34/EHF03SqrQPCWVU7zxVvzM2dZOy88w9fP/Gj+WP/5y8f/F/+7Zee2tubJPPBfT2xjx5QPE2MKYqn6f/60HI/QJSUKPX1AYIQ4BtJEk3Fz5WKxZbFTyIv9aUUMc+yEsOPlof5Le2+cvKVpJoqjb5/uqP1yAnQapDvnzmwXwsDuvCtwxHUXjLCWsxIa6sfO9k4pFDodvPda6dzWci53T7oxMOgMrfbB4Zsut16t9uHZ0i+fwbBqBRbGt2Hb3UrSze4xFc9jvETGgNqKqjHDFV6ysucXP7sRFou86GewyCfgNs3HwLt9Jv3fjeJ1uIR8v/zP3wOZFjVznOMKa89+8QPX6ngZVjZFh9jStXOc0/u9mzbOrTW76Fw5L/+8nNqYD9jysaNQcXTdHBfT/Jdjhzohg3F0xT7yHJxKtJUhC58I8nKmr83F1aMEkwNaao42g6iQd8/I5qKnABzjpHOFvn+8YCIEhJBSvEpfFc40fwTXaEllMN3r/lyIOgB/enWVj/Ex3QPJIQsDE60kNz3z+PxaWNKoGF0KytRfFK3RlwuP18OP58KD5T2SjeiqYy4/HnplSevlI3cyGW++bHhS+O1n334O6CIXpnZA7KHMWXHtgtP7vY8udvTeaQT4lED3a1XJmuuTNb88JWKH75S8fMfFkJOrdaCsNU//8PnhPQd2y4wpqATBvCb934XNNifv1r2o6vlKMNS/oPth7piHz3Q9bS7vn6soiKE6V1trj/+doVj2+DzoforkzUnWl1LH41cHq9tanCzlZrqWPPJi6N1RUUjjClbS33h8we/87VdE4MH0njDMQhpKkIXvpFkQ1NdW9SbkZUM0lRxtDdog75/Ws1DToAWhHz/VkWiiBPjBmIB/IAuYQgZoJ2RpZs5ecgCNiDR5dKpI3PzqST3/Us0nUmQHHxl8SHHJLUJ8BEwtrKpaE8gXZVuRFMxcvmzC+m9zKt2nvvR1XKcVQWj40xQtsUHMgzeKp4mxdPEyzBIh1gWCLkkGizl4R4rCfzv7/+rP7h2VFXVo0cjmP7cyL7/7f1/xRc17X2KMWW343zsowfOdLYzTlM11Pb99ucPvvrsbsaU5gb3r3/ypd+/uPPb0erYRw/8j2+WZLlaSVMRuvCNJCtxqlUjqabSotVURnz/mEZTkROgZSHfP+MIZm6M83yDLwdjDvxoQL7Xi91loReOZQoxBxxmBofDqTXYDYJIBRQoiDRdCzgjSO77x/v4geCBbaxHbWUJKkjwnMCagr2EGtHVVGmvdINxKnL5k4fVXuZth7pwZar/6c//++MtJ7NznqjBOo908jLMyL6n2jv+5g+rv/+dU9dfaj7SGB/X99zIvthHD/S6noa3b3+r4md/yJieptrtOP9ff/m5H1zZDjn/9g+LQFwxpvQcPxb76IG2g13ZrDLSVIQufCMhTWUhyPdPNsgQLJskGiGWucOZW5+KWAu5jeiaXp+KsBOZu8yH+5phftQ//8Pn0jDlKSuMnj14929/9//+9/8Spks9N7Lv9s2H8NMpb+NnH/4O09NUsY8eeOe1Usz5/yz+y3deK31htO5iuO7F8N7YRw+Ezh7K5j9SXKzU1AQIQoBvJKSpLIRBTZVD3z/GlL4NfYcKaanB9GCwsyW5/5udIE0lIUYucyO+f2QImS8YucxN1+bmx4avTNZcDNfl/N80QnGxUlc3dqQl8OuffOn7Lz3O4prqy5jB23MYhhfqaqp//uXnHq+4wJjyeMWF2EcP/PKd3/s31x9757XSP/52xfdfejyl6UV62bRppL5+mCAE+EZCmspCWN/37/pX2/s29KkFXd4NWb2X2RXy/ZMN0lQSki7fPzKEzBfI3hMpLlZUVY1GZ//yjS3/5vpjjCnPjey782+XNdXLUzW/+dvfZXpxqpLiQOyjB/5mPj5v6p/+3efHzjtz+L+QpiJ04RsJaSpLo9VUOfT9cxV6UEpdLci/xQetCfn+EYTtSYvvHxlC2gnb16Ya2H9pbG9dVX9Pz5TiH/4/PvzvnhvZx5bmU/3hle27K8+dPOr65P0HvzHxJEvgUQHzpl4YrWNMmf965d//SUFddT9jSvHG4MgZk14dpiFNRejCNxLSVBbC4r5/rkJPuOAZ+PRSQWfOvy4bQL5/skFxKglJl++f5IaQeQTZezKmHDnQ/Xdvb0Bzv1dm9kA6aKo/+XY5pP/xt+J+g7qaijFl7Lwz9tEDfZ1Pl272/8E3Hv+vv4zbD/70D4q2bMrqV0eaitCFbySkqSyEEU2VW9+/qwUdlwo6rxZ0uAo9Of+6bEDKzhb5/tkM0lQSYnx9quS+f5IbQuYRBjUVk6A2d1eea2/xNDWFHY5RSHluZN9/W/wXjCm7HedLilc81HD1rRRlOs5XPj6Y/f+FNBWhC99ISFNZCPL9kw0yBJMN0lQSQpe5bNBlznPy5KSqqs3N8SWqnhvZ9+uffCnnZ2WCkhLy/SN04BsJaSpLY8T3j+l58Wl9/4Q85nz/cKygrq8gYQLy/SMI20O+f4SAPLXZ2Dje3T1ZVRWGt8+N7Pv/fpV6yWDrsHGjsm9fgCASwbcW0lQWwpzvn64XnzD2T5vHnO/fT3/693BcWvM3LZDvn2zQD9gSQr5/skG+f3aCNBWRHL61kKayEEY0lSBmEnnx8dl085jw/eMTSVOlBSOdLfL9sxOkqSTE+Hwq8v2zBwbnU0lSm8XFyv79YwcPjuf8TMxBmopIDt9aSFNZCBO+f4m8+ARNpc1jwvcPEl2ub/IpxFog3z/ZIE0lIeT7Jxvk+8dTWhpSVXViYjbnZ2IO0lREcvjWQprK0hjx/dP14hM0jzaPOd8/beSKWCPk+0cQtod8/wgBqWqzu3vy+PGJnJ+GOUhTEcnhWwtpKgtBvn+yQYZgskFxKgmhy1w26DK3E0VFZPdHJINvLaSpLIRBTSX4/rlc3xRsAFkCXz5MJE8/i2Cws2V7Yyh5oM6WhBi5zMn3z06kvMwdjiBWK9amjeu3piZ85EikvDyU8zNZOxUVI/X1AYJA+OZBmspCmPP9e/XVH/f3v/byyzeCwXnMpjs2jx/CR55+VoB8/2SDNJWEkO+fbKS8zFtb/c3Nw4wpDkewqys+V9bG9dvTM6WqamNjvtpU8JCmIgT45kGaytKk9P1jK5VSkmxCToOefg0NkZmZuWAwX2eXWh/y/SMI20O+fwQPViU/n8rG9bt//5jLNYFLVOU1pKkIAb55kKayECZ8/xgngfiPtJqqsnJmcvIt/NSgp19X1/Szzz5LP65nCPL9kw26lCSEfP9kw0icyuEINjcPC5qK6tf6kKYiBPjmQZrKQhjRVFrfP3grLDYlaCqn8yJv8Wfc02/79nBPz3Rb22TOvxxbkrKzRb5/NgOv8Y6Oq7Gl161bd4RskH779id84vz8e5A+P/9ekmyE1TC+PhX5/tkDI5qKMeXpp/14h2e2rt/S0tDBg+M09o+wJXzzIE1lIcj3TzbIEEw2eE2FWuj27U86Oq5inlu37oBqwg0Ab9awkSgbz6effpbzf5mgy1w2KBwtsH37qKqqfv9Mpg+UBcrKRmpqggSB8M2DNJWlMef7V1k5IyzgCxGqysoZPht5A1oB8v2TE15TCcoH06PRGxjC4rdv3boTjd7AveAj+Pvpp59h5Aq2Y7EYHAu2c/6Py4k537++DX2HCgfwrY194WRDNt+/zZtDJ05MNjdHcn4m2aG6OlhXR8gC1vtbb/0sZsmXpJoqXb5//f2vvfDC27ymguF8gtAib8CcQ75/sqE79o8PUrElycSYsrCwyGuqhYVFPoMgvaLRG1gURq5Ad/H6jcg+5nz/rn+1vW9Dn1rQ5d3QAyk29oWzGeT7JzmkqaQCKn18/O0PP1xcZ8kXaao45nz/QFOh6GJMmZ//60RCK0lpBr0BCdMY6WyR75+d0I79W1hYFEbuody6ffsT1FFCnKqj4yofp1pYWOQzzM+/x2sqtjQXK9EQQSKjGJ9PhZe5q9CDUupqQQefh1Gf2/IY0VRS+f4xptTWjrW1TdhjiaqUkKaSCsaUw4dfjsVi1dXVuVZP+i/SVHHM+f5pNZXBOJU5b0DCNOT7Jxu686kSzXoS5lnFlkbuQX5+PlU0eoMfDXj79icQ6RJKBjGW8y9BNkz4/rkKPeGCZ+CjSwWdmId84fIC8v3T0t8/papqff1Yzs8kC5CmkgrGlF/+8j9fuODLtXRK+JJUU2kx5/snaCdmTFOZ9gYk1gL5/skJr6nm59/jxc/CwiLEqUAyYQAKff9AL7El3z/4FEYD8imMKZAyPf0jDHzl/B+XExO+f1cLOi4VdF4t6HAVejAPs6kvnGzI5vvHmNLYOH70aKSiguJUhN14662fffe7/zrXuinZS1JNRb5/skGGYLJhwhDMYHCJH/tHWAq6zGWDfP8kZ/fu3JvREdnh61//oeFpVMff+c3SLOoPXxRS4gnrXvwQZ1r/5p3jKzMtJeiUt7T/0u4rs5KmipNR3z/BVIrPycj3LysY7GzZzwZKWjLX2SJNZVmMXOa6vn9CYlnZiJDBxk5xeY3xy5yvONjGWraZN2Bpaejo0ciBA3ZYogqhtaokx+P5hvFpVMff+Q2vfH7zzvHllBc/jKsiLtM6FFlxgfTihwk/EhLEUkhTxcmc75/WVIrPycj3L1s1Tr5/UkE/YEuIOd+/2tqA0xmorQ3gtV9bG8D1fwFyirMmxi9zvuJaW8WhgHbyBty5c1RV1cHB6ZyfSRohTSU5v/rVfxoaMjONSlRD+F5PJq0UUssvjf5CZSZ+JKmm0pIh3z9dUyltaeT7lwXI948gbM9qff+YXqdZq6ns7RQnA0KNg6zi3zID3oANDZGZmblgcDbn/04SNm8OHT8+0dhIcSrCJvzJn/ztf/yP/7MJQbVSOcUH8C3Hq1aO5nvxw9iHH+oO6ONH/omC7Pg7v+FzS6qpsub7p2sqxcj3Lxc1Tr5/UkFxKgkx4fsH20IeXU1lY6e4/MXgZV5WNsI7D7W2+p3O5bCkcW/Arq7pZ599lu4t2Yc0leT86lf/aXBwcJWCSju8bx0fYuJyxYcHcrEncUbVyr1JU63EiKZKl++f1lSKfP+yT8rOFvn+2Qzq90iI8fWpeN+/qqqAy+WHMYGQUlsbT+H3YvZ1istfjFzmDkeQl9BMo6uNewNu3x7u6Zlua5vM+T+enObmiMs1UVpqH+s/0lSSs6r5VEvqR1cXaQWTRidpdZe4N439Wwn5/skGGYLJhu6avxi/1+bXeqDzKwJDClqo4wLBhKWgy1w26KcTXQYHp1VV3bMnnPMzSRdbtyp79gQImbl48Y8++ODfGxZUYixKiCst50B9hKJKlF3avcmjIhXmfP+YxtPPoBOgrptfcidAYo2Q75+c8JoK1qGan39PEEXCmr8AZGZLS/1CtuTHwpxEriDfP0KgrGxEO5iTrd4JkCWw8LUg9fVjhw6N5/USVY9tffbx+n9NEDxvvfWz7373uhFFxb9Q/CTyUkdRhEkYg+K0lDDTainvyniWpJoqXb5/Wk8/I06ALIHzRHInQGItkO+fbOjGqUAmLSws8sqno+PqrVt34PaIOoonkaa6ffsTjH1FozdwGw6UpEAiQ5Dvn2wYiVPV1gaam4e1mmq1ToCJLHyJTECaitDCmPLLX/7n1U+sMv168R39aVUJX6Sp4pjw/dP19EvpBJiocJbKCZBYC0Y6W+T7ZyeSjP379NPP+JzR6A1M0Q4L5INan376GSooxpTbtz+Bhao6Oq5CCbz6MrJ8MJFejM+nIt8/e2BcU2l/LFuVE2ASC18L4nCMHj8+kddLVJGmIrQwphw+/PIqJ1at4bVqSSWBpmp5tOf8I+3VBef4xLT4/ul6+qV0AhSKQlI6ARIG2XGwd99AW+kTK0ZokO+fbCSJU2EKACEm2Ba00K1bd7TL+6KC4jNDgfzYP2F2FpEFyPdPNgxqKm2QarVOgIksfK1Jff2Yqqr9/VM5PxPTkKYitEDbGB9/2/DEqmy/Vq2p1K80xtati61b9/qXqxlTWh7tgbd3P78eMrz+5WpI+cWDRcIu6lcateVgorCXkC22bl3Lo/FfiX7xYBEm8pnvfn69tpDqgnN3P7/+nS+WJ/+/zPn+aT39jDgBMo2mMuIEmDX2DbTNxdbNxdadvrGNMWXHwV54G7rzMGTofKMKUgbfL4aUw881QMrh5xqwHG1i6M7DfDnaI87F1nW+UbXG8y99YiB052E4eR7y/ZOTlJoKNRJbGafC/IkKvH37E8gQjd7Qaiq2Uq0R2YF8/wgBbW2acwLUPu4tS3l56MiRSE1NHntUkKYitGDzeOutn8Us+TKjqWADRRTw+per4aPXv1x9/pF2TG95tEeQSQDKIdh454vlsDtu4OFQvEE573yxHFIYU84/0s6Xwx+X59Tvdf6X33mQL5Z8/5KAEmjw/eIdB3sxvfONKvio842qfQNtmL7jYC+KK5652Dp+o/ONKtBLuIG7Y0446NplVXXXial/+gIv8MgQTDaS+/4JA/Nw+hMoIhzIh/lv3bqDNoC4++3bn6ATIKRAOQsLi0I6kR3oMpcN8v2zK8WboxU1rxMED99CYnr+vUtcX7i39LRevCmkLF6DPDeXOwT3FvuZwpjSv3A/nrBwPUGBH19jK3df2hcwP/ZP0FTvfLEcJM07XyzHgBJjyutfrn7ni+VCTOn8I+0YOIIdsTT+I8ZpKsaUXzxYpFVooOWAJGcL8a5TvxcP2RvUVCl9/7Quf9oUbTn54gQoaKrTN7aBlDp9Y5ugtU7f2AZRJkzcN9CGkSLYEUsTNBgWi0AgK3TnYQyIwY5C4AvUl3BcBDJXd53AGjfS2coXWyciJaY7W8aDSzRpymoYucxN+P7pusCRE6AVMHKZV1UFhBo34gTIVj4O8q4NHD4c6e6e3Lw5/6z/irfMPr5vniC08O0kiabqX7i/JKVuLsZi9xauL6dc+ziui/oX7y0LJCX+UVwg3Vxc+RHufm0xLreWNq4v3EORpjDTmgoVFFsaiYeSBhUUaCEMK6lfaUSxdP6RdlRKUBQqpUSaCvK0PNojjOIDNSUEx3T5xYNFqNzS5funNZ/QpgSD88HgPK+p8sIJEKNSjCmD7xfzQ/hQQUFA6fSNbbBx+LkG1FH7Btow3ISaCt5qNRWv0OBwbElTQVGgx3AvEF2D7xfD4YTAF18OjjM00tkiWyc7kYUfsElTWY0M+f7pusCRE6AVMHKZP/20v7Y20Nrqb2hYrt+UToDC4yDv2oDfP6Oq6s6dozk/k9VCmopIBN9OksaplkEVFAeF07KCWs7JqyOO6wv3lgqJ73VzcSnexek3hZnTVHc/v14bFOKH5GE2kEAQtuJDTEKcquXRHj5OxZfDz6dieiMJQU3hyMNECHEqLSZ8/5ieI0USjwqML6XRCRC/nDRy5aG9z//sKxevsSsP7eV5/u1HhcTnbn/hG3t3Pv/2o9/Yu/PKQ3u/sXfn8z/7Cnx0qbf8+bcfxR3ho+VsSx/Bp5d6y1cc6GdfgcL5lEu95Tjnai62ji/w69OPac/269OPzcXWXWrffuWhvfF/LWlnK79snQiC0CUTvn9aFziWwAmwoSEyMzMXDM7m/HsgEL7KYCOlE6D2cWC8DViExsbxxsbx0lKKUxH2gW8n2rlMes3p5mLs/kI/bMfH74EWurY88m85ZXHxY72xf1wwKh7mWi62f+E+r81WrakgWKRN58NQAMik179crY1TMW4+FWTj51PxESd+7B+eAD+fCnYHqwzdE2Nm51Ol9P1jeo4UWk0FmSHAxZdjWSdA7WA8gA9DARAFwjCRkAGH5AnZ+AgYWzKowLeD7xfDp6E7D8NpQLHaWVs4mPDwcw1CnMrEfKr8snUiUkITLSQkQ75/Whc4lsAJsKtr+tlnn6W2lwl0B20a+aqxgrCiUzoBah8HxtsAsUZIUxGJ4NuJgTiVODCPMYVxIaY4/Yv3YvcX+q8v3FuafBVP0Ssn7ZoKvfVgvB/GkTDQhBlQw8DgQMiAESrcERUUvNUO7RM0FUvg+4cOhEZ8/4xoKiO+f/39r0Ei7qVVWZOTb7366o9ffvkGL5C0Oa3jBAgj/XB0H85iwnF0YN/HjwaEXSADzqTCHVGhwY5aQwtd37/QnYfxTCBF8BtMpKl0ff+MdLbyyNaJSAn1ayXE+PpUq/L903WB03UC3L493NMz3dY2mfOvIiUORxAeebh6hPAQdDoD8NbjETPwgsTLveCr0M3mdvv4tx6PDzSt2+3DL9DhCPJLWbhcK6z5yspGPB4fX3HM2GUOVckvP2XECVB4HBhvAxahqirc3T158GD+LVFFmopIBN9OUmkqPkLFww3kW84ZW7zGjxIUdFeGx/6tBcHBIguYXp+KMId2fpQ5tJbrBjG9PhVhJ0hTSQhd5sZZjsm4/LzacTrj6547neKqEsnX7sNPdbNhsWxJ0jCmOBxBl8uPmi25pmJMqaoKDAx4+bOiyzwRjY3jqqr29OTfElXFm6Yrar5DEFr4dpJUU+mYTMRF0VIMann2FLpW4AwrMU6VeY8K+5FR3z/BTc6475/MmNZUiTDS2bKgfROxRnhL9JjeOrwLC4to9Pfpp58JbunCjsLQbVyQClzUc/7PEuT7t1oETQWr37IlMw/+SxBiRDwowJJkQ+2ER4Rj4duUmootRc+0U6GS/oOpH9xLhV8UtvExnRPr3bVQXh46eHB81648XqJKly07vrG9bp6QE74lJHng8nOlliZHJfNSR1GEO2IMailytbT78jC/pd0XV5jGSaqpsun7p3WTM+77R6QLgz9gu92+VT2tCcvCX+O4pK+WWCz26aefCebp0eiNW7fu8CkLC4v8Yr7z8+/BLqCpcM1fIreQ799q4cNHLpcfx+/B/wXPRIwpJRnNwceaEmVD7YSZYYMPW3lXvnT1qtvtwxIMTo1O+eAG+KcwDPLPofUuoQtpKpnhW0JWfsS8uSAuVJUC0lRxMuT7p+smZ9z3j0gXRjpbVVWBhoZAXveQCES4xpPIKhRIiVI6Oq5qJdb8/HuM28JX6gAAIABJREFUKbdu3Zmffy9J4UQ2MT6fKkO+f/mFy+XXxpSEyWZMMxUKIkvC16X9EnSzuVx+VHG1tQFePjFTcapVPcqTPLiFDGzJa5dfAUXXetdr4dfY2NjExESuzyLNr37vCznv2RO5gr9as6Gpri3qzchKBmmqOHjFYkpafP903eQoTpV9jHS2nn7a39rqTz5ngMgXhGs8SSiJV1ALC4uxWExQUDjAjy2NJMT88JYPYRE5JOe+f3kEjvHT/u/CPdDt9vHahg9tAcLowUTZGFPAZAJK4yUTnExa5lNpH+VGHtxspdEu7DU5+RY+yrNpvZsuQqGoqqrl5flnp54EilPJDN8SrDnYXlJNpUV7I06X75/WTY40VU5I3tlCN6eqKnFmNmEP+HlTPLpxKl6A6U7BAt0FcgvnXxE5J7e+f3kEjPSDF4gi4SHodvvgLVpWwFsYd8frHxyJp82m/fJhL4cjyGeAtyZ8/7RoH+VGHtyC0S7jvHYhMZvWu+mipiZcVzdWXJz7M0kjpKlkhm8JpKksBPn+yQYZgsmGNk4lRJ8Qrabq6LiKw/m0nzIu6gWaqqPjqjXv77JBl3nWEBwssoDB9anoUW5vNm//evme1wg54VuCNZ+5pKni6N6I0+X7J5Sj6/tHZBSDna18t/AiEP4a7+i4msRDAlUTSCPe94+tHPgHISld3z/4iAYB5hYjlzn5/tkJg0tNSuj7x5hSXz/W0zPV2Jh/S1QlYsuOl3IeKiFyCN8YSFNZiGz6/gWD88HgPH9P1x37R2QU8v2TDYO+f4SdIN8/2SDfvyQ0N0dUVT15Mg9WoDYIaSrJ4RsDaSpLk2RiqzbFuO8f4xQU/ril6/tHZBry/ZMTfo0pPsRE2BLy/ZOcJI/yTPj+WZmKilB9/dj27aM5P5N0QZpKcvjGYM1HuaSaKmu+f5gZfifjy6E4VTYh3z/Z0F7jhO0h3z/ZIN8/qSBNJTl8YyBNZSEMDsJOi+/f5ORbr776Y7hBQwppquyTsrNFvn82gzSVhBhfn4p8/+yBkUe5tL5/RUWK2z05MDCd8zNJF6SpJIdvDKSpLASZBckGGYLJBmkqCaHLXDboUZ6ciYlZVVVtY6e+efuL5XteJ6SFbwykqSwN+f7ZHvL9IwjbQ75/kmPO98+uToD19WN79oRto6mQjcWRnMdMiOzDtwHSVBaCfP9kg3z/ZIPiVBJCvn+ykS7fP0mcAG0DaSo54dsAaSoLsaqJrdoU8v3LO4x0tsj3z06QppIQ4/OpyPfPHqzqUb6qB7ewC8tPJ8DGxvGBgem6urGcn0l6IU0lJ3wbIE2VG9qru0eaWmoqzvKJ5PsnG+T7JxukqSSEfP9kI12+f7qaygZOgEePRlRVPX58Iudnkl5IU8kJ3wZsqKne7N0JT6/LrnrGlMuuenj77lAZZPggXAgpb/buZEwZaWrRfeBhOSNNLYwp7dXdQjmYDQ50d249n6G9uvuDcCFme3eorL26G9/WVJy9O7deKEoL+f7ZHvL9IwjbQ75/kmPO9093FrQNnAArKkJ79oRLS0M5P5P0QppKTvg2YENNBQqHMeXu3Ho+/YNwIagaXuowpow0tYC44mmv7obdceODcCGIK9wAeE3FHyi5pmJM6dt37P7FL+DZMjILkg8yBJMNilNJCF3mskGPckkpGs25Bx2Rffg2YENNhQiaitc8fPplVz0vbDARhRZoJNyd/4gl0FQsVZwKi4pdWde37xi8NXIjFsz6dBONGAoxpvRt6DtUOJCkHHICzDQGO1tk4WUbSFNJiJHL3ITvH6C9jWtTiCxjcKlJaX3/Nm8O9fdPnT1rnyWqGFOKN0/nPGBC5AS+GdhWU2FUii2Nu8C3OEgPwk04OJCXQLzQgqLw0ySaih9SiGMFEa2mgsJRjGkfvbqDsPv7X+NnVZlzArz+1fa+DX1qQZd3Qw+kkBNg9iHfP9kgTSUhGfL9Y3q3cW0KkX3I9y85JSWKqqrR6GzOzySNkKaSFr4Z2FNToV7iuTu3nk/kQ0/Au0NlqKOEOBXjwlBCXEsbp4IUE3Eqphl2r6up0NgHU4RiUxoKuQo9+MS9WtDBZyYnwCxDvn8EYXsy4funvY3r3tgJK0C+fwJ1dWMOx2jOTyONkKaSFr4Z2FBTCUoJ4SUT04zNgwwouvj5VJCNn0/FqyPTmkp3PpURTcW4CanMlBOgq9ATLngGti8VdPKZyQkwm5Dvn2xQnEpCMuT7p72N697YiexDvn8SQppKWvhmYENNxQ+3G2lqeXeoTLDjEwbjCRkwQoW+f5ANdxQMLbRj/4zMp9L1/TOoqV5++cb8/F9jijknwKsFHZcKOq8WdLgKPZBCToDZJ2Vni3z/bAZpKgkxvj7Vqnz/mN5tXJtCZB8jmkpm3z/GlEOHxoeGpuvr7bNEFWkqaeGbgQ011RoRglcZItH6VCk1FWEnyBBMNkhTSQhd5rJBvn8pOX58QlXVo0cjOT+TdLGxZCLnBnRETuCbAWkqa5FSU6XL90/XUIh8/7IP+f4RhO3JhO+fwxHEt3iLQEMLumlYiqz5/jHNI9uaToDl5aHdu8ObNuX+TDJHSens9r3zhO3hK500lYXIpu+fNoV8/7IP+f7JBsWpJCRDvn+trf7m5mHGFIcj2NUVn2/p8cTvFeRqk0Ny6PvHNI/svHACtCWkqSSBr3TSVBbC+HyqNfr+6aaQ71/2MdLZIt8/O0GaSkKMz6dale8f5m9uHsbMmEh3jByyKo+K9Pr+MT1NZUEnwLKy0NDQdH//VM7PJHOQppIEvtJJU1mIrPn+Mb2bNfn+ZR/y/ZMN0lT2RncIX4Z8/1pb/Q5HsLl5WNBUVVUBPoXIKCcOnB7uPLH/iXN8Yg59/7TlWNMJsKwspKpqJBLN+ZlkDtJUksBXOmkqa5E13z/t7Zt8/3IC+f4RRCIcjiDcAPE3BeGW6HQG4K3H4xP24svRZnO7fVrPALfbx4sWj8cHCsft9qFEcTiC/A8cLpefn7lUVjbi8fh4+z4gE75/KMPwLoGJeaSpsCLga3S5/PDW6QyA9S7WeLSnHR163W6f0xn4IFyIZrx8tg/ChVjjQjY83IvKSSgHv943e3cOXxhwOIJ359a/qJz8fqQRjHlPHDg963fjCT/r7Tpx4DS+3f/EuXF//7PeruT/pvZRniHfP205lnUCrKoKl5eHcn4amYM0lSTwlU6aykKQ759skCGYbFCcalXg7wgul59XO05nfDSs06nzW4PL5eclljab0xkA9YIbQrFsScAwpjgcQb7A5JqKMaWqKjAw4OUPR5d5yirGbxvxeHywSInb7RPWnPzBSO3g+SEQS5iIlfJBuPCDcCE+NL1er5Dtr5QdI00tra3+3w86h7ufwRp/ydMUPnuaMeXvpkuhxmEtyuSaijHF03pqxHd+qm95QTDy/SMYU4o3T1fseY2wPXylk6ayEEY0lRHfP3L5yxcMdrbIwss2kKYyh6CpWlv90BfnwzhAbW1AO1ZWyMaXJqgvfIt54Fj4NqWmYkthMfSWMHKZG7yxp/RzwzFg1nF4M4KgqfBLBkEraKqvBbpBJKNYgmyMKW/27hxpavnBSC2W5nL5fzBSi/u63b6/my6FI46fOfVm706s8emBZ6I97Ywp3w01QY3Djik1FWPKVF+n1+v1tJ7CGhcy6GoqoY6MOAEypvRt6DtUOJC88ejWvtXcAo8fnwgGZ/bsCWei8DylbNe3ttV+l8gv+BokTWUh0uX7Ry5/+QL5/skGaSoT8OEjGBvGD3WDOyT2oaEvrtVUfDZeCAmaCrUTpsMGH7byrnzp/uThdvuwhDTe2FP6uf30p38P+S01yisl+F3V1gb4IZr8t82YEruy7vuRxu7DfaCp7s6th2818PQxPtsPRmr5BvNXkScg20hTC8SpIH2qr/PN3p1Y4yND5yEyNu7vj11Z93N12/TAM4wpJw6cFmpcq6kYU2b97nF/v/EaZ0z5sz/7qTClOaUT4PWvtvdt6FMLurwbeiBF+yhPVPtWcws8eXJSVdXGxvGcNz/rQJoqH+FrkDSVtUiL7x+5/OUR5PtHEElwufwuzfQkYeoRW5oKhf3jRJ4uQjZtTvgUVRx08fn7sIk4FUvfjT2lnxsm8rt78/PldAZiV9Zd6mtyOgNdXf6+Pl9Hh7+vz/fb5x+aOtfd1eUHZeXv7Prt8w85nYHfPv8QZPvRWG1fnw8+7evzHT06jNk8nvh8qr4+3/zA3vmBvVBmV5f/os8Fb/lzmB/Y6+vumQu4oTSnM/BC4KSvuwffAs9fcHm93rHeLpzHlbLGXa5vBoPzujWeyAnQVehBKXW1oIPPzD/KdRsP02gqc26Baaxfv9/v9/tT58uTV1pud6Sp8hG+BklT5QaD9lDay9WI7x+5/OUL5PsnGxSnWhU4xk+gtjYgXBFut6++PpCyl+N2+xyOID+fSvtrBZhMoGUCSiY4mbTMp0rLjV3Xz+3ll2+4XN+0lMNbEoQvU6gFGKQHQE2hwwS84Etur+7+IFx42VUfu7LuL2dqvh9pBGcLLAc2IBvOp2JMgelSWOPXzuy/7Kp3ufx4XPWca6qv09x8qpQ1Do5Qf/ZnPxXaAEvsBOgq9IQLnoHtSwWdfGb+Uc70NJU93AJtD2mqfISvQVtpKvxNURikgXdVHAHC38drawPC8A/MBrdsfvgB//iEwwkpUJT2Z1Shc6BrD2V8farkvn/k8pcvpNRU5PtnM0hTrQp0gYO7Oh81ggzYyRakEc7GwaGAQjZIEe78AP6E4XAEBTtBcAJcre9fhm7sun5uFlyJKAnaMCDGkSBI9ZczNfDWNzj47lAZ+v45nYHTx/pjV9a9qJz8xxfY6WP9/LOe9/3rPtyHX357dbfb7Ttx4DTaAPI1/mbvzue6mz0eHw4p/Ctlh8fjM+H7l7LGscpcrm/iI9iIE+DVgo5LBZ1XCzpchR5I0T7KmUZTWdMt0OEYVZTouXPTOW+H1oE0VT7C16CtNBV2OuHHSExPMqEZMgs/lWE5cIPG+a8CoKD4j7RFac8BMfdzJmEnyBBMNkhTZRPdG35GMT0AgTD3bes+mgHe7i9zJFqfimo8Jdu3j6qqGgrZeYmq1VJaeaW86n8g8gu+Bm2lqZC6usCWLctPtZqa4LZtI7DBpzOmVFaOVFaO1NXpP3cbGgKMKdu2jezerTMLedu2kZqaIOTBbFBUZWV8l8rKERhvXVMTrKwcEUqAT7duXU43ciMWTHjICTCvId8/grA96TJ0zbIzG2EaE49yI75/Rh7c2pK1iVbw/SsuVnbsGC0pyX1l2YzyPa9XEFmE//JtqKl2715WL3V1AaczgG9raoKgcFAjgQTS1VQozLZti+silE8AaCqUTyDYeE21ZcsI7tLQENBqKjgK5jFnFkROgPkL+f7JBsWpJCSbvn+EFcic75+RBzfLE98/IkOQpiJNJWBeU9XVBbQxpZqaoJDY0BAA/QOqSaupnM4AhLZ4du9eUQ5oKiwNtnlNxQe4eKWHCHEqIzdiXbMgcgLMU4xoKvL9sxOkqSTE+Hyqtfv+EVbA9KNc2DD34GbGNJU537/0curUZCQSraqiJarSCWkq0lQCJjUVjvETqKyMCx6koSGA0SdtDEqIRyGCLkJNBUP+4NCJ4lR1dSviVA5HsLFxuKlpmE9ci1kQOQFanGeaT492n2isTjHsXgv5/uUpiabW5PzEiCyTTd8/wgpkyPePGXtwMz1NZU3fv56eKVVV6+rGcl5ldoI0FWkqAZOaqq4ugK5BTz0VqKwc6etbNhFiTGloWHYZ4ucunznjg8AUaCSnc7kciDV1da1wAgRaW4d7evx46NZWf2urH0YbnjvngwjV7t1Bj8d39OiwoKm2bRsZGPDh7sv1sXqzIKmcANHNCeI2Z87Ev5++Pl97dXfsyrrXxo5Cisvlxy+zq8vf2+sbaWrBlLa2YazQ2JV159u64K3bHS8ndmXdz8ZLMZvX6/3HF5jL5T95Ml5l7dXd3wq0trb6L7vq/3KmZjJwBnylGFNm/W7topCN1eciw/3PD59MXuMCkvv+CdWNLmGoMNEXjp+q7nSKRttYDn6HQjlCNu+Sn6fgdrMqdC3gCDnJmu8fYREy5Ptn5MHN8sT3jzGloiJUVhbKeWXZDNJUpKkEzI/9gz4TrnmPoCWu9vd+sO8DGwkYCsivXgIbeCv0rhwPzTvt8ocQ1pTUdsu2bBnZv598/0zWL37bWN1nz/qiPe2MKS6X/w+G9lzsaYJsdXWBy676scE+t9s30tTyZu/ObdtGQFrjN/y/Prf+wpnzMO+up8f/+0Hnpb4mxpQPwoVT57rHz5x6d6jM4QiOnO//6Wjp2bPLq52EfR7GFCjf5fIPd554d6iMJdBUjCkXjp8a8Z1Xz7qS1DiRpLoRvL50V1zV2m8K1y8s6spv4OFAvPEe3GsxCNH19sz5t0pkGbqxywbVOJFDtu7+9tbdV4mswX/5STXV9YV7sfhr8aaQsngN8txcXMoSu7fYv3LfewvXExT48TW2cvcV+67Z90/QVNhD0rVedbvjC65jCq+IPB4fXxr/Ef8W88Cx+F2SdMvgd3G0HzB4I9aa8PRt6DtUOCDksbfvH9/Jrq0NnD+/HFhY8Jc+/0wTYwpMclPPuaI97W6377Kr/rKrvq4u0NQ03N3tZ0xpr+5+1ts1H3xqaGAIijp2zP+KcgzClZdd9S952y77noYFIt1u372vPXTyZLzGuw/3XQ66nM7AtwabIt6+2trA5NDpy656xpS5gPuZ5tNMb56eetbl9XovHD+VqMZ1Id8/QVPhNaX9iQTss4UF6ITrF0sTbhT8CrC6mkoIi2E5sGyR7vlor/Gcf5lEljFyYyffPzth7lGeLt8/3Qe3NZ0Aa2vHQqFoX99UzqvMlhRtHC3f8zqRafjvPImm6l+4vySlbi7GYvcWri+nXPs4rov6F+8tC6SV+8ZETYW7X1uMf7S0cX3hHoo0ha1dU/F9Ji+3sCO/ei+kQA9Mq6mwIwWaCntagqbCPhmm4zpUfNgqSZ/Y7fZhTnNmQde/2t63oU8t6PJu6Il/0Xb3/RNEr3dpJOe2bSPhoTM4ymvBX/qPL7A5XzcMBrvsqofv9u3RWqi1D8KFLpd/PvjUQH9ckR475r8UcMG4TdRU7dXd0E2/97WHGhqGYd+BvvN/PFrLmDJ+5tRfztTErqybDJzZtm1k27YRddjd13Y6kQW/OuyODPcnqvFEjURm379E1c24tVxxeW6oHUFTCdcvfppIU2Ee/uLFqDWkQ7G1tQHI7HQG+AMJ1cdf4zn/PoksQ75/spFb3z/dB7c1nQB37Qqrqur3W+5HW3tAmspSmooHVVCcax/HI0u4wdO/eO/e4oKwCx+5iu91c3Ep3sXpN4WtRVOBiBISQUrxKdA9wh5VkjiVEHTSjjWC3hL/izXePaFM43EqZmDYvWAW5Cr0oJS6WtABG2n0/fNa+OV0Bjo6/LDh8fja2oZvBktvBkt37w7CF1tZOXLunO/tgZ0/CZX29/v27Anu2xeorByZDz41ceH02wM7r52u6+72/0jZ4x28ACuVHTvm//3RJsh27XTd1wZdeLjKypFfzRTu3h08d85XWTniHbywOFVYWTkSGBrAPG9H9tXVBdRh94WTPXV1gT17glAs8tyAy+v1Bk+dqqwcgV3M+f5l9YumV1pfVH0Svsj3TzZy6Puna9hrTSfAoiKF5lNlDtJUOdFUwkuvam4uxu4v9MN2fPweaKFryyP/MNB0feHe/YV+jQzjg1HxMNdysf0L93ltZlJT4Rg/LTg4B4AfpPFHbnihrOLnU0FfFm+FwhgkxpTWVr/L5ceft7Hvm3JKhu5ci9WaBbkKPeGCZ2D7UkEn5hGOZRvfP/7L5Ku7tdWvnnPB0DvGlIaGwNmzPt5ywOv1ghOJ0xn42Xgp9nLAW+K1saOnj/VXVo643f4fjNTifCpv7xmYT8WYctlV/6feyi1bRqDGz7k9i1OFtbWB8TOn/tRbuW3biMMR/FrwVE1NcNbvPtfRox34Z24+lcy+f4muHfCD4VNgSiRf3fw3Jly//HwqPuzMj/3TnoA2TsWWJk9CUdo6ovlUBCPfP/nIre+fwTiVNZ0AiTRCmionmipVvYgD8xhTGBdiitO/eC92f6Ff6V+4v3Jcn145GdJUaAuGNy+MGkG3BntdgjTCOBU/T4PPhjvyPTAAgmC4F58B3vLKDT/S9QRL2cPWNQu6WtBxqaDzakGHq9ADKTb2/ePDgBCkwte7Q2WxK+vw7XDnCfwyGxoCbrfv3aGyn6vbXhs7ejO4bOjX0DD87lAZ+v65XH70/XsnUNnaOtza6v8gXBi7su7u3HowdTx6dNjr9Z44cHpxqtDj8V0ePIoHCg6cbWkZnvW7tTWu6/uXsoctue+fEPVtbfULegk/FS5MyIAaSXv9YnXze+lqKr4qcT4VP5gQtkFpC3Wne43n/Fslsozx9anI988epKzxjPr+GdFU1nECPHduOhqdLS+naFX6IU1lPU3FR6h4tBYUoLI4WwvwnljOk5Wxf2tB18Eic8fSXbuGXOAyCj90E5dpBsDBInOHTrQ+Vc6/ExuT2+AerU9FAOQCJxtU48YZGJhWVZWW/c0IRaGtu79NZBr+O0+qqW4urvSfwBgURqWuLQqhp+XMmjhVFj0q8hcTLnC6XTfBCbCsbAQm0yffUesfSBAEQayRtPj+5cSZjTBHNn3/hAe3Qd+/lHtlp3WVloaKi3NfX3lN8eaZiprXiVzB10USTcXPlVqKOCXzUhfGB6JwWlZiuPvyML+l3RdXuMhIqqnMucCB+djTTy9H2LROgLW1gebmYV5TNTQEGhoCvKbS7kVkGopayAbVuISky/cvJ85shAmy6funfXAbGfunuxe1rjyFNFVeaKr0cXNBXKgqBaSpVuECB/P1lyd46DkBgqYSlBikQ9RLdy8i01APWzaoxiXE+Hyq5L5/OXFmI0xgpMbT4vun++BO6fuXyC44J62rvn5senq2u3sy57WWv5CmkktTXVvUm5GVDNJUq3CBA3X09NN+VEdaJ0DtwD+Ia6FRoe5eRKahHrZsUI1LSLp8/8iZzYK0PNpz/pH26gJxomx2fP90H9wp41SJ9spJ69qzJ6yq6sDAdM6rMn8hTSWXplo9kmoqlmo+la4LHASpeHcNrRMgLLHFR7eczgDIMyxHuxdBEASxdtLi+5crZ7Zson6lMbZuXWzdute/XM2Y0vJoD7y9+/n1kOH1L1dDyi8eLOLzv/PFcr6cd75YLqTze2kPF1u3ruXReOjmFw8WYSKf+e7n12sLqS44d/fz64Wjp6zxNPr+aR/cRsb+Jdor+62ruFjZtCn3DS+vIU1Fmio5kmoq8v2TDYpayAbVuISQC5xx1K80wgaKKOD1L1fDR69/ufr8I+3aHX/xYBGKIsaUd75YLryF3XEDD4fiDZTSO18shxTGlPOPtKOsiq1bp3tcxpRTv9f5X37nQb5YqvHVQrJqLRSXTJbtvkrkCr4uSFNZCIOaKqXvn0GXPyLnUA9bNqjGJcRID5t8/wQETfXOF8tB0ghiKVF+IR6Fn55/pJ2PKaGmYkuqTNgRtByQ5Gwh3nXq9zqN17i2jrS+f0zjzqfr+5eynWiPpU3U3Ys/euZa1/DwjKqqmzfTElWro2zXKxU13yFyDl8ppKksRLp8/4y4/BFWgHrYskE1LiHk+7daUEGxpZF4KGlwUB9qIWHkHr8X7ohKKZGmOv9IO2gqYRQfqKlEwTHhiKjc0uX7p3Xn05pPBIPzweA8r6mMjP3TJmpbl3D0zLWu4eGZ6enZHTtGs9O6bANpKovAVwppKmuxdt8/ZsDljyAIgsga5PtnnLufX68NCvFD8jAbr6Pufn69ruyBwXt8nIovh59PxbgRgAioKRx5mAghTmWkxlP6/um682mdAFFBYewope+fbqLQurRHT9S68As0zT9/4QtrLyTnZP9KIU1lEVbccEhTWYe0+P4xAy5/hEWgqIVsUI1LCPn+GUeYFoWoX2kUIkjawYG6sgey8fOpeOnFj/3DE+DnU8HuYJWhe2LM7HyqlL5/uu58Wk0FmSHAxZeTMk5VWTmD9hhM07q0R89066IpVauFNJVF4CuFNJWFSKmpDPr+GXH5I6wA9bBlg2pcQoyvT0W+f+itB8P2MI6ECgozoEbi/f1waB8WggpKsAEEtJqKJfD9QwdCI75/KWvcoO+f1p1PO5lqcvItkGdYjhFN5XRe5BuSbusSjp651nXgwLiqqidO0BJVq4M0lUXgK4U0lYUg3z/ZoB62bFCNSwi5wGWNRA4WmcP0+lQEUl8/pqoqLfu7Wkorr2zdfZXIOXylkKayFuT7RxAEYTPI90820uL7p3X5S5fvH7Ul2Sjb9UpFzWtEJuC/Z9JUFoJ8/2SDohayQTUuIeT7Jxvp8v3TWk2ky/fPam2pqEgpLycv9QxCmoo0Ve7PI8sY0VTk+2cnqIctG1TjEmJ8PhX5/tkDIzWe0veP6TlSpMv3z1JtqahIUVVVVdWiotzXnV0hTUWaKvfnkWXI9082qIctG1TjEkK+f7KRFt8/pudIkS7fP6u1pXA4Gg5Hy8ooVJUpSFORpsr9eWQf8v2Tk46Oq7Gl161bd7QZbt26Mz//Hmzfvv0J5OzoWJ4c+emnnwklYAruSBBETiDfP9lIi++fUL8sfb5/1JZkgzQVaarcn0eWId8/2cCoRUfH1du3P4Ht27c/4cUSyK1PP/0MpRFsRKM3Eqkv2B0LTMStW3eiUXpYZhWKU0kIucDJBtW4CTZvDtESVZmjtPLK1ie+RWQC/nsmTWUhDGoqc75/hAXR1VSffvqZNufCwqIQbtLVVNHojYWFRdgWNNXt258sLCxC5AqywTaUTBGt7ECaSkKM9LDJ989OGNRUOfT9s1rLaW+fUFW1vX0i53UnJ6WOl8qrXyM9Ty05AAAgAElEQVTMwX+TpKksROZ8/whrwmsqHLnHB6kQrabSlV58jEso8PbtT0CDdXRchX0xTiVExojMQZpKQsj3Tzas7/tntZZz4MD41NTs8eOkqXIDaSrSVPYkQ75/hMXBOJVWOwF8ejR6Q/e67ei4qhu5gpJ54QQp/Ni/WCyWcqwgQRDmIN8/2bC47x+1HIKHNBVpKhuSOd8/wpqYGPvH50yUhweHCN6+/QlOxNJqKrZy3CCRIShOZW/aq7tHmlpqKs7yieT7JxvW9/2zYMvZtEkh379cQZqKNJUNSampTPv+EdZEV1PNz7+nlVWolyBIhS/GaTA+EsVnw08Fw0CYRrWwsKhrJEhkAtJUa6S9uhvukB+ECyFFuGeONLUIKXfn1mtvqpgndmXdm707+ZSRphb+cHCgy656zNBe3c2Y8kG4EDZ4airO3p1b/+5QGZ9ofH0q8v2zBylrPOe+f1ZrOZs2KaqqTk/P5rzu5IQ0FWkqG0K+f7Kx9h628eASTZqyAqSp1shlVz1svDtUxoufy656kEYjTS2wAUDgiM8ggNoMN3h4TYXlg2TS1VSMKX37jt2/+AU8T0YucPJBNW6CcDg6PDxD1n85Ycvjl8p2fYswB/9NkqayFuT7R2QI0lSEnRA01Zu9O0HGXHbV83oG0dVUmLm9ulsILgFaTYW7JNJUbCmo1bfvGKaQ759sWM33r29D36HCAb4cobFp8xBESrbs+MbW3Vclh/9CSFNZCPL9kw2KWsgG1Xha4AXSu0NlOH6PcYP0+LgTSiOBu3PrMYPuvVd37B98lERTwadYOPn+yYbVfP+uf7W9b0OfWtDl3dCD5QjCTJsnyxQVKRUVodJSmlKVT5CmIk1lXYxoKvL9sxPUw5YNqvG18+5QmTam9GbvTiHx3aEyjFyhvOERRgkCl131fDnaOBVbUmLG41TG51OR7589MFLjWfP9cxV6UCZdLejAcviWo5sny7hcE6qqHjw4nvPqI4xDmoo0lXUh3z/ZoB62bFCNrxEc4ycw0tQiRKJgcCBOf9IijB4EhCGCJjSVuflU5PuXp2jH3jOL+f65Cj3hgmfgo0sFnbol6+bJMs3NkXA4euAAaap8gjQVaSpLQ75/BEEQiYCRfgCIIuGeiRlASvFj9kALYcyKD15hNiGipTv2D5TYB+FC7e1a1/dPC/n+Jae2NgDfDzzXHI4gvPV44j8mtrb6IQV+XsQM/K+N2myMKR6Pjy+HPxw/Ubm2NgB5hGcrpODDlzGlrGzE4/EJeViq+VRZ9v27WtBxqaDzakGHq9CTqGRtHoJICWkq0lTWhXz/ZEPrpb6wsCh4oCP4EW81gTbouGgvptBiUxaE4lS5JZGDRbpItD6VkI1c4JKDosXt9vFSB/UMzCLW5ne5VqQL2XCQvHa0vKCL3G6fIM+054BUVQUGBrx8Ivn+maC4WCkvD+3cOZrzMyGMs3n7i2U7X5Yc/gshTWUhDGoq8v2zDbqaCtahmp9/jxdFHR1XYR0qXLFXYGFhERbwTbQiMCIs9UtkE9JUEmJQU5lwb7M9gqZCyeRy+YXnoJAB3/LZsDSHI8hLJhjZgcGr2toADrB3OuOzl53O5dCZoKnwU5zDbFBTCb5/Rrwftd6A2jy6LUc4lq7vX24pLw+pqjo2Fl1jORMTsxMTtM6VVSgpnd36xLfsDf//kqayEOT7JxtJNBVqJAQ11a1bd4RyOjquYqKgqW7f/gQDXLCYFUaxYM3fWCwGRySyAGkqCTGiqYy4/OXcmS3L8BEht9vn9Xr5eBR8gXy4CfUPImRDHaWrqXB3UGK8pnI4gqi4PB6fVlNB4ZjHnO+fEe9HrTegEd8/prfmrzCG0AqEQtGBgek1FnL27LTHM5Xz/4UASFNZAUk1FTOwPhX5/tkS7dg/UFA80egN3XS2MvT06aefoYJiTLl9+xOQWxjpwsy0YhVB5IREHhU8wtQaKzizZRO326edEqydJ+zxxENPLpc48UmbjY9TaWcgYzbY5jUVRK4gs3bsH9PEqZiB9al0ff+MeD/qbiTx/dMtypqaKi0MDZGmshCkqayApJqKfP9kI0mcClMAHPKH0ohHO94Ps/HCCbLxAgxnYRHZgeJUEmIkTpXS5c8KzmxZQxjChzidAUE4oZOEbuxImw3nU/H5UVPBsxUOnShO5XaLcSpz86kS+f6l9H4UPkrp+yfsCFhTU5WWhnbtCm/alDDD44+PHjw43tExIViub90aam6OHD0aqa4eVZQor6l27w4fORJpb5/Yu3cME48ciRQXK07n2P/P3vsGt3Wd577wRJ5kctPWbsanCcVFgZJIiKZMkDIpMRBpySIlURJNSiIkWTQkwYAoSiIpkCAhin8EbTtxnCvfylFC1kk9Fpvm1G3aOGoaT+2LHjZpdKY+npZ2xgM3mNMzh5qO4sNoJproXs3JB9+ZfT8scHFxAwQ3QQD7z/tgfsPZWFh7Y+39cgPrwbvWs9rbRzRvUVIysHv38JEjI08/vfAW69YNPP30Ra93ZN++4cpKrKC1AqCpzAA0FXz/SKBfU8nTqzSaSjPzSnPA2dm7/IBClWnmU/EBgYZfCiJAUxFEj6bS4/JHx5mNj/QTw/bEXCZ5AB4v4d+DYowfn+8k553kaqJE4z8h6jNpfKBmPpVsIbis79+ymiqt758e78dUb0A9vn8snabS+P6Zgc7OUUVRduy4mPbVffuGFekRCiWvQHn54OBgVJRfvnxFaKrW1kuKorS2Xjp1alRRlObmpExSFCUYHOP1H398kUbq6Rnny2Q9//zYli1DjIWffHIoElk4fjR65cknYaShF2gqMwBNBd8/EmT2/dMMzBOGflwjCWUla6SOjgnN7rOzd8WOvIRPo4rF4ppyUACgqQgC378Cs5SDRT7Ien0qkEpLy6W+vstLaarh4WhLS1IUVVQMRqNX9u0bZizc3j4i9NUTTwyOjiY11RNPDCmKUlsb4S/5fKMDA8lqiqJ0daWZuFVZOagoSnn5IpXl94/5/QuJrzNnxvz+UcOvlVVwbrxcXn3N3sjnC01lLuD7B/SgP7mESVMAmI2lXOAyu7eZ0KsNLIWpfP9s8J/jdg8pilJVtZAgCgbHfL5RxsKBwNjRowsiR3hUNDZeVBRl//5LBw5cOnDgkt8/pihKaWmYsbCiKF/5SnrlFg5HA4Ex+dXh4ejevQvjAPfvvxSJWPtiFgDn+rFNtd8mgnzi0FQmAr5/1ChA1gKaylQgT0WQXPn+mXMODEjFbL5/VvnPcTrDmzcPud1pRtbV10cURdm0aSGDdPLkKNdOvb3jsqYKBsd4+e7dw4qiPP/8mN8/duLEWGfn6JEjydlTiqLU10fStqGsbPDw4RFFUbq7xzdsCK9bN6Aoijy3qrl5eHwcXu3LhRKaykxAU8H3jwToYVMDESeIHk21rO8fs07PGOjRVIX0/bPKf05V1ZCiKP39abJAfFReff1C+mh09ArXSF1d4ydPLozNCwSSmorLsPLyNAotg6biOJ3hUOjy4cMjjIUjkahsZdHefunCBeSplgGaylTYX1NV7T71VHdb+ZOLVm+E7x810MOmBiJOkJz4/jHr9IyB2Xz/rPKfU1oavnDh8unT6ZeoOnt23O8f27Rp0OkM7907rCgKt+Dbs2c4Go02Nl5kLHzgwCXuP8F3GRy8fPDgJb7tcg0K6bWUpmppGebzr0pKwmfOjLW1XWIsfPjwyOXLV3bsuMRYuL7+4tBQ9Omn048bBAJoKlOxvKZ6qrvtBXXNC+qakzcrGQtX7T7Fnw7e/iKvcOT1Ol5y9j2nXIE/Fez/6k5evv+rO3nJ4O0vysdJfccX1DVHXq9b5RmWP9k9ePuLvPGL4gHfPwAAsDXZ+f6Z06sNpMVUvn/2+M+pqhrq7h7n5nsjI1caGhaEDTcMVBTlxImxjo4RoalqayPnziV3GR2NdnYmhwgupak8notDQ9EXXnhBUZRAIHmQkpLw8eOj0egVRVHGxqKtrZcMvxTmB5rKVCyvqYQEOvues2r3KVF+5PU6/tKR1+ue6m5LrX/yZqVc/oK6Rt448nod10tig8MlmXh69j3n6mXV1mePjv32/xANY/D9oweyFtRAxAkC3z9qwPcvayoqBuvrIxrnPZmSkoH169OWh53O5Pa6dYtsGNetC2c4YCrl5YPiUDJlZcZfH6vgLL1kuB2f+Xz/bsTm5n2Z49OakvgkrzO9YP08Fw+wMAvEF3aaXOqAdybZ4t35vvOsYOyfRlMJyXTyZqVcnlqBsfBT3W0iU8TLxdGqdp+SM1oaJcZYmCeyBm9/USTE+I6axBdXX7wktTG88tZnj/KnOjWVf61/T/HCoEG4/FkX2Utd3EfcKj075KWrYrF4NHqTHzltZc1CVaAAQFMRRKemouDeRgSdmipPvn8spZNgof+crq5xRVE8HgyuszwbHv+64RkkU+WpArH781JqOq6qc7EbCyWTd5K6KBCfWxBIYa6aklJq8o6q3o8F0hxwMq7OxW5IG9JeLMz0ayqRlWIsfPY9pzyE7+TNytRxevu/ulN++lR3m3gqNBV/mqqpNAqNv8o1FT8U12NiLy66zr7n5LJNk/iSjyPGGerRVDe+3O5f61eKnu1Ze4KXwOXPuqSuT8VSlvRdEamaKkNlaKrCA01FEPj+UcNY37/UToKF/nMOHRrp6hoXi0oB6wJNlQGhgpJM3klmlsRGGqbjizTVjdjc/EGSe03H53NZkn4LM52aKu0AvJM3KzWFg7e/yOXQyZuVmvlLmjwVV0QiTyVXTs1TCU0ll8hzrnjmShxQI+c4mjwVW24+lbc4KD4lJ4o6+AZc/myArKlmZm53dEzwlXlVVRUySSwHzGtGozdnZm7z1XvFcdJqKlHId5+Zuc2PMDNzWxwTfusAFAz4/tkeo3z/0nYS8J8DCg9ZTaV5pLs4sjpKjt/jWmhyYeRfykg/rdzSpLDuTEqHDcTuy5WX11SpIoez/6s7NcKJyx45oyUjhuSJamI+lVyfiyXx9Ox7Tv7q4O0v8mbw99Vkt5g0NDFVU2Uxn8pbHIwUPce3rxYd4RsY+Gdd0uapuMKRpRRXR7Lompq6FY3eTL1dNTezrKlmZ+/yp7FYXGgqvjE1dWtm5rbhV4MCyFMRBL5/1DDQ9y9tJ8FC/zlOZ7i2NrJtG/JUloesplruymgH5jEWZlKKKUkgPidnpbRjAsM51lR8pJ8Y3SdmMYnEEbfvE6MBxVBAbhUoMlRiR6HQ+I4aacSW8P0bvP1F0RJeovEbXEpTpfX90zP2b6Ko42rRkYmiDm9xkJfA5c+6pJ1PFY3ejEZviuxTR8cEF1FinhV/leepNAfMkKcSkkzoNzH2L+2hQD6ApiKIHk0F3z87saymyqvvX2onwUL/ObW1EUVRenqsMfsLZACaKh2a8XsCaSDfQk1JMqUZEJjrsX+rYSkHi5WSarmuk6zXpwJ2Im2eij/Vk6daqabiT6embkFTGQU0FUHg+0cN+P5lTXn5YHf3+NGjo4a3BKyS9Zu+argjn8l8/6bji3NNgdj9pCiaz0pNxjWppzCbvCOrI7Z49xx7VBhO1ppqKfRoKrG2Lwe+fzZAo6kYC4v5VKJczH3i+melmkqkwmZn70JTAWAg8P2zPVn4/rEUvz6Wle9f6n8OAMbiqrm+6clv2RX5TDNoKnmulKouiJ+lvNTjk4ueqqrKff8WlJjYfSGLNV9/sQyzjKbKLTrzVD5fr+xIAd8/62JI1iIWi0NBGQXyVASB7x81svP9S+vXl4XvX+qav9Ziy5ZIQ8PF0lLjWwJyBTRVTpmOLRoluDzQVEtqqrq60M6dIXn2FHz/rEshe9gizbUar3awSqCpCKJHU8H3z07o0VQa37+0fn1Z+P4xFp6aejcQ+M7Xv/7XFv1v6em5rCgK7NTtBDRVLpmMp5uRlQloqiU11cGDfa2tfT5fryjBwD/rgh42NRBxgsD3jxpZ+P6l9evLwvePWT9P1d4+curU2JYt0FT2AZrKWIhqKrbcfCqXa4BnqOrqQs3NSR0F3z8AALAQ8P2zPVn4/qX69WXn+2d1TQXsBzSVsRDVVPD9owayFtRAxAkC3z9qwPdvNZSXD3o8FzH2z06Uuf+4vNq2yGcKTWUidGoqje8fsC7oYVMDESeITk0F9zbboFNTaXz/NP8AaQsp+P55PBcVRenqGje8JSBXONePbXry23ZFPlNoKhORne8fsC7oYVMDESdIrnz/gFXIzvePj/GT51DR9P17/PHBrq7xAwcuGd4SkCugqYzF8fd///fqmjUUWbnvH7ABMzO35TUINGtVsfmVf/m2WLpqauoWW7zwlKjMSzo6Jpi0DhXf0fCTBYA42fn+AQuxUt8/Nh9xTYnmsBR8/4D9gKYyFuSpVuD7B6yL/AN2BotzboAuNJW4afkGV1ZsXjt1dEzwQ0WjN+W1fcVTYCDIUxEkV75/wCpk4fvH0rmS0PT9YyxcVxfZtWsYS1TZBmgqY4GmWoHvH7Aums5WBlk1NXWLa6po9KZYsVckoDRPhabiNWdmbk9N3cKyVGYAmoogejSVHt8/YBWW1VRpff94kmpq6l1xHLK+f/39lxVFqaoaMrwlICdAUxkLNBV8/0ig6WxlSCXJmkokrGRNJSrwOvLavnxgoay+gFFAUxEEvn/UgO/fKjl0aOTYsdGKikHDWwJygrP0kuHufPD9M74dhQe+f8SR503JLJWnEjOmRKEQZmIQIJdeYnoVAMBY4Ptne+D7B8iyqfZbm2on6CCfOzSViYDvHzVS81RCGmmQ01DipuWSKRaLiylVmpqypuJWFoafMnGQpyIIfP+oAd+/VVJePrhr13BDw0XDWwKyAJrKbEBTwfePBHJnq6NjIoOHhKyUhO8fH84newZySTY7e1c2BhRDBHm2CoMADQSaiiB6NBV8/+yEHk0F378M7NhxUVGUzs5Rw1sCsgCaymxAU8H3jwQ6ff+AbYCmsjdud7/HE3K5BuRC+P5RA75/q8TtHjpxYmz37mHDWwKyAJrKbBDVVGy5+VTw/bMrIrMkHoY3CQCT4PGEeH/U6+1jLOx29/OnwWDyp6XW1j5eIv/Y5PX2aT4kxXFEnj8Y7JWPI1eTp616PCFep7W1j7dB0Nq66F1croFgsFdTJxX4/tke+P4BskBTmQ2imgq+f9RA1oIaiHgWCNHi8/XKUkfomdbWPo9nQdhw0RUM9mo0VTCY3J1vtLb2cXElNjhcQcm6yOfrXWpogEZTMRauqwt1d/fIhfD9owZ8/1ZPQ8PFlpZLhjcDZEF59bXy6lfpIJ87NJWJ0Kmp4PtnG9DDpgYivho0msrrTUopr7cv9VNRo3bc7n6hi/hL4mjyS4yFPZ6Q19snklceT0gMt25uTs5lbW5eSJ2lDhngrwonIZ2aCu5ttkGnpsqJ759d/08uXowqigI7deviXD+6qfbbFJDPGprKRMD3jxroYVMDEc8aWSP5fL09PQu5IK+3TzOoj6XTVCL1JDSVeClVUwn5xAWbrKnc7n6huFKzYaKFog58/6hRSN8/u470a2sbOXoUS1RZGGgq80BUUzEd61PB9w8AQA2frzf1Q8/r7dMUitF9bLk8lcezKE8lj/TjmkocjW/LmopnrtK+C0eTp0oFvn+2p2C+fzZw+QO2BJrKPBDVVPD9owayFtRAxLNAjPHT0Nwc0rhByG4TqWpHnk/FpGlUmppCU/FPWv7WS+WpfD5tniq7+VTw/bMoW586t/vw6crqRd/IhfT9s2ueyu0eamm5VFcXMbwlIDugqcwDNBV8/0iAHjY1EPEs4CP9xOg+MZdJHoDHS+RPRaGUhEYSvn+iGt9R8xOVqM/mpRRbrKnYYqfBZX3/9Ggqsr5/T3W3vaCueUFdc/JmJWPhqt2nXlDXtF/bfjoUTAbL39l+bXvw4kkRu5ZoU/u17eIaejyhJ3b5T1728qcnL3uf2OUvqz4r7yX+W8Qw0eDFk+3Xttf7vCxFnAux3dwcklW6Zjofp7K692xf98nzQU3EC+b7Z1dNtXv3sKIoXu+I4S0B2QFNZR6gqeD7RwL0sKmBiBeetA4WeSLr9anIsv+rO/nG2fecVbtPifLDQf+TBzs9ntCJ7tNP7PKL8jPnz3Eh9PzZM3xDXFJ5o6z6bGNXu3i1uTn5K+SxzvNHv75XlO8a2McPImsnOQkp50jTairGwk/tP3Ou99zBkwFRAt+/1VNbGzl6dLSh4aLhLQHZ4SwdKa++RgH5rKGpzAV8/wAAwN6k7WEv6/tnV4c3jkZTNXa1P7HL7/GETp4PllWf5YVud3+w93RZ9Vm3u/9Y5/ldA/t4uUgtNna1H+s8zzNXsuIS+cbA+S5ZoTEWbok2MRZ+fsDf+vyJ9mvbO5VnjnWeZyz89LGTXeHnO5VnngueYSy8a2Df82fPHP363vZr21Mbf/BkoKen56n9Z0SJHk3lX+vfU9y91D9A2kI6vn/A0pRVvWJ4+gh5KgFRTQXfP2oga0ENRJwgWfv+scVjumzsBHjk9To5YdV+bfuTBzsZCweDvY1d7Vzq8PF7XEeJdZ/5NeSuIWXVZ3cN7OOZpSd2+duvbW+/tr0l2iTPlwuc79KM/+QHPHLx8Inu04yFO/1nD184WlZ99rm+k7zO2b5uXi1wvsvt7q/3eWW1Jgj2nuY1mb481Y0vt/vX+pWiZ3vWnhDxhe+foKQk3NQ03NaGsX+WBJrKVEBTwfePBOhhUwMRJ4geTZWqlFL93OzqBHj2PeeR1+s0he3dnZqsTku0aetT53p6enjaio/u41OheJ6q3ud9YpdfM9Sz3ud9/uxC+oinv5g0VpBrqpZoEx/yx2XbE7v8Z0NnRJj2tZ3fNbDvpP+8293/5MHOVE2lyVMtq6m8xUEhpSaKOuT45sT3r8cWjytXriiK0tvbu3xVEzwMv49MBTSVqYCmgu8fCdDDpgYiTpCsff9YSp7Kfk6AJ29WPtXdpil0u/v9Xd3yhCg2P0jvzPlzzf5OxsL1Pu+TBzuFa0hPTw+vIM+MYizc+vwJPniPw/NXotqugX08IdYSbep47ozX23fEH2zsat+599xzfSdFY3y+3gyaKov5VN7iYKToOb59teiIHHH4/gkOHRppaxvZsMH4loCVAk1lKohqKrbcfCr4/gEAgNVJ1VRL+f5pNBWznRPg2fec3PfvBXUNHwH4grqGj/QTj/Zr20XWiPv+CZe/ru7zXHrtazvPS7ilhJj7JIbwaa58p/KM8P1jLNwSbWoNHerp6eEOFj5fL59e1X5t+66BfT5f7+ELR0/6z6cGLq3vH9Mxn2qiqONq0ZGJog5vcVDEF75/wB5AU5kKopoKvn/UQNaCGog4QeD7lz8au9qFg4VAs4izHniOKwt0rk8FsqCmZqi9fQRLVFmRjZXfMNyOD75/Amgq+P6RAD1saiDiBNGpqYj7/hlL1poqLdl9lac14tcU1tWFNHX4QVyuAc2ONqCtbURRlPZ22FRYHteWb2160rbIZwpNZSLg+0cN9LCpgYgTBL5/1Mjuq7y1tc/jCR08uJBh83hCzc0hjyckqh082MdNDnfuDIm9eE2xjpZtqKuLIE9lD6CpjIWopmI61qeC7x8AAFiaVE1F2ffPlmTxVd7a2seRSzR7iRKxwW0PW1ou2E9TAdsATWUsRDUVfP+ogawFNRBxgsD3jxrZfZVzmXTw4IIXvJyzkuvIL9k4T1VaGt6//xLG/tkAaCpjgaaC7x8J0MOmBiJOED2aiqzvny3J7qucJ6lkd426upDX28fHBPIS/rS1tU/MnrKxpiopCSuKoihKSYnxjQGrAZrKWKCpYBZEAvSwqYGIEwS+f9TAV3muaG8f2b//Ummp8S0Bq6Hc/cfl1bZFPlNoKnMB3z8AALA38P2zPQXz/QPAKhieUEKeihbw/aMGshbUQMQJAt8/ahTS98/eNDZePHx4pLYW1n92wHDxA01FCz0fxPD9sxPoYVMDESeIHk0F3z87kd1XeXa+f/bm6NFRRVH2779keEvA6jFc/EBT0QK+f9RAD5saiDhB4PtHjUL6/tmburpIS8slt3vI8JaA1WO4+IGmIgd8/wAAwN7A98/2FMz3DwCrYLj4gaaiBcyCqIGsBTUQcYLA948a+CrPFRs3Dh46NHL4MJaosgPl1ddsiXyOGTXVjdicmnzEpzUl8UleZzo+X0WdiwdYmLHwZLLofiyw1AHvTLLFu8/vy4Gmgu8fCdDDpgYiThCdmmpZ3z+5PHMdYCzZfZXD9y+VjRsHFUUZG7tieEvASimremVT7bcpIJ91Bk0ViN2fl1LTcVWdi91YKJm8k9RFgfjcgkAKJ1+aiwcW7a494GRcnYvdkDZuxOaESAszaCr4/hEBPWxqIOIEyZXvn1wutuEEaELg+5dD2tpGdu0aNrwZYKVAU2VAqKAk88JpYUOqmZRSWrl1IzY3f5DkXtPx+XyXRoAR1VRMx6IW8P0DAABLk53vX2pNOAGaFvj+AeKQ1VSaR7qLMx1fGMiXHL/HtdDkwsi/hZKkcArE5xYN/5OSUck018JhA7H7sjYjqqng+0cNZC2ogYgTJFe+f4yFq6svj45+X64DJ0ATAt+/HNLUNNzZOVpVBes/i0FWUy13ZbQD8xgLMynFlGReQUFTZc+yH8Tw/bMZ6GFTAxEniB5Npcf3r7n5ZY3pH5wAzUl2X+Xw/UtLZ+eooihNTRj+ZzGgqdIhZ6hkpIF8CzXV+CTG/q0CmAVRAz1saiDiBIHvHzXwVZ5D6uoiTU3DWKLKcmzc/H8a7shnMt+/6fhi/4lA7L4mBzUZ16Se4FGxOuD7BwAA9ga+f7YnT75/jIX9a/17irsNP0EAlqWs6qrhSSTz5KnkuVKquiB+lvJSF6JofsekHltQYmL3hWF+87svVl9ENRV8/6iBrAU1EHGCwPePGvnz/bvx5Xb/Wr9S9GzP2hOGn2ZhqKgYPOZ0934AACAASURBVHZs9NAhLFFlPaCp8sN0bNEoweWBpoLvHwnQw6YGIk4QPZoKvn92Iruv8mV9/7zFQSGlJoo6DD/NwlBRMagoSn8//smtBzRVXpiMp5uRlQloKvj+kQA9bGog4gSB7x818uT75y0ORoqe49tXi44YfpqFYcOG8J49w9u2RQxvCVgp0FQmgaimYssNwobvHwAAWB34/tmePPn+TRR1XC06MlHU4S0OGn6OAGQGmsokENVUMAuiBrIW1EDECQLfP2rgqzy37NkzfOrUGKz/LMfGym8YbspnJt8/w4Cmgu8fCdDDpgYiThCdmkrj++f1flN+mraOHm9ABqe4gpPdV3la3z9N7OrqQql1bI/fP6Yoyo4dFw1vCdDD+oqvGZ47Qp5KBpoKvn8kQA+bGog4QbLz/XvttZ8EAt959dWb/f1TvKS/f6q/f0rWVHq8AQk6xRlOrnz/UmN38GCfxxNqbe3buZNQH6C2NrJjx8Xy8kHDWwL0AE1lNohqKqZjUQv4/gEAgKXR4/snSjQbgcB3RBpqWW9Amk5xZmD1vn9pYydeRR8AmBZoKrNBVFPB948ayFpQAxEnyGp8/+SX+AZPXsl1MngD0nSKM5yc+P6ljZ2QUhpLQHtTVTV06tRYWxuWqLIG0FRmA5oKvn8kQA+bGog4QfRoqlTfP/5UXn5qdPT7r732E+6fzkv0eAPCKa7wZPdVnur7lxo7bgPY2tpHakqV2z2kKMr58+OGtwToAZrKbEBTwSyIBOhhUwMRJwh8/6iBr/LcUloa3rlzeMsWLFFlDda7XiyvfpUO8rlDU5kL+P4BAIC9yZXvH1vC00/OUy3lDQjyyrJf5Wld/jSFNF3+gG0oWRfZVPst2yOfMjSViYDvHzWQtaAGIk6Q/Pn+LeXpJzte8NGDqR4YIH/o+SpPdfnzeELNzSGPJyS+32m6/KXl8OGRrq7xigpY/1kJaCqTAE0F3z8SoIdNDUScIHo0VRa+fxk8/TSaSp6UBQqATk0lu/yxdFZ+cPkTdHePK4pSX4/hf1YCmsokQFPB948E6GFTAxEnSJ58/5by9JN9//hxRke/L9JfoADo1FRMcvlj6az8aLr8paW2NuLxYIkqiwFNZRKIaiq23CBs+P4BAIDVyZXvX6ovXKrvHxdgmkKQb3TmqWSXv7q6ELf183iSX+40Xf6AbYCmMglENRXMgqiBrAU1EHGCwPePGvgqzzm1tZHTp8cPHLhkeEuAfkrWDZZXX7M98ilDU5kInR/E8P2zDehhUwMRJ4hOTZWF719aT7+0+Sg4ARYSPV/lenz/gMDjuagoSlcXlqiyGM71o5ue/Ja9kc8XmspEwPePGuhhUwMRJ0j+fP9S1/xl6ewuGJwAC0uufP+AoLx8sL4+At8/ywFNZQaIaiqmYxA2fP8AAMDS5MT3j7Hw1NS7gcB3vv71v16ppoITYL7Jie8fAFYHmsoM2F9THW3sHD24r6HqtFwI3z8bk3ZQB7IW1EDECZIn3z+mO08FJ8ACkyvfPyBz/PhoX99llwupKisBTWUGstRUPl8v/6Jyu/vbt3byT7RfRourqweY9LuRcMyrrh6Y6t7+y2hxZeUAY+F3zrtEBc7OnSGxl3ptzVvnq+XjvPTc3rKyZBe5fWvnB5FixsKveBtFhfatnYyFP4gU8w2ZhqrTv37pkZ8NlsuFy34QE/f9a24O8fjyi+DxJJ9qFKbP1ysuDq8geyuJvfjD4wnJJWnfjv9H8SNnPZnN5RoIBnvlljD0sOmBiBNEj6bKzvdPj6aCE2Dh0b8+VWbfPyDT03NZUZTaWixRZSWgqcxAlpqK96Q9npDX2/eKt5EXvnPe9fKJvaLOd59v+Nu+alH/g0jxL4aLd+4MDezdJ0TRO+ddjIWrqwe4GKuv7y8rG+CvMhYWGw0NobSa6nunahgLD+zdx4+TVlMxFj639+CDq5+fPNkgSmAWpCe+jIWDwUUiyutd+BLyeELBYFJTeb19fMPn6037LcXFGF+oPu3b8XK3u5/XXI2mYixcVxfq7u6RxTB62NRAxAkC3z9q4Ks8H9TVRbZsiTidxrcE6Gedc9hwXz74/q1q7B/XVOJprK/8peeSmqqycuBvzla/HtzOn/5tX/XA3n2/GC5uaAiliqKGhmTft6Eh9Iq3kYu09q2dXCmxFE0VHytubg5NdW/n6aw3urbzXf7tcvHRxk75gILJkw3qtTXn9h5ciAd8/3Sg0VSy1OFJKq5bWlsXNFXqRfN6k4MuRH0NQlOxefWlOY7X2yfnwUSrgsFekddKPWZPTw+mIANAmbz6/vnX+vcUd8t7pZaAfAPfPwA465zDhqeSkKfKXlOJrm1l5cBU93aRleJD+753qoZrm/atnbG+8ubm0C+jybwTH7bHlVVtbT9PUjEWbmgI/fqlR5qbQ9XVA2JIoXptjaypTu7ujI9px/5VVg5UVg58PF58cndnZeVAbW0aLfTxePGvX3qEb8P3Tw9yVioY7OXj9/hTPmpC1kh8OGiqZBKpJyaN8dNIIKGpPJ5QqqZqbl6Q7jwPxt+dV+b2TWnTXz5fr/gXRdaCGog4QQrp+3fjy+3+tX6l6NmetSeWKgH5Br5/+WDnzuGzZ8efeQZLVFkMaCrDyVJT8Ykx4uk7513vnHeVlQ3wLnV9fX9l5cD3TtX801A5Y+FPXnx0584QY+EPIsXNzSEx5I8PApRzSgN79/HMldw1f8Xb+E9D5UJT+VuOfzSS1FR/3V1TXT1QWTkw97VHa2v7fzFcHDxwvLa2n8/aktHkqfR8EBP3/RPj+mSEhuEiR2gqMeRPDAIUpB2zrqkmz6cSbyQ0lXwE/o5cRLW29rnd/UsNi9fkqXhnqwcPSg/DbyJQYPRoqpz4/nmLg0I4TRR1pC0BBUD/fCr4/uln585hRVFOnRozvCVgRUBTGU42mkrOPDAW/t6pGjGlaufO0ObNA7zje9W/95fR4qnu7bL5xMfjxX8RWKj/v776aH39Qk7pnfOugb37+HFE4Svexh/1VKfNU/2op5rLp7mvPVJf3/9BpDh44HjqwL/s5lNR9v1bajoT/2YSDiX80dwcEukgeRQfRzN6kCNnwNLulTlPxTd4odebJkaYTwUQcYIUzPfPWxyMFD3HX7padCRtCSgA8P3LBxs2hLdsiZSXw/fPYkBTGU42mkrj5yZM/NRra6b7ywf27pPH7PFd6uv7+dg/Pipv7muP8ArK0Zbq6oFfvfAor8YH/jU3hyorB8TQvl+98GhDQ0g4BMrzqcQbvfhsS21t/weR4tSP17S+f2y5QdjEff/4SD8hmVpbk9OZUsfsCbcSXoErqFTPCY5mWpR8nFRNJXeGxI6iGk9PMRbWGDqxJXz/AAAESdVUufL9myjquFp0ZKKow1scXKoEFAD4/gHAgaYyHAPWpyorG5BzU8KUIk8stT6V4Zfexhib3MP6VIAh4iSB7x814PuXJ7q6xgcHo6WlxrcE6KdkXaS8+o9tjHyy0FQmAv0taiDi1EDECaJTU+XK9y/tqlNYiqqQ6NFU8P3LgnA4qihKRQWG/1mJsqqrhqeSkKeCpgL2BxGnBiJOkEL6/rF0dhdLFYI8Ad+/POF2D23ePFRSYnxLgH6gqQyHqKYCAABge/Lk+7fUoZYqBPkDvn8AcKCpDIeopsJv2NRAxKmBiBOkYL5/mh0F1dWXha0FKADw/csTTU3DFy5cbmnBElVWAprKcKCpAAkQcWog4gTRo6ly5fvHUjRVc/PLr732E8ynKiT616eC79+K2L17WFGU48dHDW8J0A80leFAUwESIOLUQMQJAt8/asD3L0+Ulw9WVQ1t3AiPCiuxcfM3DLfmg+8fRU0FAADA9mTn+1ddfVmTkkrdC06AJiE73z8AbIlri/HZJOSpjG9HgcFv2NRAxKmBiBMkV75/qXYUcAI0J9n5/gE9XLhweWzsiuHNACsCmspYoKkACRBxaiDiBNGjqfT4/nFNJUQXgxOgWdE/nwpefyvl4sWooigbNhjfEqAfaCpjgaYCJEDEqYGI25t9Xzpx5rH2rUVdcmGufP9SNRWcAM1Jdr5/QA+YT2VFoKmMhaimAgAAIFD+cJe6Zo26Zs13/2ArY+F9XzrBn/7qs4/K1f7u9yp4BcbCv/rso+qaNf/y+ZK0x1H+cBcv4U+XqqauWbPvSyd44b98vkQUypX5G2kOsrWo61efffTvfq8i83ll5/uXOpkKToCmJQvfPwDsCjSVsRDVVPgNmxqIODUQ8RUhJJBGRH33D7aKl/Z96cSvPvso11Tf/YOtfOPvfq9CVGAsLOQQ3xCvaqopf7hLiDeulGS1duaxdvk4Zx5rT9vm4//pyP/z8Oflw8L3jxrw/csf+/dfikSiWKLKWpS7jXfnM4Hv343YnJp8xKc1JfFJbc252I2MdeSX7kwmS6bjvGAuHpBqQlMBEiDi1EDEsyM1MSUkzb98vuTMY+1c+QhRJFc481i7SBzxcnE0+SV5d35YoawEXMtxMrSW57uO/6cjbImg58r3L60ToH+tf09xt3xYBifAwqJHU8H3LzsOHLikKIrXO2J4S4CMc+PlTbUTNJGvQwZNFYjdn5dS03FVnYvdWCiZvCPponAgdl9Vk5oqELufFEiL68gHnIwnK89v3IjNLRJg0FSABIg4NRDxLNAoKHkIH5c3QlPxymKsIEfz6pnH2oVSWkpT8Tr7vnRCM4qPv913/2DrUkkqwb98vkQot/z5/qWW3Phyu3+tXyl6tmdtcuwinAALD3z/8kdpabiiAvOpTAc0FUfn2D+hgpJM3lnILAXic3PxmKggXpLrsPCiXFbypen4fC5L0m9hRlZTAQAAkPnVZx9NTQrxIXkijyRUkxjLJwYBspQ8FR8rKF6S1Zc8n4pJIwAFXE3JIw/ToslTpZIr3z9Nibc4KKTURFEH38jaCVBcCpAN8P0DlICm4qgpj3SXazqu3o8F+HZy/N58WulGbO5+LLBYdE3ekYYLCqRkVDKFtXDYhewWCzOymgq/YVMDEacGIr4ieLIotVz5w11/93sVPCUl+O4fbBX1NQkoMQ+Kqyl5PpWccZLH/okGyNqM786tMtI2jGU7n0qn759mmF+qpooUPce3rxYdkY8DJ8BCAt+//OFyDQ4ORsPhqOEtWZaSEuPbUDCgqTg68lTagXmMhdl8iikQu794FF94Mq6mHR8ITbU84qu3o2NCaNyZmdupNWdmbk9N3RJPo9Gbs7N3NXX47qJ8ZuY2L+nomNDfJJBX0MOmBiK+IoS3Hh/vJ/JImulVIt0kjAG5iBLKSuwoFBR/mjq0T6Op2BK+f/IbLev7p0dT6fT944Vir1SVNVHUcbXoyERRh7c4yEvgBFh49K9PBd+/leJ0hhVFURTF8JYsy/Hjo3Rs36GpOMtpKjlDJcMH8k0vmFhwp4nYtCTAFob2Sbtg7N/SyJpKaKHZ2buyCuJy6969B0JTzc7evXfvgUZTCdHFN4ToSqu+xC7RKMbTFxT0sKmBiBcSPtKvkO+Y9fpUwE7A9y+vWGI+VV1dRFEUOv6EzvVjrpprNJGvQ0ZNNR1PMZlIiqJAfG6x1kqTp0qpA48Kvcia6t69B6kVYrG4nKeS62v2ikZvzszcluvzl2Zn78ZiSdPFaPSm2OY1+bb8FgAAAHKCHt8/luLgp9P3T3Mc+P4ZAnz/KON0hsPhqKIoPT2X8/1eZmBD5cuGJ4vMn6eajGtyUDcy+KRL86m0dRaUmHhpYZjfvJf64slXRDVV2rF/aYfqLaupxFOhqUQOSmgqPqqwo2OCl4g8lSYzBvIHshbUQMQJkp3vX6qDnx7fv/7+qf7+KVlTwfev8MD3L694vSPj41d27Ro2vCVLcfjwiDL/qKoaMrw9+QaaSlCQNX+nY7JnoA6gqZIaSaOdBCvKU8Vicbk+rykLJ14ij/2TJ2KB/IEeNjUQcYLo0VQaPZPWwW9Z3z8mKSiRdMra9w9kjf75VPD9y4JDh0YURWlrM+kSVTU1Q9HoFaGpDh0yaTtzCDSVoBCaajKebkZWJqCpVjv2T55PFY3elOdT8fTU7OxdXkG8pJlPxcWY4dfE3qCHTQ1EnCBZ+P6ldfBb1vdPHIcvbMVL4PtXeOD7l1c2bAhv2GB8M9JSUhLu67usKMrhwyPbtkUURYlEorY3AISmEhQkT7ViiGoqgayRpqZupcqqDJpKVNbYBgrfP/50dvbu7OxdeXghn0YVi8U15QAAAHKIHt+/VAc/Pb5/o6Pff+21n7z66k0hkOD7Zwjw/aPJM89cUhQlHI46nWHGkrOqtm2LGN6wvAJNJYCmMhGr/w1bf3IJk6bMALIW1EDECQLfP2rA9y+vuFyDIyNX+vpMZ/+wefPQ+PgVLqIURRkcjHKJ5fONGt62vLKh4iVXzatkkS8FNJWJKGR/C5rKDKCHTQ1EnCA6NZXGr8/r/abGBhC+f1ZBj6aC71/WbNw4yMfUGd4SDefPjyuKcuzY6OOPJ1vocg0qijI+fqW01Pjm5Zz1m17cVDsJ5GsCTWUi0N+iBiJODUScINn5/r322k/4tKj+/ilRB75/lgC+f/nGhPOp9uwZ5jqKt83pDLtcg4yFu7vHFUVpajKvS2HWQFNBUwEAAABGsqzvn1wiNuD7ZyHg+5dvnM4wn7NkBlyuwbGxK4qieDwXNS/t2jWsKEp397jhjcw50FTQVKYGv2FTAxGnBiJOkCx8/5ikcMRL8P2zCvD9yzc+36iiKI2NWgFjIE1Nw8ePJ+dNtbWNRKNXWlouMRYuLQ3zSVYVFYOGNzK3QFNBU5ka9LeogYhTAxEniB5Nler7x5+++upNMYoPvn9WQf/6VPD9y46jR02nqTSUlCwMUDx0aKS9faS8HJrKnsjXBJrKRKRd81edf6TW5+XyylQdHROaQmGMjsWmTAh62NRAxAkC3z9qwPcv35hwPhVBSsuuGO65ZwbkawJNZUZkTcXXoZqauqURRWmN+8SiVWIBX81awKlolvoFAACQV9LmqTQuf4yF/Wv9e4q7xVM9Ln8Mnn7mAL5/BWDjRrtlfsxPufuPN9VNAhn5+kBTmYi0eSouk2KxuKx8OjomxBq+8uK/gqU01ezsXZH74otZiSwWX/N3qQOCfICsBTUQcYLonE+lcfm78eV2/1q/UvRsz9oTvESPyx+D/4QJgO9fvtmyJRKNXjl71obGDyYHmgqayjJkGPt3794DuWY0elOUpIZQTmrdu/dAKCjGwrOzd2dmbvO34EeQ1RdWrCow6GFTAxEniB5NpbGU8BYHhZSaKOrgG3pc/hg0lQnQP58Kvn/ZwReA6ukx3bK/tgeaCprKMmTIU4kSDk8x8W2NFpqZuc1Vk4xQUHJlfkB57J9mdhbIN+hhUwMRJ8iKNBU37vMWByNFz/GSq0VH+IYelz8GTz8TAN8/YFegqaCprMeymkpoJLY4hKL+Ugecnb3LK0SjN1M1FVus1gAAAOScVE2V6vI3UdRxtejIRFGHtzjIS/S4/DF4+pkD+P4VAJdr0DxLVBEBmgqayjJk9v3TDMwT05+4IhID+UT9mZnbwgZQ7D47e1c4AfISfpxYLK4pBwUAWQtqIOIEge8fNeD7VwDOnh1XFKWuLmJ4S0hRVnW1vOabQEa+PtBUJiLr/pb+5BImTZkK9LCpgYgTROf6VBqriVSXP/j+WQU9mgq+f6vE5xu9dClaXw9NVVBKXViTCutTWYQC9LegqUwFetjUQMQJkp3vX6rLH3z/rAJ8/4BdgaaCpgIAAADMwrK+fyydIwV8/ywEfP8KQGkplqgq+DWHpoKmsgr4DZsaiDg1EHGCZOH7x9I5UsD3zyrA968ANDZeVBQlEBgzvCWkgKaCprIM6G9RAxGnBiJOED2aKtX3LxD4Di8UdeD7ZxX0r08F37+scbuHRkaunD6NZX8LCjQVNJVlQH+LGog4NRBxgsD3jxrw/QN2pbRMMdxnz2zI1weayoxoVuYV60fpcZgQ61bJaJa34jbr0ejNtJWXOggAAIDVA98/2wPfvwLgdIYrKgZLSoxviY3ZVDdZATIiXy5oKhMhfs6cmrolvNHv3XswM3NbbC97EP2aaqUHATkHWQtqIOIEge8fNeD7Vxj6+i4rirJ585DhLbEx0FTQVFYldc3fqalbU1O3uMIRi1CJhX25LtKs6ssr88WCxZHTaipRKJYGnpm5zfXbvXsP+BEgrvIKetjUQMQJsiKPCvj+2QD986ng+7caTp8e7++/7HZDU+URaCpoKqsif/VyMcPFDx/yNzNzOxq9KVJYGpkkyu/dezA1dUuktjhCNckCTBzh3r0HXI9pNBUvmZq6ZfiVsSvoYVMDEScIfP9szNHGztGD+xqqTsuF8P0DtgGaCprKDsRi8Wj0Zmq2iqeP+IOXzM7e5U+5ClJVVdZanMx5KvFSNHpTaCrRDGgqAADIIfD9y4zP18uvj9vd3761k4uTX0aLq6sHmDRVqbk5JHZ5o2v7L6PFO3eGGAuLXf7rcHlzc6i5OVRZOfCKt5EX/vqlR/hxPogU85KGhlBZWXJeU/vWzg8ixYyFRX312pr2rZ28Pt+Qaag6/euXHvnZYLmmHL5/haGiYhBj//IKNBU0lVWRf87kgkpOSXG1I0+1YvNyiy3OUwkxJsisqUSeKhaLQ1MVEmQtqIGIEwS+fyuFiyWPJ+T19r3ibeSF75x3vXxir6jz3ecb/ravmm/X1/d/NFLMtRBj4V+98CjfaGhYEF2veBunureL47/ibXznvIuX/9NQeVpN9b1TNYyFB/bu4zXTairGwuf2Hnxw9fOTJxtECXz/CsOuXcOKopw4gSWq8kh5zTfLa66DDMiXC5rKRGi+elVVFY5/fEQf35YTU2JQnxitx+XQ1NQtMcOKLaepotGb/CBCuUFTFQb0sKmBiBNEj6Zaje9f6jtaKyu1FFxTiaexvvKXnktqqsrKgb85W/16MKmR3jpffdW/95fR4trafi6BuJ558dkWsftfnq4RT+vr+/9LqHxg7z7+dO5rj8iaKj5W3Nwcmure/tb5asbCb3Rt57ru3y4XH23sZIulGmfyZIN6bc25vQdFxOH7VwDq6iIXL0aPHRs1vCW2p7T8hU11kyAt8oWCpjIRhve3ZmZuy0kwkG8MjzgoMIg4QfLn+8ds7UgRDPbyjcrKganu7SIrxSXT907VcG1ztLHzvw6XMxb+IFK8c2fo1WcbeKLpaGPnr196hI/9Yyz8l6druMh557yLayqRdJI11cndnfEx7di/ysqBysqBj8eLT+7urKwcqK1NMwPq4/HiX7/0iIg4fP+AnYCmgqYCehFGgqkTsQAAAOSWXPn+MZtqKo8nJF+cd8673jnvKisb4Oqovr6/snLge6dq/mmonLHwJy8+Wl/fz1j4g0hxfX3/t30NYrggHwRYXT3AdxHVXny2Jda3kKf6eLxYaCp/y/GPRpKa6q+7a6qrByorB+a+9mhtbf8vhouDB47X1vZXVmqTS5o8FdM9nwq+f6ukomKwpgbzqfIONBU0lfXAb9jUQMSpgYgTJH++f8yOLn9ud7/P1yuefu9UjdBIO3eGNm8e4KknPthvqnu7UC/qtTX/drn4Yus+nqdq39opNBXPLHFJ9kGk+PzhZ+X5VD/qqU6bp/pRTzWXT3Nfe6S+vv+DSHHwwPHUgX/ZzaeC719OGByMKopSXj5oeEvsDTQVNJX1QH+LGog4NRBxgujRVNn5/jFbuPxp4Ekq8RCTo9Rra6b7ywf27hNPhbyprBxobg4JY8Af9VTzCn1Hnm1uDvEhecLl7+9CSaXES371wqMNDSGu05qbQ/J8KvFGLz7bUlvbL44gK6W0vn/616eC798qOX16/Pz5cVj/5RtoKmgq64H+FjUQcWog4gSB718hKStLjvHjvOJtFGmufLDU+lSGXwcAcohzY7S85psgLfKFgqYCAAAACgd8/wDICRs2hN3uoYoKjP0zBteT39pUO0Ec+YJAU5kI/LhFDUScGog4QeD7Rw3c5gWjpeWSoiiwUzcKaCpoKvMiPoiFEV9aO7579x7wBan401gszqvxxaz4ylSqqvKVppi02JRYfgqYBHz1UgMRJ8iKPCrg+2cDcJsXjPr6SH//5UOHRgxvCU2gqaCpzIv8QSyEkIZYLM6XkOIbHR0TvKbYEMzO3uVr/vLymZnbWL3XbOCrlxqIOEHg+0cN3OaACNBU0FSWIa2smpm5zZVSR8fE7OzdaPSmWKVXiCjN7vfuPRBKDAAAgLHA9w+AXFFVNVRXFzG8GTSBpoKmMi+aH7ei0Zupi/DGYnGebpqausVFlKijqirXVHzsn9BX8kBBYCrwcyY1EHGCwPePGvpv85FzTYf3HTO8wZYmGr2iKIrTaXxLCFJefc1V8ypx5AuSUVPdiM3NT+mJT2tK4pPamnOxG/xpIHaf1xElKQe8M5ksmU7OBZqLB6Sa0FRJ0uaXxCQrPjlKTL5KnXbFZ1jdu/eACzDDTxBoQA+bGog4QfRoKvj+2Qn9t/nUN6offPhw8Fib4W22Lt3d493d41j2t5CsKx3dVDsJOPKVyaCpArH781JqOq6qc7EbCyWTdyRdlBRRSQU1eWdeIE3HpTryASfjycrzGzdic4tEGjRVmLFwNHozg6XEzMxtLpmWqiwmUPEkVSwWh0GF2UAPmxqIOEHg+0cN/bf5u29sUBOOTz9+qLuz1fBmA6ATaKosNJWMUEFJFoRTmAXic3PxmCSTFqewBFIuK7n7dHw+3yXptzAjq6lk5EF9MsLWT+Sv+FMxuk+krVJ9/2ZmbmMQIAAAGAt8/wAn/vZjasIBWbUaNm4c3LYt4nYPGd4SOkBTZdBUmke6CzgdV+/HAnw7OX5vXjjdiM3djwUWpZ7i8Tvpxv5JyahkmmvhsIHYfXn4H1FNpcf3D9gJZC2ogYgTBL5/1NB/m//2Xz/LBRX/O3KuyfDGW45nnrmkIq5v+wAAIABJREFUKMrhw7BTLxzQVBk01XJXTzswj7Ewm08xBWL3U0fxJTNOgfjcghILQ1Mtj/ggnp29q0PpAsuDHjY1EHGC6NFU8P2zEzpv88pN53mSSk04fvfRZ/iGEtphePutRWPjxbNnx3fvHja8JXSApspWU8kZKhk+kG96wcRiPjEljRJcGNon7YKxf0uD/hY1EHFqIOIEge8fNXTe5nt3+tSEg6eqfvfRZ64OeyCrgCVY5xwur/4m4MhXJqOmSmMykRRF2hyUNOFKTLVKqQOPCgAAANSB7x9gLBw81qYmHD/9vvP9HxapCccFf4sS2sFl1bXResObZxVKSsI1NUP19ViiKo+Uur66qW4SpEW+UBk01WRcm4Na2kt9kYmF2FHkoOZfmt99YZjfvJe6lKRiZDUVfsOmBiJODUScIPD9o4bO25wrqD9/pWrkXJOacLz7xgbGwiPnmvj0qtdf2mL4iViC0tKwoijR6BXDW2JjoKlWr6lyx3RMu1DVMkBTARIg4tRAxAmyIo8K+P7ZAJ23+esvbVETjpcjDVWV5z79+KFPbn3Bua6fsXB3Z+unHz/07hsb+FOwLIHAmN8/tmGD8S2xK9BUJtJUk/F0M7IyAU0FSICIUwMRJwh8/6ih8zbni1OdP7GfsfCBpk5ZQR1v63CV9Rp+IgBwoKlMpKlWDlFNBQAAwPbA948IHR0TYvqEWDFSwBenevtvkjGdnb2r/u/3VFXt6JiQq/HdxXqVYglKTTXKbN481Nh48fHHBw1viV2BpoKmsh74DZsaiDg1EHGCwPePGiLiHR0TQgvNzt6VVVBHx4T63x9RE46/+s9/y1jYua7//odr1YTj/3r5dVl9zczcnpq6JTai0Zv8gGIjlZmZ29EorcGfhw+PKIqyZw/s1PNFablSXvNNkBb5QkFTmQj0t6iBiFMDESeIHk2VW98/YCxpNdW9ew801b5SG/xvP/srLpkYC//4NZeacMT+yidrKrFXNHpzZuZ2LBYX9flLs7N3Y7Gk11c0elNs85p8W+xiVxobLwYCYw0NFw1vidUpLbtSsfU1sCLkCwhNZSLQ36IGIk4NRJwghff9A8Yiayox9i/tUD1ZI/m9B9WE4//798flCkKSCU0lclBCU3EN1tExwUtEnkqTGQNgWaCpoKkAAAAAy5Bv3z9gEkSeStZOMnK5cuWH6r9/SU04DjR1igpynioWi8v1+ZFl4cRL5LF/8kQsG1NaGq6vjzQ2Ik+16isJTQVNZRvwGzY1EHFqIOIEKbDvHzAcnWP/mKSpeE3uri6vTCXPp4pGb8rzqXh6anb2Lq8gXtLMp+JizPBrkldcrkFFUS5dihreEqsDTQVNZR/Q36IGIk4NRJwgejRVrnz/gBlIq6mmpm6lyiqhqaLRm6qqqv/7PfU/mtX/9ydM0mAa20Dh+8efzs7enZ29Kw8v5NOoYrG4ptzedHePd3aOGt4MqwNNBU1lH9DfogYiTg1EnCDw/aPG6m9z/cklTJoCOcS5cdy15TpYEfIFhKYCAAAACkcOff+AzdhS1X112PNypEFnfWgqzubNQ7t2DZeXY4mqlTJoeJ7H6sjXE5rKROA3bGog4tRAxAmSV98/YEJWc5s3bHteTTh+8/7nNq6/YPiJWIhjx0YVRdm1C0tUrRRoKmgqm4L+FjUQcWog4gRZkUfFSn3/gAlZ5W0ef/sxNeEIHmsz/EQsxK5dw52do3V1EcNbYjWgqaCpbAr6W9RAxKmBiBMkr75/wISs8jZ/OdKgJhzvvrHB8BMBBICmgqYCAAAArEkOff+A/air6VITjt999JmqynOGN8YqbNgQ3rHj4o4dWKJqpUBTQVPZFPyGTQ1EnBqIOEHg+0eNVC/1WCyuzj80lcVLstXE+z8sUhMO9f5fCkd1UU1eewoINm8eUhRlcBBLVK2UQdeWb4HVIF9PaCoTgf4WNRBxaiDiBNGjqeD7ZyfSaiq+DtXU1C3ZJL2jY4KrJrFiL+e//eyv/vmnP+Q7xmJxUU1spKJZ6pcaTmfY7x/zekcMb4lFKXW9aHjCx6LIlxGaykSgv0UNRJwaiDhB4PtHjQyaKhaLa5SP0FRiVV8275BeVXnuxHNXZ2fvykqMvzQ7e1fOXIlt/kZ8m78jAHqApoKmAgAAACwGfP+IkDr2LzXLFI3eTC2fnb17bbT+048f+t6rB7mmEgJJaCquwUTmSuSpyK5YVV8faWm5VFGBJaqyAZoKmspu4DdsaiDi1EDECQLfP2pkyFOJEo4Y8qcZ1Dc7e/cb411qwvE//3HtzMxtTZ6KLRZOvEQe+6eqqvwuRDh9elxRlIYG2FRkAzQVNJXdQH+LGog4NRBxgujRVPD9sxP6NZUslmRNFYvF/0ts5rf/+lk14fjhX/6lPJ9KaCp+QKHKNPOp+IBAwy9FIWlqGj52bNTtHjK8JVYEmgqaym6gv0UNRJwaiDhB4PtHjcy+f5qBebOzd+XpT0JZ3bv3QP1fp9WE4+qwh6XYA87O3hU78hI+jSoWi2vKAdBDaZni2nIdZIF8GaGpAAAAgMIB3z+QFk1y6Xhbh5pwJN75YmpNspOmMuByDe7ZM7xr17DhLbE+gxVb/wToRL500FQmAr9hUwMRpwYiThD4/lEjV7e5c11//O3H3ry2eeP6C5qXoKlS2bIloihKX9/lfL8RAaCpoKmsD/pb1EDEqYGIE2RFHhXw/bMBuM0NYePGwePHR1taLhneEusDTQVNZX3wQUwNRJwaiDhB4PtHjRze5s51/cfbOv78lSrnun7DzwuQAZoKmgoAAAAwPfD9A/r599ijasLh9x40vCXmp7Hx4jPPXNqwwfiWWBxoKmgq64PfsKmBiFMDEScIfP+okdvb/OqwR0043pqoMPy8zM/Zs+OKotTVRQxvidUx3EzPQsjXDZrKRKC/RQ1EnBqIOEH0aCr4/tkJEfGZmduq9EhdhzcWiwujP26GLkzVxRF+8BdvqQnHgw8f5k4V9+494OtQiQWp+I6Gn7UZ2L17uK1tBEtU5Yp1pZcq6iZBZuQrZs47EZoKkAARpwYiThD4/lFDjri8kq8GVVXv3XsgNJXojfGNjo4JXmFq6tb7PyxSE44L/papqVsaTSXW/AUg50BTQVMBAAAA5gW+f6TIIKumpm5xTRWN3pyZuc0LRQKKsXAsFp+auqWEdqgJx49fc83O3o3F4kJTcYll+Amah8cfH3zmmUtNTViiKjdAU0FTWRj8hk0NRJwaiDhB4PtHDU3EM6SSZE0lElapmmpLVfcFf8sHM4mOjglZU6mqKmoCxsLbtkUURenuHje8JfYAmgqaysKgv0UNRJwaiDhB9Ggq+P7ZidSIy/OmZJbKU4n1fLmmEjW3VHXLmioavamqKhb/FZSXDx4+PNLYeNHwltgDaCpoKguD/hY1EHFqIOIEge8fNVLzVEIvaRCaikm9MXk4n9BU93/9z+r/KFZv13MfC37MaPQmn3Zl+CkDW1KyLlJecx1kRr5i5rwZiWoqAAAAtic73z/Gwv61/j3F3Ya3H+ino2Mig4eErKmE7588nE9oKldZ7+8++oyacNz6x7/X+P7xbBUGAXKamoa93pGNGwcNb4ld2VD58qbaCSCQLw40lYnAb9jUQMSpgYgTJFe+fze+3O5f61eKnu1Ze8LwkwIZ0On7t1J+/JpLTTiuDnsMP0Ezc+HCZUVRampgp54voKmgqawB+lvUQMSpgYgTZEUeFUv5/nmLg0JKTRR1GH5SIAMi4rOzd9XFj9Uc1u89qCYc/x571PATNDO7dg3v33+pvBx5qnwBTQVNZQ3Q36IGIk4NRJwgOfH98xYHI0XP8e2rRUcMPymQgTzd5s51/b95/3NqwrF3p8/wcwRkgaaCpgIAAABMQXa+fxNFHVeLjkwUdXiLg4afAjCEN69tjr/92OF9xwxviWmpqRlqbx/BElX5A5oKmsoa4DdsaiDi1EDECQLfP2rk7zZ3rus3/OxMTmPjRUVRfL5Rw1tiVzY8/lJ5zTeBQL44GTXVjdjc/CDg+LSmJD6prTkXu5GxRN79zmSyZDrOC+biAakmNBUgASJODUScIHo0lR7fv7ROgMCE5PU2r6o8p4R2YPjfUlRUDB44cKm+PmJ4S2zAhse/bvjqT+ZHvmIZNFUgdn9eSk3HVXUudmOhZPKOpIvCgdh9VV2koFJL5ANOxpMvzW/ciM0tEmnQVIAEiDg1EHGC5Mr3L7UEmJO83ubXL29TE44/f6XK8NMEtgeaKoeaSkaooCSTdxYyS4H43Fw8JldILWHhRZmr5O7T8fl8l6TfwoyspgIAAGB7svD9S1sCCNLUeFJNOH7z/uc2rr9geGPMSVvbSGfnaEmJ8S2xOtBUWWgqHVaf03H1fizAt5Pj9+bTSjdic/djAVl0pZYs7JjcK5nmWjhsIHZfHv5HVFPhN2xqIOLUQMQJkhPfPwZNZR3yfZvH335MTTi6O1sNP1NzEolEFUV5/HHYqa8WaKosNNVyV1U7MI+xMJtPMQVi9xeP4ktTkuY40FRpQX+LGog4NRBxgujRVHp8/zCZyirk+zZXQjvUhOPdNzYYfqbmpKlpePfuYSxRtXqgqXKtqeQMlQwfyDe9YGLBnSbSlNxYvAvG/i0N+lvUQMSpgYgTBL5/1Mj3bV5Vee7Tjx/63UefcZX1Gn6ywMas3/TV8prrIDPyFcuoqabjkhEFk3JQLBCfW6y1UrJSaUrgUQEAAIA68P0Dq2S892msUrUUdXWR48dHGxouGt4Sq7OpdsLwLJD5ka9YBk01GU/NOC3lpZ5JUy0oMbH7wjC/eS91KUnFyGoq/IZNDUScGog4QeD7R42C3eawqUjLrl3DiqIcPYolqlYLNFUONVXumI5pF6paBmgqQAJEnBqIOEFW5FEB3z8bUJjb/MevuR58+HBV5TnDz9dsuN1DTU3DVVVDhrfE6kBTmVFTTcbTzcjKhP01ldvd7/GEXK4BuRD9LWog4tRAxAkC3z9qFOY2f/tPy9SEQwntMPx8gV2BpjKjplo5ejVVc3OIfzO1tvYxFvZ4kk99vkUTN32+3ubmEGPh1tY+ub7A602We73J8rTHEW/X09Pjdvc3N4dEfX5wftjm5lAw2Cu/u9vdr2m5yzUQDPbKuwMAAKAAfP/A6gkea1MTjvd/WGR4S0zI0aOjgcCY4c2wOtBU5DQV35A1DGNhr7fP40m+5PGEgsFeUXOp+rLs8Xr7eH2xId6Oqya3u5/LLfk4Ytvn65UbkFZTMRauqwt1d/fIx8dv2NRAxKmBiBMEvn/UKMxtvnH9hQcfPqwmHF+pDRp+ymZjZOSKoiiwU18lrppXXTXXQWbkK2ZtTSXQaCRZxvAkVWZNpclHiVc9nkWZKKGpxC5CO4maXG7JOy6lqdh84quuLtk29LeogYhTAxEniB5NBd8/O1Gw2/ytiQo14bg67DH8lM1GU9NwY+NFp9P4llidDY+/vKnuT0AG5MtlB00lJ4WCwd6enh7xtLW1z+MJCU3ldven/XXQ5+vl5byakFhLaSqPJ8TriAqiDa2tydSWnLZaSlPxV0VN9LeogYhTAxEnCHz/qFGw29x36NCDDx+eUOoMP2VgV6CpbKKpekg+mPR1iweFh+E3GwCgwKTe/vD9A9mBZX/Tsm1bxOfDElU5AJrKJppKT72lUkDcLkJkn/hDHv7Hh+el7shTRvJ8KrmaPPZPfi+vt0/kr0QFMecK86nAUiDi1EDECQLfP2oU+DY/cuBIOLjX8LM2FW1tI4qiHDo0YnhLrA40FSFNxUf6CckkbP1S/frEoD5eQUggPnJPHEQoKP5U48uXVlPx8YRcNWmkGn8qSzvxUlrfP/S3qIGIUwMRJ4geTQXfPztRyNv8QFOnmnD85v3POdctOcWAII8/Prhr1/DmzViiarVAUxHSVKtEY/dXSLA+FWCIOD0QcYLA948aBb7N428/piYcx9s6DD9xYD/WV3ytvOY6yIB8uUhrKgAAAKDApGoquPyBrLk67FETjrcmKgxviXnYuHHQ5xv1+7FEVV4oq3plU+0k4MhXBprKROA3bGog4tRAxAmiJ08Flz87UeDb/Cu1QTXhePDhwxvXXzD83M2DoiiKosBOPR9AU0FTWQD0t6iBiFMDESeIfk0Flz97UPjb/P0fFqkJR3dnq+Hnbh4aGy9u2xaBpsoH0FTQVBYA/S1qIOLUQMQJolNTweXPNhT+Nu/ubFVCO7ZUdRt+7oAC0FTQVAAAAIDxpNVUcPkDIIfs3j18+vR4fX2EP21vH9mzZ7i01PiG2QBoKmgqC4DfsKmBiFMDEScIfP+oYchtHjzWFn/7sZFzTYafvoE0Nl585plLfNvrHVEU5cCBS4yFN2wIj49fiUavuFyDhjfSBmys/EZ59TcBR74y0FQmAv0taiDi1EDECaJHU8H3z04YcpufP7FfTTje/2GR4advFJs3D0WjV6LRK1u2RBgLu91D9fWRiopBxsJNTcOKonR1jRveSBtTWq5sqp0giHwRoKlMBPpb1EDEqYGIEwS+f9Qw5DbfuP7Cgw8fVhOOhm3PG34FjOLw4RFFUfr7L2usKc6eHVcUZefOYcNbaGOgqRg0FQAAAFBI4PsH8sFbExVqwnF12GN4S4zC6QyHw1FFUdrbRzZuHPT7x06cGKuoGFQUZWzsCiZT5RVoKgZNZSrwGzY1EHFqIOL2xu3u93hCLteAXAjfPxujM+KFwXfokJpwxN9+zPDLYiB1dRFFUaLRK7W1yY1nnrmkKIrPN2p42+wNNBWDpjIV6G9RAxGnBiKeHT5fLxchbnc/Y2Gvt48/bW4OiTpud79QKaKCx7NQQRT29PQEg71yidfbJ6o1N4fkp62tfa2tfbyc7yWaxBsj43INBIO98u5Mt6ai7PvX3BziF4Rfao8n+dTn65Wr+Xy9POKignypRaEIvVyS9u34f1QBIl4YnOv6f/P+5+JvP+Yq6833e5mZo0dHFUXp67vc2HjR7R7imatt2yKGN8zeQFMxaCpTgf4WNRBxaiDi2SF60prOq9zl9Xr7xFNe3+3u13TKxau8gtfbl9pL1hxWbPt8vV5vnxBpaXvYjIXr6kLd3YvEHnz/lkVcLvnK8wCJC+7xhILBpKYS9ZeKAo+7xxPi6ij17Xi5+A/Jd8QLRl1Nl+HRNJzS0vDgYJSb/m3ZElEUJRKJlpQY3zB749wYLa+5RhD5IkBTAQAAsAAaTSVLJt571iiopTSVKEz7KpO68uId+aHkBizVw2bzaZC6ulDaVxl8/5ZGo6nki8yTVLJ0WSoKQiqn1hcBElqL/w/kO+KFpKry3AV/i+HNMBY+AnB8/ApPUh0+PGJ4k2yDc2PU8NSQqZAvDjSVicBv2NRAxKmBiK8G0eHmY7o047JYikbSdNA5ra19cpYjdQwhkzrWoqst9pKTGEv1sPmroiZ8/3QiJ4WCwV556GZra5/HE9JoJDmUAllIizF+mn8Moak8npDIaOU14oXkP372+2rCcaCp0/CAGsvx46PK/MPtHjK8PbYBmgqayhqgv0UNRJwaiHh2cBGlKRQTqEQ/WHSd+UsZRoVpSD047x+LXjLv4ssCTH/WQr+mypPvXw8eBX8YeNn/7/+8RU04fvaDJ4xqgEkevb29ly9fVhRlfHy8AG9n+IdkwYCmgqayBuhvUQMRpwYingVLDeFjLBwM9jY2hlI7N2kzVCzdjCxxHE1Ja2uf19snshliqJhoTG7nUxH3/VvqYnK7CJFO5A9uKSG7j2QOJVucAWOLx/4VJuKFpKnxpJpw/Ob9zznXLZlVI4LHc1FRlP37LxneEjsBTQVNBQAAwJJo/NyYlDVKnV3D5pNU4sH7xLw3rBktJuqkdtDlTBefVyO/Cx8zliqN0rrApZJWU1H2/dOkAVtbk36MqWP2RJJQ1OfDAuVJUKJ+Wl9HtoSmymvEC0z87cfUhCN4rM3wlhhOZ+eoyzVoeDPsBDQVNJU1wG/Y1EDEqYGIFx63u79gXV5TrVZEh6X8GwuAOSOuhHaoCcdbExWGh8ZwYPeXc5wbxsprvgkE8sWBpjIRhn8QgwKDiFMDESeInqC7XAN8PaUMJcAqGH6b19V0/eD640cOHDH8UgBLs6HiaxV1kyAz8hWDpjIRhn8QgwKDiFMDESeInqB7PKGWlguygkotAVYBtzmwB9BU0FQAAACAleAKSl7gKLUEAP3U1XS9eW3zu29sMLwlwLpAU0FTWRj8uEUNRJwaiDhBdOapNCkpaCrrYobbvKry3O8++synHz+0parb8MYAiwJNBU1lYczwQQwKCSJODUScIDo1lTDyFiUY+GdRTHKbv/vGBjXhUEI7DG8JsCjQVNBUFsYkH8SgYCDi1EDECYKgU8MkEb/gb1ETjl/8+I8MbwmwKNBU0FQAAAAAAKTZuP7Cgw8fVhOOhm3PG94YYEXWb3qxvOY6yIx8xaCpTIRJftwCBQMRpwYiTpDsvNSBdTHPbf7WRMXvPvrM+RP7DW8JsBbrSkcr6v4E6EG+btBUJsI8H8SgMCDi1EDECZKdlzqwLua5zbdUdbvKeg1vBrAc0FTQVJbHPB/EoDAg4tRAxAmiX1PB5c8emO023+nxf6U2aHgzgIWApoKmAgAAAKwHNBXIEy9HGtSE4/WXthjeEmAhoKmgqSyP2X7cAvkGEacGIk6Q7NanAtbFVLf5gaZONeH45NYXnOv6DW8MsArQVNBUlsdUH8SgACDi1EDECYKgU8NsEZ+dfkRNOI63dRjeEmAV1jmHXVuuAz3I1y2jproRm1OTj/i0piQ+qa05F7vBWJgF4gs7TS51wDuTyZLpOC+YiwekmtBUgASIODUQcYLA948aZrvNr1/epiYcb17bbHhLgLVY73rR8NWfzI98xTJoqkDs/ryUmo6r6lzsxkLJ5B1JF4UDsfuqyjXVjdjcvJSavKOq92OBNAecjCcF2PyGtBcLM7KaCgAAAEHg+wfyR8O259WE47f/+tmN6y8Y3hhgIaCpcqipZIQKSjJ5ZyGzFIjPzcVjmgoszNh0fJGmknJZyd2n4/O5LEm/hRlZTWW2H7dAvkHEqYGIEwS+f9Qw4W3+g+uPvxxpqNx03vCWAAsBTZWFptI80l1YWR0lx+/Np5VuxObuxwIpoost1l3zO0oprDuT0mEDsftyZWgqQAJEnBqIOEGgqaiB2xzYA2iqLDTVcldVOzCPsTCbTzEFYvcXj+KbrxCIz0mDA7XHgaZKCz6IqYGIUwMRJwh8/6hhztt8vPfpf/5BMVJVQD/QVLnWVJrxewI+kG96wcSCO00sGtqXdheM/QMAAAAAKCD/8GelasIRObPb8JYAq+Asi5bXXAeZka9YRk01HV+caxJZKRaIzy3WWgt5qsk7sjpii3eHR0UmzPnjFsgfiDg1EHGCwPePGua8zS/4W9SE459/UGx4S4A5cZaOVGx9DawU+Rpm0FST8dQc1FJe6kIdTS/e6X4sICkxsftCFmu+/mIZBk0FSICIUwMRJ4j++VTQVPbAnLe5q6z3wYcPqwlHXU2X4Y0BJgSaKq+aKndMx7SWgMsATQVIgIhTAxEnCDwqqGHa2/ytiQo14VBCOwxvCTAh0FTW0FST8XQzsjJBVFMBAAAgCDQVKADBY21qwvHT7zsNbwkwIdBU1tBUK4eopjLtj1sgTyDi1EDECQLfP2qY9jbfuP7C8bYOw5sBzAk0FTSVrTDtBzHIE4g4NRBxgiDo1DB5xDeuv7B3p8/wZgCzUeK86NpyHawU+RpCU5kIk38Qg5yDiFMDEScIfP+oYebbvKnx5IMPH/7k1hec6/oNbwwoMOucw49v+w7ILfIVhqYCAAAAjAS+f6AwONf1f3LrC2rCgUGABIGmoqupekg+DL/0oJCY+edMkA8QcYLA948aJr/Nv/Pik2rC8ea1zYa3BBQYaCq6msrwRhQek38Qg5yDiFMDEScINBU1TH6bNzWeVBOO37z/OQz/owY0FTQVIUz+QQxyDiJODUScIPD9o4b5b/P4249h+B9BoKmgqQAAAAAAQG5QQjvemqg40NRpeEtAISlZF9n05LdAbpGvMDSViTD/j1sgtyDi1EDECQLfP2rgNgdmYFPtZMW274B8I19zaCoTgQ9iaiDi1EDECaJ/PhU0lT2wxG2+0+OfUOr83oOGtwTkCWgqaCoONBUgASJODUScIPCooIYlbnMltENNOP7hz0oNbwnIE9BU0FQcopoKAAAAQaCpQIGpqjz36ccPffrxQ1WV5wxvDMgH0FTQVByimsoSP26BHIKIUwMRJwh8/6hhldv83Tc2qAmHEtpheEtAPoCmgqbiQFMBEiDi1EDECYKgU8MqEe/ubFUTjl/8+I8MbwnIB64t1zfVfhvkG/maQ1OZCKt8EINcgYhTAxEnCHz/qGGV23zj+gsPPnz4048fqqvpMrwxIIc4149VbPsuKAzylYemAgAAAIwEvn/AEHyHDkFQ2Q9oKmgqGaKayio/boFcgYhTAxEnCHz/qGG527xh2/OGtwHkEGgqaCoZaCpAAkScGog4QaCpqGGt2/ztPy1TE469O32GtwTkCmgqaCoZaCpAAkScGog4QeD7Rw1r3eavv7RFTTi+8+KThrcE5ApoKmgqGaKaCgAAAACgYBzed0xNOD659QXnun7DGwNywjrnsOFueHSQrzw0lYmw1o9bYPUg4tRAxAkC3z9qWO42n51+RE04fIcOGd4SUEic68cqtr0GVol8SaGpTITlPojBKkHEqYGIE0T/fCpoKntgudv8+uVtasLx1kSF4S0BhQSaipCm6iH5MPzSg0Jiua9esEoQcYLAo4IalrvNmxpPfnLrC1eHPYa3BBQSaCpCmsrwRgAAAAAFAJoKAFBgoKmgqeyM5X7cAqsEEacGIk4Q+P5Rw4q3uaus94K/5eVIg+EtAQUDmgqays5Y8YMYrAZEnBqIOEEQdGpYMeJ1NV2ffvzRaB7tAAAgAElEQVTQ7z76TFXlOcMbAwrDOuewa8t1sErkSwpNZSKs+EEMVgMiTg1EnCDw/aOGRW/zn79ZoiYckTO7DW8JMIQNlS9XbH0NrBT5GkJTAQAAAEYC3z9gOBf8LWrC8fM3SwxvCTAEaCpoKlth0R+3QNYg4tRAxAkC3z9qWPQ2d5X1/u6jz3z68UMY/kcTaCpoKlth0Q9ikDWIODUQcYJAU1HDurf5239apiYcXw0/ZXhLQOGBpoKmshXW/SAG2YGIUwMRJwh8/6hh3dt8705f8FjbxvUXDG8JKDzQVNBUAAAAAAAgNzjX9UNWEWRDxUuGe+hZEfkaQlOZCOv+uAWyAxGnBiJOEPj+UcPSt3k4uPc3739uQqkzvCXAWEpKBivqJsGyyBcNmspEWPqDGGQBIk4NRJwg+udTQVPZA0vf5of3HVMTjk9ufcHwlgBjgaaCprI2lv4gBlmAiFMDEScIPCqoYfXb/JNbX1ATjsP7jhneEmAg0FTQVAAAAIAxuN39Hk/I5RpY6Y7ZaSpXWW93Z+tbExUvRxoMP3eaZB1xM3P98jY14fjzV6oMbwkwEGgqaCprY/Uft8BKQcSpgYhngc/X29PT09PT43b3Mxb2evv40+bmBQXidvf39PTw7ebmUGoF+TjLVuNvlAUu10Aw2Ov19smFOff9c5X1XvC3vPvGht999Bk14VATjtnpRwwPU9aIQLS29vFLwZ/6fL2auIhIpa2QGtDM1cR/lCERNzN7d/rUhOM373/OuS7LywJsADQVNJW1sfoHMVgpiDg1EPEs4F1kjyek6bkGgwt9Za+3TzwVqkls8IPw3cVG2mpsdT1sxsJ1daHu7kU6LVdBr6o8Fzmz++dvlggppSYc7/+wSAntqKvpMjxMWSOulRxQHlOhMz2eUDCY1FReb59mQxNHvrFUtebmEBdvbnc/l1umjbiB/Hvs0Z9+37mlqtvwlgDjGHTVXAfLIl+0jJrqRmxOTT7i05qS+KS25lzsBn86GedV7scCSx3wzmSyZDpZdy4ekGpCUwESIOLUQMSzRqOpRIeYv9Ta2sefytXkTrm8HQz2LlWNpfSwRVqM1xf9/mCwV2Q5NE3lmRAxkG+Vvn91NV3jvU///M2STz9+iOuoTz9+6OdvllhdSqWi0VRyIHiSiusWUU0OYmpA01ZjkqYSsTMk4iYHGSog4yy9tKluEqRFvlAZNFUgdn9eSk3HVXUudmOhZPKOpIvCgdh9VZ3XVJN3uECSdtcecDKerDy/cSM2t0ikEdVUAAAA0iJ3kXt6euT+t+gZs3l9xcs1mkr0m7mmSluNLe5hi6QWL+d7cfHDe/nycWR8vl6NQsjMUr5/znX9f/5KlchKxd9+LHJm95vXNv/8zZKpb1SP9z7tO3TIHspKI3p7enrEU37NhaaStbSsqTQBTVuNSZpK1DEk4uZnp8d//fI2V5mtTgpkBzTV6jWVjFBBSeaFE2NhFojPzcVjkkxKSqlAfE7SXYtyWcndp+Pz+S6NACOqqWzw4xZYEYg4NRDxLOAiSlMoJlCJvnjaPJXoK8tddt5XTluNLe5h8/403+Z9et6lbm3tc7v7vd4+uYIgi6xFZo8Kv/fgb97/nJpw/PZfP3v+xP6fv1kiVBbH7z3IWHi89+nvvPhk5Mzutj3PVm46b3jg9CPG9ckIDSMGbabmqYS8SQ1o2mps8XyqvEa8x+KP//GPX1YTjr+YfNrohljjYfhNlFegqfRrKs0j3fWcji8M5EuO35tPK92Izd2PBVJTT1xTycP/pGRUMs21cNhA7L48/A+aCpAAEacGIr5S5DF+GoLB3sbGUGrPRvRv5LyBPJ+K97DTVmPLZS34Bi/0evtS25bd7Jplff+qKs/9w5+VcgU186MvX/C3KKEdU9+o/un3nZ/c+sJOj5+xcPztx2Sh9et//nzbnmcZC58/sb+7s3XvTt/G9RcMD2gqS01n4kpGOIvwB4+ImCglyxtNQJeqJo/9MzDi5me892k14fj5myWGtwQYDjSVfk213MXUDsxjLMzmU0yB2H2NlIKmyh57fBAD/SDi1EDEV4pwgROSiQ8M60nn18c3RCJCdIjFNJgeadCgppp8HPntxOwaeWgZ325t7dPYZuTb92/kXNODDx9WE47/+Nnvpy4f5PcevH55249fc/3ix3/023/9rJpwcI+B//jZ7wuhNTv9yE+/76yqPMdYuG3Psw3bnjc8xCKgPKatrckLnurXpzH004jk1IDK1eTjpGqqwkfc/FRVnvv044c+/fghewwuBasBmipHmkrOUMnwgXzTCyYW3GkidgNj/wAAAPz/7d1/cJR1gufxqDs1M5Y7N55luU7NNwTIDwRMBIlojKIDikomCxIWxIyLySACgeADGR0XMKOLQVRGHFo8XZNZraXKmhldZqnV7Zmcc3LFnneTGdZtt1Ln1YWaoqwMe0MNVdR5u95e3x/f7qe/edJpYkj6efr5vFOvP5LO8zzp7k/1A5/n+zzfJxLs+VrF/HNTfbeixoUPDrx1tZ2p4mB3fYG5BGxxMsZ7dc/8n/1w+sfJy/1ZLuxFMrZ3ffrhJamjVx59perAroX2jMHSOm9wrGHM4ojl/al87742Mz1Y1t25KPRngnCVT+uqnvcC8nLfqIKdqj81ohTlRqVGjUE5w1PMUTFh8Ti4hfEjcTUkLmjSQ6+Ytm3/4zfagnTiyFX2xL9xalz4oL34as6sTR/8+Gu/PX6pP4T16YeX2GU+/fCS3//yiwNvXX14/9ynvFvbVzeH/h6Wlth8zNtXN9v5+kN/JghRzfwXZ9W/hLG471WBTpWdEj03BjX2XOojJrHIrpjpY7km5q+eO80vO5f6yPZFp4IEEldD4oKmKPTmO9cM9X81PVj2lHfrhWynpqpj6W2tG9Y27ey43Rhvfu0G9/5XdmIMY7w5szb95hdfee+NCjvf4KplqzglbCyx+ZhXzth6YNfCz1XaET90qknpVJOnP+nOGTgOdCpIIHE1JC5o6kKvqeqYovOy5tduaF2xYmfH7X17r+vbe50xXvOdawKTDX6cvNwuefSVqpefvN5rX1py8w1Okfh9zLldlTI6VbQ6VSKV74qsQkQ7FQAAEVRT1bH4lgfaVzf3dDW+eWD2iSNXHd4/1xjvvuaVga51/M2vG+PdtKC9p6txw9qmxbc8wP/IS9f82g3vvVFx4shVoT8ThIVOFa1O9fmJdqr4HdxCYSSuhsQFxTv0+bUbtq6762B3/dFXqgbfueKzjy46+kqVMd6GtU2BQa2D3fV2+XvvXu3PnxFLcUq8Yto2e2+0pbe1hv5kEAo6FZ2qJMVpR4zxIHE1JC5ILXTbl5YtXvvqnvnvvVHhz+T++rO1xnhdD93hX6Z14shVRw7VbFjbZIxXU9URzdtnTUDMEn91z/z0YNmre+aH/kwQiurr9oc+t16Uue8VnSpCYrYjxnmRuBoSF0TolTO2Lr2t9aYF7cZ4G9Y2ffDjr9mhD8uOX/V0NaYHyz45dtn7h8tff7b2Ke/W0h0YiVniyxavtbeQ5hzOOCjfPnvhy5hE7ttLpwIAAEVVO2dj851ruh66Y9nitcZ4B3YttLcz9tn5DA/sWmhvn3Wwu77roTvuvXs102AU38fJy9ODZfc1rwz9meBC0anoVCJidnAL50XiakhcEKGPX/289a0rVnR3Lnr92dp7715tjHf0larAHBh2zvedHbe/eWC2nQZj6W2t9i7GERG/xPc92vDJscs2feue0J8JLhSdik4lIn47YhRG4mpIXBChX4jKGVsX3/LAhrVNPV2NRw7VnDhyle1aP/vh9EDXstdldT10x86O21tXrGhc+GBYzzl+iVfO2MqJfzFBp6JTiYjfjhiFkbgaEhdE6FNh2eK1dr7Bd1+baecbtOcQnjhyld+yPvvoosF3rrDXZbWuWNF855rizDcYy8QrZ2xtX91s32SUMDoVnQoAAKCwrofusPMNfnLsMtus7NwYg+9c4c43+JOD19TPW2+Md1vDOkZgxqO7c1F6sMxOlI9Str3m+hcxidy3l04VIbE8uIUCSFwNiQsi9LDUVHX4kwce3j934K2r3fkG7ZjVb49fmh4sG+r/6ntvVPTtva67c9GFX5oVy8Rr52z87KOLPv3wkkhduqZmevUTs296FZHiBkSnipBY7ohRAImrIXFBhB4ptXM2rlq2ymtfan8cfOeKTz+8xL0uyw5b/e6DL7nzDTbfuWb8fyKuib9/uDw9WLZ13V2hPxNZdKoIcgOiU0VIXHfEGAuJqyFxQYQefTctaF/Xsry7c9GBXQvtj4EJMM79+gt2yeNvfv3w/rn+fIN571Mc18Tt/ZrfP1we+jORRaeKIDcgOhUAAEDOnFmbmu9cs3XdXQd2LTxyqObw/rnGeLc1rAt0rd/84ivGeLVzNr785PWhzzc41ezpf599dNH82g2hPxlNdKoIcgOiU0VIXA9uYSwkrobEBfmhr1x5MJ39Ghg46S7j/2po6LT/4O7db7s/GuOdOXMusAX/kb6+Y6G/0tirnLH1vuaVOztuf3XP/J/9cPrHycvtoM2qZavcovVv/3Sxncuhpqpj07fuWbZ4bWyuQdr/+I1b192Vd3QORUCniiA3IDpVhPD/LTUkrobEBbmdyu9IQ0OnV6486C/jN6KBgZO7d79tFzhz5lygU/kGBk7a1cdawF3SbhBTp3Hhgz1djT85eI0/Dca7r800xmtdscIvWr89ful7b1T0dDUa482ZtYn5BjEBFZU7Zy1IIFLcgOhUEcL/t9SQuBoSF5S3U505cy7vwm4Fcpd37d79djKZst8HFhgaOp1MpuzIlV3Mfp9Mpvr6jjGiVRzP9HzXTuC+bPFae/ssfxqMI4dqjPG89qX29lkfJy9/97WZB7vrVy1bFfrTHqeersZPjl3mT6iIYpp5zZ7Qh2UQ4AZEpwIAYMq55/65g1S+vr5jflkyY3cqd4wrsMGhodP2nMCVKw/a2uYOfOX9oyiO+nnr72teaatI10N3/OYXX3FPF3z5yeuN8b67cfG5X38hdfTKI4dq9j3asGFt020N60J/5gGvP1ubHiyzk3mgyOhUEeQGRKeKEI5hqyFxNSQuaPQ4lR01Ciw2MHBy9EVWozvVypUHA4sZ58ortzjZR9yBr8D1Wpgi4/yYV87YuviWB9pXNz/l3Xpf80pjvAO7FgbmwDjYXW+M19256PibX3/92druzkXrWpaHOw3GvXevtnf0Cv19FkSniiA3IDpVhPD/LTUkrobEBY3n3L+8LStvp8q75O7db9uiNTR02v7Wb1mB66nc8wYxRS7kY147Z6M/3+DRV6paV6wwxju8f26ga3V3LjLG2/Ste17dM/+7GxevWrbK3sK4OD45dll6sOzeu1eH/laroVNFkBsQnSpC+P+WGhJXQ+KC8naqvr5jbq0aGDg5ekrAvB3MHYnavfttfy3/t0NDp92zAe1lVMlkKvA4ps6kf8zr561vXbHCn29wqP+r7aubjfHefW2mW7R+98GXNqxtMsZb17J8SucbPNhd/9lHF+3suD30t1oNnSqC3IDoVAAARNf4B5e4aErKqmWr9j3a4M432HznGmO8996o8IvWJ8cue/9wub0ua+ltrZMy32DtnI3FHBaDb3rN90Kf5g4BbkB0qgjhGLYaEldD4oKKGTqdKgrC+pjPmbXJ9qWersbAfIOLb3nAGC919Eo73+DgO1fY+Qbt/IRzZm0K/U3DBMxakJh94ysIl5sInSpC+P+WGhJXQ+KCCF1NpBK35w3akwDfe6PCXgrlm1+7wRjv4+Tl5379hRNHrjpyqKanqzE2dyiOPTpVFLiJ0KkiJFI7YhQBiashcUGEribiifvzDdobEBvj/f6XX3SLFp2qVNCposBNhE4FAACgq3bOxlXLVn1342JuPFVC6FRR4CZCp4qQiB/cwqQjcTUkLojQ1ZA4ioNOFQVuInSqCGFHrIbE1ZC4oLz3/A3Mge7zJ1UPTDVx5sy5dDrtz6jub8G99xQigo85iqNm/ouzFhxEuNxE6FQRwo5YDYmrIXFBeTuVvTNvX98xd5J0/0a9/jdWMpmyi9lvVq48aMuV/81ogVv9opj4mKPIZtW/NPvG/4BQuEHQqQAAmHKjO1UymXKbT1/fMfu4cW7ya5wZ0u0W3CZmfzU0dNodufK/t3/Ifu9vGUDM0KnoVAWIdioObqkhcTUkLqjAuX+BUabdu98eGDhpl3T/bfbHrPxO5Rckv1P5K9pt+uNU3LGq+PiYo8joVHSqAuhUkEDiakhcUIFz//xHfENDp23Xch93x6kGBk4GxqnMyOJkH3HP/Uun04G/ginFxxxFRqeiUxVAp4IEEldD4oI+V6eyAtdZuddT9fUdc6+n8juV3aB/IVbgeip7QmDob4UIPuYoMjoVnaoA0U4FAIirvPP+uSfm2VP+3GEl/+RAO++f/7i/Bbv60NBpO8DlP2Ivo0omU4HHAcRPzfwDoU9/J8sNgk4VIRzcUkPiakhc0IRDH//gEhdNRQofc4Ri2vTHQr9ZkyA3AjpVhLAjVkPiakhcUBFCp1NFCh9zhIJORafKi04FCSSuhsQFEbqaOCVeXv5I/bz19fPWz561+UK203hD25+uXB76y4k3OhWdKi/RTgUAABARP325Oj1YZp0+fukLf7ZwYtv5y2fqPj3xB6G/nHijU9Gp8hLtVHE6uIXxIHE1JC6I0NXEKfGfvlz9P3/+VWO88vJHfri3Lj1Y9sd3rpnAdioqtjXWt4X+cuKNTkWnyotOBQkkrobEBRG6mjgl7ncq61/+8eJvr/mmMZ4xj/TsaDTmEfv44sYH9u642Rjv8U3f+MkPrvGXv61hXU9XozHe+vu+ab8xxnvqkVubltzXcs+qA7tueLJzUVXlFn/5e75x/9M7Gv/i6Xl/7t2yZ/stD9/fFPo7UELKp3WFPgmeIDeCgp2qNzmcne811R94JJWwy/Rn54Q9m2wLrpVdZvQGTyXMyNWHU23OknQqSCBxNSQuyA99YOBk2vkafWcq/z5U7sIDAyeNM826Oyu6fzcq49yQys6iHvqrVhanj7nbqR64d3l6sGzRTeuM8RpveDA9WNZ4w4P2V5vuX/b7X37RGG/bg0v/7aOyyplb7eMHdi381Vt/ZIz34u4b/tfff9k+OPDW1R/8+Gv+KYX/42eXZ7a/cnl6sGzfd24+vH9uerDsV2//0c7Nt4f+DpSu6nkvXLPwZUw19z0vsO9tS57NVqn+VDo9nOzNPZI4ZXtRIpUeTvZmFh5OtTnf+MuM3qC/Vvab3uTwiAIm2qkAADHm329qtHQ6febMObdTBW5dZcuVb2jo9Jkz5wKdym1ZwIX76cvV/5q6+L/+6Gv/7SdXpwfLfvDEDfbxsTrVjOmdn/7DJU89cqt9/NR/+kP7faBTpf7myhvmrTfG+5OmlvRg2TfvuM8Y70cvzk5019tljhyq/uuXakJ/+SWNThWpTuXyW1BG4lRgZGlE3fI71YhlepPD2Y1kftWfyo5lOf3NM7KdKk4HtzAeJK6GxAUFQi9Qq/r6jvmdKlCN8t6ryr+JsDHewMDJvr5jBTaOoonTx9yOU+1Yf0fHA3cffKI+PVjWs6PRjN2pjPHefGH2f/+7f2+Mt2zx2vRg2U0L2s2oTnVgZ6ablZc/kh4sW9ey3Bjv6CtVRw5letRfPD3vr56/NvSXX9LoVKF0qsBXvmj6U6NO7XOGlez5e/4CdoQq7XYkf8XMWpkhrNxmc6NbxjN0KoggcTUkLigQeoGhpECnsv8k9/Uds2vZH93WFOhU6XTanv6HcMXpYx64nurgE/WfvH+ZGd2pWu/xO9X9y++1vzq8f+5/Pmzsg4FO9f2dN/rb/NfUxW2r/tgY78+9W/wTAtODZS33rAr95Zc0OlUonep8uQRPzDPGM84QU0Zbajh9NtnmJVLpwPmBebZDp8orTjtijAeJqyFxQaNDd6+bcrmdyhf4R9pdN9CpbO/i5r+hi9PHPNCp9n3n5n8+/mVjvAV1D6UHy5YtXmsff/l71/udyhjv1Pt/+Ncv1aQHyx7ftNg+EuhU+x8f0ana/6TZGO/EkavePDB7+7fvfOzhxd+4+U9Df+2ljk4VvU7ljlC5nBP5ckumUwm3gAV6F+f+AQC07d79duDKKF/eThU4nS+ZTNmRK5OvU9mpLEJ/jYgN26luvfHBW2988OH7m373X770oxdn21/98/Evv7pnvjHeM103pwfL3E71UvcCO9ZUN/dh+8h4OlXqb648/feX9u697sCuhV770to5G0N/+SWtuu75WQt+gKnmvucFd7/9qVGTTGRKkTMqNXLoyRmnyi7jrs4cFYXE6eAWxoPE1ZC4IDd0twWN5nYq/3R8ezpfMpkaPVvg6E5lsmcJchJgiOL0MX8rMcs/Ge+3xy9949la/1c71t/xv0/8QXqw7OR//Hc7N9+eHizzf3XXba3pwbJk3wz/kQKdKj1YZjtV4nv1g+9ckeiu7917XXqw7F/+8eKJ3QsLn9eMWU9dc8MhTIz7ThboVIlU2v3yy8/nnUs918T8X+VO88uuPvLiKzoVJJC4GhIX5IbOHBIKYvYxnzG9c8b0zukVnXl/e33dQ6MfvG7uw+nBsq3r7hr/X5l7zcb0YNmqptw1VP/nHy55ctutob98BXSqInSqydOfHHGW4PnRqSCBxNWQuCA/dH/aiYJTQqHk8THfu+Pmc7/6gn9H4PGYMb3z/3500V/uq13T3LJ86Ro7X0XTkvtCfy0K6FSl1KkSqXxXZBUi2qkAAABK2v/7p7LXnbMEx+nba7555FBN6uiVg397xd++Wrl8KSf+FQmdqpQ61ecn2qk4uKWGxNWQuCBCV0PiKC10KjpVDLEjVkPiakhcEKGrIXGUlunV3TXzX8TEuO8knSpC2BGrIXE1JC6I0NWQOOKqcu4zsxYk4HLfHzoVAAAAgELoVHSqksHBLTUkrobEBRG6GhJHXNGp6FQlgx2xGhJXQ+KCCF0NiSOu6FR0qpLBjlgNiashcUGErobEEVd0KjoVAAAAgImbObunet4LcLnvD50qQji4pYbE1ZC4IEJXQ+IQVDH9sVkLDgpy3wQ6VYSwI1ZD4mpIXBChqyFxCKJTGTpVpLAjVkPiakhcEKGrIXEIolMZOhUAAACACaNTGTpVpHBwSw2JqyFxQYSuhsQhiE5l6FSRwo5YDYmrIXFBhK6GxCGovOI71fP2C3LfBDpVhLAjVkPiakhcEKGrIXHAGK+q9rlZC34Qe+5LplMBAAAAmDR0qogQ7VQc3FJD4mpIXBChqyFxwNCpIoNOBQkkrobEBRG6GhIHDJ0qMuhUkEDiakhcEKGrIXHA0KkiQ7RTAQAAAKWu8tpnqq/bH3vuS6ZTRQgHt9SQuBoSF0ToakgcyK98e831L8aM+wLpVBHCjlgNiashcUGErobEgfzoVGGgU0ECiashcUGErobEgfzoVGEQ7VQAAABADNGpwiDaqTi4pYbE1ZC4IEJXQ+JAfnSqMNCpIIHE1ZC4IEJXQ+LAGLZX1z0fM+4LpFNFCDtiNSSuhsQFEboaEgcKq6h6omb+gXhwXxedCgAAAEAx0KmKSbRTcXBLDYmrIXFBhK6GxIHC6FTFRKeCBBJXQ+KCCF0NiQOF0amKiU4FCSSuhsQFEboaEgcKo1MVk2inAgAAAGKsYubO0OfrY96/mOPglhoSV0PigghdDYkDBUyv/l7N9Qdiw31pdKoIYUeshsTVkLggQldD4kABdKoio1NBAomrIXFBhK6GxIEC6FRFJtqpAAAAgLiiUxWZaKfi4JYaEldD4oIIXQ2JAwXQqYqMTgUJJK6GxAURuhoSBwqoqNwd+mR9Ycz715scTme+Uv2BR1IJu0x/KvPA2WRbZsW25Fn70HCyd4wNnkqYkasPp9qcJelUkEDiakhcEKGrIXFgLNXXvVBz/Ytx4r66Ap2qLXk2W6X6U+n0cLI390jilO1FiVSmOLUlz2Z6UeJUtiD1p3LdacQG/bWy3/Qmh/2S5hnZTgUAAADEkmyncvktKCNXnDLcvuS2I0dvcji7kczq/anseJfT3zwj26k4uKWGxNWQuCBCV0PiwFhi36kCX/nehP5U7tS+zPl7TnGy5+9lFkik0qnUqXzn/jmDUZlhrtxmc8NcxjN0KoggcTUkLojQ1ZA4MJbYd6rzvQPBE/OM8YwzxJTRlhpOn0229SaHsxdfZR7Jtx06VV7siNWQuBoSF0ToakgcGIt2p3JHqFzOiXy5JdOphHuWYKB3ce4fAAAAIKmq9rnQZ+oLad6/PJNMZEpRdgwqd/VUdtaK3KVWwXEq5qg4Hw5uqSFxNSQuiNDVkDhQWNW1+0K/r1SR70+VSI24zsovP+edS91f0R+Dyo5cZVfPneaXXd0ZpDJ0KoggcTUkLojQ1ZA4UJhgp5o8/cngjarOg04FCSSuhsQFEboaEgcKo1NNXCKV74qsQkQ7FQAAABBjdKpiEu1UHNxSQ+JqSFwQoashcaAwOlUx0akggcTVkLggQldD4kBhM+f0hD5fX9Hn/QsNnQoSSFwNiQsidDUkDozTzDk9NfMPlDT35dCpAAAAABQVnaoIRDsVB7fUkLgaEhdE6GpIHBgnOlUR0KkggcTVkLggQldD4sA40amKgE4FCSSuhsQFEboaEgfGiU5VBKKdCgAAAFAwc/aeqrrnS5r7cuhUEcLBLTUkrobEBRG6GhIHJqy8fEf1vAMlxH3ydKoIYUeshsTVkLggQldD4sCE0akmHZ0KEkhcDYkLInQ1JA5MGJ1q0ol2KgAAAEATnWrSiXYqDm6pIXE1JC6I0NWQODBhdKpJR6eCBBJXQ+KCCF0NiQMTVl6+o6r2uRLiPnk6VYSwI1ZD4mpIXBChqyFx4AJV1T5XPe+FkuA+bToVAAAAgEigU00i0U7FwS01JK6GxAURuhoSBy4QnakM7N8AAAnRSURBVGoS0akggcTVkLggQldD4sAFolNNIjoVJJC4GhIXROhqSBy4QHSqSSTaqQAAAABlVdfuC31CP+b9K20c3FJD4mpIXBChqyFxYCpMr3myZt73o8Z9hnSqCGFHrIbE1ZC4IEJXQ+LAVKBTTQydChJIXA2JCyJ0NSQOTAU61cSIdioAAAAAAXSqiRHtVBzcUkPiakhcEKGrIXFgKtCpJoZOBQkkrobEBRG6GhIHpsL06u6q2mejxn2GdKoIYUeshsTVkLggQldD4kBxVNc9Xz3v++Fynw+dCgAAAEApoVONh2in4uCWGhJXQ+KCCF0NiQPFQacaDzoVJJC4GhIXROhqSBwoDjrVeNCpIIHE1ZC4IEJXQ+JAcdCpxkO0UwEAAAA4r6pr91XVhsx9PnSqCOHglhoSV0PigghdDYkD4aqo3Fldt7843L9Lp4oQdsRqSFwNiQsidDUkDoSLTuWiU0ECiashcUGErobEgXDRqVyinQoAAADAhNGpXKKdioNbakhcDYkLInQ1JA6Ei07lolNBAomrIXFBhK6GxIFwVcz4s8prnykO9+8W7FS9yeF05ivVH3gklbDL9KcyD5xNtgXXHU72jrHBUwkzcvXhVJuzJJ0KEkhcDYkLInQ1JA5Ez/aquuengvtXCnSqtuTZbJXqT6XTw8ne3COJU7YXJVKZ4tSWPOv2orbk2XQ62Kn81f21st/0Jof9kuYZ2U4FAAAAYFKF3KlcfgvKSJwKjCw5Bcwzbanh4VQysIo7cpVZvT+VHe8asbpsp+LglhoSV0PigghdDYkD0VOkThX4yvdM+lO5U/sy5+85w0r2/D13gbPJtlE1zB2Mygxz5TYbGOaiU0ECiashcUGErobEgeiJyDhV8MQ8YzzjDDFltKWG02eTbV5b8uzI8/rybYdOlRc7YjUkrobEBRG6GhIHoicKncodoXKNnoLCtixnWgs790RuGc79AwAAAFBclXOfmQrunyjYqfpTuQn6PGNyY1D+qFQiFRh6yi08apyKOSrOh4NbakhcDYkLInQ1JA5E1rSKR6tqn5tE7sYLdKpEavSI0/jnUh8xJWC2XGVXz53ml13dGaQydCqIIHE1JC6I0NWQOBBZYXWqydOfDN6o6jzoVJBA4mpIXBChqyFxILJKvlMlUvmuyCok/p2qrm5bQ0NnTc0joT8TAAAAIPZKvlN9fuPqVEuWdG7evHnz5s1NTVuM8RoaMj+2tnbYBdrbO+wjdXXbjPGamra4y/taWjKPt7RkHg9sJ/Dn/A22tnbYbyagpuaR9vYO/y9aHNxSQ+JqSFwQoashcSCy6FT5LVnSab9pbx9RflpatjQ0dPo/NjR0BqrL6OXdatTSssVu2f/G/3O2jNXVbbN160I6lTFefX3nhg2b3T/BjlgNiashcUGErobEgcgqn9ZVOXfvJHI3XsKdyhfoSIGq43ehAsvn/W2gjLnbydupAuNd/nba2zv8ca3AM7djX/X1mVrFjlgNiashcUGErobEgZJQMXMn41QjuKNS9mQ//0d7sp/fi+rqttnOE9hCa2vmFEE7ZOQ3n7E6VUND5+hOtWRJbuHW1o6Ghs6mpi0NDZ124SVLOu0jo59/a2tHoOMBAAAAmDp0qhHa2zvcc+cs22H8H5cs6QwMEPkXRAXYuuWOU7ktyL2eyv9D/nZsg/KX9EtUU9OWurptLS1b3AUC2wyMU23mS+kr9A8biokD2IIIXQ2JAyWBTpUz1uVMtsn4P9bVbRt9st/oemOybcq9nspdbPQ5hIXHqew39sGWli2jT/zjeiqQuBoSF0ToakgcKAl0qhx/Wr/NmzfbwmO/t+3FP9NvszNNn/3RViO/I/mL+Q3K/hiY2SJvp3JHG/zrqfzF7PCUMV5T05bA1pj3D4bE9ZC4IEJXQ+JASaBTTZrRA0fFxP2pAAAAgFBMm/545ZyeC+RuULdTRRAHt9SQuBoSF0ToakgcKDnl5durap+dAHcjdKoIYUeshsTVkLggQldD4kDJoVPFDTtiNSSuhsQFEboaEgdKDp0KAAAAACaOThU3HNxSQ+JqSFwQoashcaDk0Knihh2xGhJXQ+KCCF0NiQMlaPvMOT0T4G6EThUh7IjVkLgaEhdE6GpIHChpldc+U1W7b5zcFelUAAAAAECnigUObqkhcTUkLojQ1ZA4UNLoVHHAjlgNiashcUGErobEgZJGp4oDdsRqSFwNiQsidDUkDpQ0OhUAAAAATNzM2U/PnN0zTu6KdKoI4eCWGhJXQ+KCCF0NiQOlqLziO9yfKj7YEashcTUkLojQ1ZA4UIroVLHCjlgNiashcUGErobEgVJEpwIAAACAiaNTxQoHt9SQuBoSF0ToakgcKEV0qlhhR6yGxNWQuCBCV0PiQCkqn7Zj5pyez8vdAp0qQtgRqyFxNSQuiNDVkDgQZdOmP15V+9xkcbdMpwIAAAAQf3QqCRzcUkPiakhcEKGrIXEgyuhUEtgRqyFxNSQuiNDVkDgQZXQqCeyI1ZC4GhIXROhqSByIMjoVAAAAAEzctIrHKufunSzululUEcLBLTUkrobEBRG6GhIHoqZ8WldV3fNTwf0rdKoIYUeshsTVkLggQldD4kDU0KnCfx5Fxo5YDYmrIXFBhK6GxIGooVOF/zwAAAAAlC46VfjPo8g4uKWGxNWQuCBCV0PiQNTQqcJ/HkXGjlgNiashcUGErobEgagpL99eOfeZqeD+lYKdqjc5nM58pfoDj6QSdpn+VOaBs8k2zxjPtKVyKyXG2uCphBm5+nCqzVmSTgUJJK6GxAURuhoSB6KjYvpjVXXPTR33bxXoVG3Js9kq1Z9Kp4eTvblHEqdsL0qk0sPJ3szCw6k205sczlapxKlc0Rq5QX+t7DfOWsYzsp0KAAAAwKSISKdy+S0oI3EqMLLkFDBff2pEp+pNDmc3klm9P5UdywqsLtqpOLilhsTVkLggQldD4kB0FLlTBb7yPSW3HWXO33OGlez5eyOGpIwZ3bsCQ1inEs5ms8NcmYXpVJBA4mpIXBChqyFxIDoiNk4VPDHPGM84Q0wZbalht1a1pYZzF02N2g6dKi92xGpIXA2JCyJ0NSQOREeUOlXg/D2fcyJfbkmnMo08MzC4Cuf+AQAAAJg60yoerZy7d+q4f6tgp+pPjRxrakuezZSi7KhUIhUYevJM4tSoC6tyqzNHRSEc3FJD4mpIXBChqyFxIApmzn66uu75qeb+xQKdKpEacZ2VX34KzqXeP3Kls8k2p4n5q+dGsbLLj6xhdCpIIHE1JC6I0NWQOBAFkepUk6c/OeIswfMr+/nPfx56GMXHjlgNiashcUGErobEgSiIZ6dKpPJdkVXI/wfxqbOls4LMNwAAAABJRU5ErkJgggA=

o/

 
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Den Spike und zurück über das gestrige Hoch hat er in der overnight Session bereits vollzogen, aber das zählt für Dich vermutlich nicht

 
FOMC-Protokoll hilft vielleicht.

War ein guter Straddle-Tag, über 2370 long zu 234x unter 2370 short zu ca.2300.

Heute die Entscheidung wäre schon toll gewesen, evt. kommt sie auch noch, egal ich schalte die Computer ab.

P.S. Ich tendiere zum Ausbruch nach unten, rein aus zeitlicher Sicht.

 
Zuletzt bearbeitet von einem Moderator:
Guten Morgen

Aktuell ist es für mich schwierig die BW vom S&P 500 zu erfassen, darum habe ich mich in dieser Woche mehr auf den SMI konzentriert.

Habi und ich hatten gewehrweisst ob es bereits eine 1 sein könnte seit dem Tief bei ca. 2320.

Somit würde das Tief bei ca. 8320 als Y stehen und direkt ein neues Hoch entstehen, wie hier:



Mit ist das zu weinig dynamisch, somit ist meiner Meinung nach die Wahrscheinlichkeit nach noch ein Tief anstehend, also statt nur einer Welle Y noch eine Welle Z und dann gelb wie oben, so wie hier:

S&P 2.PNG

S&P 1.PNG

Wichtig: Ob neues Tief hin oder her, die Down- Bewegung verläuft korrektiv, sieht nach W4 aus, somit ist der Trend immer noch long.

 
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Hoi @plenaspei,

Der Anstieg am Mittwoch hat genau den poc vom März andedockt und ist dann wieder zurück gekommen. Hier Im Monatsprofil findet man alle Deine Marken wieder.Wenn das Value vom Februar durch gehandelt wird, steht er genau auf 2300.

Tendenz ist, Stand heute, lower.

Monatsprofile:

es-monthly.png

 
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Nachdem @tradeaholic die Monatsprofile bereits angesprochen hat, können wir uns noch den Wochenprofilen widmen im ES.

Letzte Woche hatten wir tieferes Hoch und Tief auf gegenüber der Woche davor, aber steigendes Value. Diese Woche ist es gerade umgekehrt. Höheres Hoch und Tief gegenüber der Vorwoche, aber fallendes Value, diesmal im unteren Drittel des Bereichs. Dies kommt daher, dass wir am Mittwoch oben ein starkes Reversal hatten. Die letzte grössere Bewegung ging also abwärts, das spricht eher für tiefere Kurse. Aus dem grossen Profil haben wir erst etwas über 2290 wieder eine grössere Ansammlung, dazwischen ist es immer noch sehr dünn. Zu beachten gilt es als erstes den low Bereich dieser Woche, auch beim Tief vom 28.3. sind wir noch nicht durch. Nächster Support wäre dann noch der Bereich beim Tief der Vorwoche.

Snap6.png

 
Do und Fr ist festzustellen, dass die overnight Lows nicht angegriffen wurden in der RTS. Die Tops sind nur zwei Ticks auseinander und an beiden Tagen ging es wieder zurück zur Mitte. Damit ist nicht ausgeschlossen (ausgeschlossen ist eigentlich nie etwas), dass wir doch zuerst nach oben ziehen, ist aber für mich nur Variante B. Über 2369 liegt das Top vom Mittwoch, wo offensichtlich noch einiges abgeladen wurde.

Snap7.png

 
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Habe da noch einen für die etwas grössere Sicht. Wir bewegen uns grösstenteils im mittleren Bereich des blauen Profils und innerhalb der starken Korrektur vom 21.3. Bei 2367 haben wir einen LVN. Darüber nur im blauen Bereich ist lediglich das Top vom 5.4. Momentan sieht das wieder nach Gegenbewegung aus. Die Extreme des blauen Profils wurden noch nicht ein zweites Mal angegangen, da bleibt auf beide Seiten Spielraum.

Snap3.png

 
Ein leicht höheres Hoch hat es gegeben, aber es ist immer noch Treten am Ort mit wilden Bewegungen in beide Richtungen. VPOC's der letzen drei Tage sind alle im gleichen Bereich. Also keine klare Richtungsanzeige. Grösste Bewegung heute war nach unten, aber bei diesem Hin- und her, kann man das auch nicht überbewerten.

Snap4.png

 
Im ES Monatsprofil schiebt sich alles ein wenig nach unten VPOC und Value sind tiefer als im Vormonat. Wir sind nur noch wenig über dem März-Tief und haben uns jetzt auch vom April-Value nach unten verschoben. Sieht für mich so aus, als würden wir das März-Tief noch unterbieten.

Wir sind aber immer noch klar innerhalb des Februar-Anstiegs und erreichen mehr und mehr einen recht breiten low Volume Bereich, wo es jederzeit wieder nach oben abdrehen kann. 

Snap3.png

 
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