3 - Riepilogo Imposte Comunali
3.1 - Struttura della maschera
3.2 - Funzione della maschera
3.3 - Invio dei dati all’Applicazione F24
I dati IMU/IMI/IMIS calcolati nelle schede Terreni e Fabbricati sono riportati nel “Riepilogo Imposte Comunali”.
3.1 - Struttura della maschera
Il software crea tanti "Riepilogo Imposte Comunali" quanti sono i comuni presenti nelle schede Terreni e Fabbricati. Per ogni comune è riportato il totale dell'IMU/IMI/IMIS dovuta, l'eventuale DETRAZIONE, la Quota per il COMUNE e, per i fabbricati di tipo D, la Quota per lo STATO.
La gestione "Riepilogo Imposte Comunali" è suddivisa in tre sezioni:
- Acconto: in questa sezione troviamo il riassunto dei calcoli eseguiti dal software in base ai dati precedentemente inseriti nelle varie schede dei terreni e fabbricati;
![](/Img_Guide_KCF/image/2021/Terreni e fabbricati/Riepilogo Imposte Comunali/02.jpg)
- Saldo: in questa sezione viene riportato il totale dell'Imu/Imi/Imis per tutto il periodo, calcolato con l'aliquota del saldo e decurtato l'importo dell'acconto;
![](/Img_Guide_KCF/image/2021/Terreni e fabbricati/Riepilogo Imposte Comunali/03.jpg)
- Totale: in questa sezione viene riportato il toale dell'acconto e del saldo;
![](/Img_Guide_KCF/image/2021/Terreni e fabbricati/Riepilogo Imposte Comunali/04.jpg)
3.2 - Funzione della maschera
Nella maschera è possibile spostarsi da un Comune all’altro tramite le frecce di spostamento.
:permette di stampare la maschera del comune che si sta visualizzando o tutti i comuni.
: permette di inviare all’Applicazione F24 o F24 Semplificato, nel caso in cui il soggetto è privato, TUTTI gli importi da versare.
: la gestione sarà disponibile a breve.
: consente di chiudere la maschera.
Nella maschera è possibile visualizzare il dettaglio IMU/IMI/IMIS di tutti i fabbricati/terreni presenti in un comune.
Cliccando il pulsante
, in corrispondenza della tipologia di interesse, il software espone i fabbricati/terreni indicandoli per codice del fabbricato/terreno e l’indirizzo. Nella maschera è resa disponibile anche la possibilità di variare l’importo IMU/IMI/IMIS da versare: espandendo il dettaglio di ogni rigo, in corrispondenza della colonna "Var. +/-", è presente un campo giallo compilabile manualmente. (Variazione +/-).
Prima di inviare i dati all'applicazione F24 è necessario verificare la modalità di pagamento, di default il software propone "Acconto e saldo", ma è possibile in qualunque momento modificarla.
Si ricorda che qualora si scelga il pagamento in Unica soluzione a Giugno, è necessario aver scaricato l’aliquota Imu/Imi/Imis sia in acconto che a saldo, per avere il corretto calcolo dell’imposta.
3.3 - Invio dei dati all’Applicazione F24.
Cliccando il pulsante
, si apre la maschera con gli importi importi dell’ACCONTO IMU/IMI/IMIS a giugno e/o del SALDO IMU/IMI/IMIS a dicembre e/o UNICA SOLUZIONE IMU/IMI/IMIS A GIUGNO da inviare all’F24 o F24 semplificato, nel caso di un contribuente privato.
![](/Img_Guide_KCF/image/2021/Terreni e fabbricati/Riepilogo Imposte Comunali/2.jpg)
All’interno della form la procedura seleziona in automatico gli importi da inviare all’applicazione F24 o F24 semplificato per la creazione delle relative deleghe di pagamento.
Prima di effettuare l’invio, l’utente deve scegliere quali importi inviare, apponendo il check in “Sel.”.
Apponendo il check in “Seleziona tutti”, in automatico verranno selezionati tutti i tributi per procedere con l’invio.
![](/Img_Guide_KCF/image/2021/Terreni e fabbricati/Riepilogo Imposte Comunali/4.JPG)
Dopo aver selezionato i tributi, cliccare:
-
per inviarli all'Applicazione F24, all'interno della quale sarà possibile creare i modelli di pagamento;
-
per inviarli nel riepilogo F24, all'interno della quale sarà possibile stampare i modello F24 semplificati.
N.B. Esempio: Nel caso in cui in un primo momento è stato inviato un tributo a F24 semplificato non è possibile inviare un secondo tributo a F24. In questo caso è necessario eliminare il modello F24 semplificato e procedere nuovamente con l'invio dei debito a F24.
La colonna “Stato F24” assume descrizioni in base allo stato in F24 o F24 semplificato:
- se si è optato per l'invio a F24 assumerà: assente, se il debito non è stato inviato; inviati, se l'importo è stato inviato a F24, prenotati, se in F24 è stato prodotto il modello F24; pagati, se in Riepilogo F24 è presente la data di pagamento.
![](/Img_Guide_KCF/image/2021/Terreni e fabbricati/Riepilogo Imposte Comunali/5.JPG)
- se si è optato per l'invio a F24 semplificato assumerà: assente se il debito non è stato inviato; inviati, se l'importo è stato inviato in Riepilogo F24, stampato, se il modello F24 semplificato è stato stampato.
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g+zx3ccxxwXwtt9Ywm97XYVviI7uAxPPhjSAwLIcT7Ee8Yjbd4f/2FECIWpaWlnHfeeb2OLf7e977X922iFsmKOM9wxOf6i98+/l0avrDWQIteBc5xHHbs8MnfV99iiuG0NFquuILjl15K2+WXc+Taazn+yit05eXRVVJCe9Js2u75KdaXv4j/GzfCTd/k8BtvxXSe4WcX1jvHDEcdR9zX9Ud4AS0xvDE8tsX7B5kQQpxu4h2j8Rbvr78QQsTC6/Xyta99rVcMn3/++XHftniIJYabVq3i+K0/pO0/PseJ//wPOq+/Hvf119P9uf/A/R//gfnVG1Dfuxn7B9/Fn/B9/A88SFNq3il9HhLDEsMSw0IIEUfxjtF4i/fXXwghYrVw4cJeMfzaa6/FfbviIZYY7u7qYn9mHk1vTePwP6Zz5J8zOfJOUCKHps6kadosDk9P5PD0RJpS8zjecvyUPg+JYYlhiWEhhBBCCCEG4fV6mTp1Kp/4xCf45Cc/yZQpU2hpaYn7dsVDLDEc1O310OVx9+J2e0K6u4ewYvcwkhiWGJYYFkKIODIM46Touj7sTnZb3o94f/2FEEIM3VBi+HQmMSwxLDEshBBxFO9pyvEW76+/EEKIoZMYFhLDEsNCCPG+ud3uQXV3d8dNLNv3fsT76y+EEGLoJIaFxLDEsBBCvG+2bcfEsqwBDXab4brP4Rbvr78QQogz18Xj/o6rqqpKYniEYlgIIYQYSGVlZcwqKir6FPx8X/cby+cHus+RFu+vvxBCiDPXxeP+jive0SiEEEKcqfx+/5D5fL4Ifr+fvi7B6w72+ej7OpXi/fUXQghx5pIYFkIIIeJoOFeCNk0TpRSmaYZWnNY0bcDPx1u8v/5CCCHOXBLDQgghRByZpjmsDMNAKYVt25imidfrxTRNbNtGKRWK4tNFvL/+QgghzlwSw0IIIUQcDcciVEpFjvZalgWAUgqPx4NSCgDLsnqNEp+KRbIG23YhhBAiHkZ1DFdVyaJfo4nsLyGGj7yeRF/CR1sty8Lj8bB582Y8Hg+WZfW6jhBCCHEmkxgWsr+EGIXk9TR2DPd0Y8uyME0TXdcBqK6uBkDXdUzTDEXxcD62TJMWQggxGkkMC9lfQoxC8noaO0Yyhv1+P5WVlfj9folhIYQQIorEsJD9JcQoJK+nsWMkgjIYwz6fj/Lycnw+XyiGR+LxJYaFEEKMRsMWw8faDdbv9pBZ3sW7Oe38cUErE99r5enprfx2Viv/t6Sd2YVdlGz1cKjFGJaNlzeDo4vsLyGGj7yexo6RjuGKigqJYSGEEKIP7zuG6w9r5FZ3MTWvg0UlJyjd7qW2yaClS+HRDDxeg5ZOxY59Bnnrvfwj6wTPz+5g2vJONtV539fGy5vB0UX2lxDDR15PYiDBVaX9fj8VFRWhadLB0y4JIYQQ4n3E8PETBoWbuknMb6N4s4fDx53TOMRyaTysWLDKzW8S25iZ38nBY/pJbby8GRxdZH/17eDBg3HfBjH6yOtJDCQ4MhwdwzISK4QQQvQ4qRiua/KyaNUJsiu6OdzqnLvQ74fKXV7ezW1j4r8Ok/BiI194djefn1jL93+3l2febuSdjGbKd3Th9ztRXHvY5G8Z7fxuznGqa91D3nh5Mzi6yP7qm8SwOBnyehIDkRgWQgghBjfkGK49oJFU3EH5DndopDd/g5v/nt7MZ56u47qn9nLtk3u49olaPv1ELZ9+fBdXP1rD1Q9v48oHN3PFAxuY+I895FW2hm6/eHUn/z3tCKu3dg1p4+XN4Ogi+6tvEsPiZMjrSfTFsqxeq0lHx3DwOvHeViGEECLehhTDdU1eFhR3sL5WA+DQccXk1ON84dl6rguE8HVP7uHaJ2v59OO1XPNELdc8vtOJ4Ue2c9VDW7jy/o18avw6rnmggj/Pq+fAMee+Mss7+eXUQ1Tu7Ix54+XN4Ogi+6tvEsPiZMjrSUQLRm4whg3DiIhhwzAiYliCWAghxJku5hg+fsJg0aoToRHh2kMGz81wRoM/83Qdn3lqL9c9uZfH/nGI/A3dHDquQiO/B1tMVqzr5KHJDVzxwCYuH7+eS++t5JKflfLMm9upaewCYGHhcZ6buo/9zbEtrCVvBkcX2V99kxgWJ0NeTyKaxLAQQggxNDHHcNGmbrIrukMjws/NaOa6QAhf9/RevvbfDeRv7Jk63d9lWfUJ/vOJzVx6TwWf/NkaLv5xEU9N3syBZg8Arycd4p20QzFtvLwZHF2Ge3+tWLGClJSU96W+vj7uX5exHsNjZT+dbsbyz78XCu7j/qVfel9WNWTF/XmcahLDQgghxNDEFMP1hzUS89tCi2VNTj0eGhG+7qk6rnu6gcpdWih4Lcuio6OD8q1HKdrYSqfHjgjitTu6uPSeKj551xou/lERn7hjOa/M2gHArgMenvjrLqpq2gbd+LH8ZnAsGu79lZKSQlZWFqtXrz4piYmJ1NTUxP3rMtZjeKzsp9PNWP75d//SL/F6qYu8PSfn9kUusnbOifvzONUkhoUQQoihiSmGc6u7KNrsCSyW1d1zjPDTe7nuqXpeWdgWWFHaT2trKyvK6rjp13u56rE9XPloLZ96eCfJq9pDMWwYBs+9s5OLf7KGT/yoiI/fvoxL7swhe80hAKZlHeT1BXsH3fix/GZwLBqJGF69ejV79+49KfPnzz8tIutMiOGxsJ9ON2P559/9S79E3h4XcHIeSJMYlhgWQgghBjdoDB9rN5iW18Hh4xZ+Pz2rRj+9l8883cB1TzeyZE0X3d3dHDx4kG3btnHjc7udEH6klisfruGKh3ZwxQPbOHjMAKCjo4N5ubv5xF2lfPzOIi4ct4wLbs3m0T9V4vfDnv1u7n15HQ1NA68uPZbfDI5FIxXD27dvp7q6esjmzJlzWkTWmRLDo30/nW7G8s+/YAy3eFxsOjJ0P0mWGJYYFkIIIQY3aAyv3+1hUckJwDmPcGjV6Kfque6pBq57eh8//vNB7pu0n99N380zb9VwdWhEuIYrHtrO5Q9s47L7N7N2RxeapnHgwAGScrdy0Y9Xc+EdhVxw2zLOS8jgvB+kULqpGYDnp2wjveTAgBs/lt8MjkUD7a9Y3piFX8cwDNLT01m1ahVFRUXMmDGDxMRE5s2bx+zZs5k1a1afZs6cyXvvvReye/dudF3v9SbxVH5dxkIM9/U1C57aZenSpZSUlFBQUMD06dN57733SExMZObMmcyYMYOZM2f2u7+Camtr4/4cTzdj+edfMIaTt7u4YeYH+c7c84Zs2e6kuD+PU01iWAghhBiaQWM4o7yL0u1eAN7NaXVC+Ok6rnuqnmufauTapxr59FONfPrJBq55vI6rH9vDVY/uCoTwDi5/YCuX3b+ZcX/YBcDx48fZsWMHf3mvgo//qISP37GSC8flcf4t6Zz7/WT+On8bAPOWNfLnxK0DbvxYfjM4Fg1HDNu2jVJOaKWlpVFcXExRURFpaWm0tbXR0dFBe3s7bW1tvbS3t9PR0RHS2toaenMYr6+JaZpjOoYNwyAtLY2SkhKKi4tJT08P7Yu2tjZaW1tD/x6I1xvbCvNnkrH88y88hh/N/AYHO+qHrNPbEffncapJDAshhBBDc/G4twaO4Xdz2qltcqY3T/xXE9cGTqF07VP1XPtUA59+qpFrnmzg6ifquOqxPVz1aC1XPrKzJ4THOyHc6XF+8dbV1VFZWckPfrWaC+8s5KI7VnDxHXlcfFsGFyUs4aGXVzuj0DtaePiVNQNu/Fh+MzgWxbq/BnqTFv4mb8mSJaxcuZK8vDyysrIAME0zJHh927bx+XxomsaJEyfweDwRARz+xjDW0WnbtrFt+6TfVAavP1ZiOCj86x8UHMFfuXIlubm5AGiahmma+Hy+uG/zaDWWfv6Zpo4yLZQJ4OX+tK+ystFF+jYXj2V9EfyAzwZLB9MLejcoC9MH+ACfBX4T0PHbJspQmIbCNC1MFU31SSmFpSx8loXfsvFZNnbwtW1ZKEs5ToOv15n8vSKEEEIMp0tuGySG/7iglZYuZxXphBcauPbJPVz7ZB3XPlnPp5+s59NP1Dsjwo87Ifyph3dyxYPbQyH8wqwDdHosAI4ePcr69et54OXVXHhHMRfens9Fty/nk3dkc9kd6VwyLoWbnsgG4EBLF999JnvAjZdf8KPLcMdweno6q1evpri4mNTUVAzD6DXlOTxYg/cB9HqsWGM2OpxPdnTlTIrh4MhwYWEhS5YsiRiNl5Gpkze2fv7pTriafnx4uTf1qxTUn0X2trN4NOc2vDqc0OG47qdD99Ol+zmh+Wn3+ujw+ujUfHgNP6byo0wbZSqUqTDNvsLXQoVEbocVYAdYSvVEsMSwEEIIMeYMGsMT32vFozkjw194djfXPrmbTz9RxzVP1IX+e3XYqtHhI8IvzDoQWkG6s7OTrVu38sDLq7ngzmLOH1fABbct5xO353HZnZl86kdpfOrOJXzmrhQAuj0a196bMuDGyy/40WWoMdxXKIXHcFZWFpWVlZSXl5OUlERDQwO1tbXs3r2bvXv3Ul9fT2NjI3V1dezZs4f9+/dz5MiRUAyHx3L040RPnR7uaBurMRx8TuGj82lpaRQVFVFSUsLcuXNpbGyksbGR+vr6fleQPnLkSNyfx+luTP38szRMU2EYfiy/h5+lfJXCunNYtvUj/GjJ1yltSKWoIY0VjRkU7c9m9aFc1jQsoWz3XFbvTaK4bgm7jtbS6QavHvxjl4kZITgCbKEs2xnt7TOKzTDB7VMSw0IIIcQYNGgMPzW9FY/XieHPT6jl2sdr+fQTe7nm8b3O8cGP7eGqR2q58uGdXPFgzzHCE//ZEAphj8dDTU2NMyJ8ZwkXjCvk/B8u54If5vKJ27P51I8zueauNK79yRL+854lTgy7Na69e9GAGy+/4EeX4Y7h4MhwSUkJiYmJLF26NGKBrFmzZjF79uzQYk2zZ89m9erVeL3eiOnT4WEaLXqbhutrMZZjOPi8gv8ffmz3rFmzQvspuHBW+IJmM2fOZPr06RQWFvZ5n5qm4Xa7Q7xeL7qux/35xsNY+vlnBWJY1/3Yfi/3LbmBBTUfYcXej3NHios7F7i4faGL25Jc3J7k4s5FLu5c6Hz8mQwXP5zn4pWCCRg6mKYPyzJRVk8IG6aBGYxby8Ky7DDhr20TUxkYpo6pgrcxJYaFEEKIMWrQGP7fWa20dDpTS7//Qh2ffmwn1zxey1WP7ebqx3Zz5aOBEH5oeyiEL71vA2u3dwFg2zaNjY3c8twaJ4TvKOT82/I594e5nH9rFp+8PYOrf5LOZ366lM/dvYRbf5EXmiZ986NLBtx4+QU/ugxXDCvlrCadmprKypUr2bVrFzU1NdTW1lJXV8fu3bvZtWsXe/bsoa6ujr1797Jnz57QMcbBKdQ+nw+/349t270iOHoqb/gIcn/BPBRjPYbDpaenU1xczJ49e9i1axe7du1i586dVFVVUVhYyIoVK0LKyspITU3tM4aDp2/buHFjyM6dO2lubo77c4yHsfTzz7a9mKZC0/z4/V4eTL2BrF0uMD6EMs6iS3fRbbhwm85/u3QXneYHOGF9hDbj33l1zTm8VPgzsHz4bQvLDsSwZQTitieGLcvGtn3Ylg/bsgMsLKUC4ayjmxq6qWMEg1hiWAghhBiTBo3h/1vSzo59zsjw0283cvUjNVz16E6ufnQnVz6yi089UsOnokL4knvWhUaF29vbeWPOBi64s4Tzby/k/NtWcu6teZybkMWFCRlcdmca1/0sjc/fm8YX71vCLyevcRbQ2tLEAy/kDLjx8gt+dBnukeFg3NbW1rJz587QFOna2tpQdAVDeceOHWRlZVFcXIxSKiJ0g3Rdp7u7O7S4k23b+P3+0GMO56rTYz2Gw4/ZzszMZPXq1ezZs4ft27dTU1PDrl27KC8vJzc3lwULFjB//nzmz5/P4sWLmT17NkVFRRH3p+s6u3fvJiMjg0WLFrFo0SJSUlLYsGEDXV0Dn498rBpLP/3ymSoAACAASURBVP96RoZ9+HAzfumXWVvnAttFt/0B4P8BHwP/edjq39B1Fzb/D7iENusc3i118WbZj7GsbkylYZgKn+UDP/hMC92rYSqF7fejLAtTN9F0DY/udmYWGBZ+ZYPtx2dZ/Y8MnwZfqzP9e0UIIYQYToPG8OzCLvLWO6dWmpLRzFUPb+XKh7dz5cM7uPLh7Vzx0HaueLAnhD957zouvrsqNCp8+PBhfvlmBRfcXsh5P8zn3B/mcW5CNuf+IINP/HAp1/x4KZ+/L40vP7CUrzyYyntpOwCYm7mVV6eWDrjx8gt+dBnOGNZ1PRTDVVVV5Ofns2LFCpYvX86KFSvIz89n2bJlZGdnk5WVRWZmJsnJyaxevRrLsjAMIyQ4Suz1emlra8PtdqOUwu/3h76PNU3DMIxBty9WYzmGg384CH5ds7OzKSsro7q6mqysLPLy8sjPzycnJ4e0tDQSExMjpknPmDGjVwwfOHCAgoKCiGnVy5Yto6GhIbRfzjRj6edfMIYN3YePbu5d+kWyd51FSZuLVze5eKvUxYzqD5O05VJmrf8IU8pdvFXm4o3Ss/nzBhcPp32I51ffj9c6itfsxKspsAJ/kTX8aF1elGnhB5Rlobk9dLpP0Oo+TrenG1OzQAWu7/MTedywOapDeKx9rwghhBDDadAYLtnq4R9ZJwAo39HJlQ9s4lMPbubKB7dyxYNbufz+LVz+wCYuG7+BS+5dx8U/q+ITP63g3ld38LOXt3DH76r4wsMlnHdbPufemsd5CVl87PvpXJiQymW3p/K5e5bylQfS+PojS/n6I6msrzkKwK/fKGDpypoBN15+wY8uwx3DwVWKV65cSVJSUuj/S0pKWLNmDatWraKoqIjCwkJWrlzJqlWr2LlzJ6Zp4vf7Q8JHm3Vdx+v14na7Q+flVErh8/kwDAOPxxOxANfJBvFYjeG+Tm0VHBleuXIlCxYsCK0sXVxcTElJCcuXL2fu3LkRxw6vXLmSzs5OlFKcOHGC8vJyFi5cGArm5ORkampqQtc5E42tn3+as/qz7sPn7+a+1OtJ3+Zi8TYX31vwYV5b9hSvFz7OX0sf5fWSR3m18FFeLHyS3xVM5I2Kh5hc/BCLdkxH93Wi0Y0HL5rfg2l5MGw3uq8bw69hYjkjvl4vNiaddOD2d+G1PSjLC0rDpwwsS0WQkWEhhBBibBo0hg+1GDw/q4PGwwq/Hya+vZdPjd/A5ePXcfn4DVwxfgNXjF/PZfdUccndFVx8VxkX/biU1xc08Kc5e/jdu5u59bnVnHtrLufeksXHvp/BBbcs4ZJxS7jup6l89cF0bnw0nW89kcZL71bi90NN43Huei6V+gOtA268/IIfXWLZX7GctigYwxkZGaxdu5aCggKysrLweDwo5Rxb2trayrFjxzh8+DBNTU0cOnSII0eO0NLSQnNzc+jjTU1NtLW1oWkabW1tNDU1cezYMdrb2/H5fHR0dNDS0sLhw4dpaWnhxIkTMa1GHcvzDD6XsRrDwZH38D9a5OXloes6tm3j9Xo5ceIEW7ZsYdGiRRGLn2VkZLBjxw6OHj3K1q1bSUtLi1gYbcWKFezduzcUw4ZhcOzYMZqbm2lubqajoyPuX4uRNrZ+/unO6ZAMH/i7GZ/yJVY2fISMmot4MOu/wNKwlYWp4NiJI+xu2sDOw5vZ1ryd7S1b2dG2hdojNdTt38vuIzupad1KY+cemrWD7D+xlz0t29jVtIOahhqOthzB1nQMPOzq2M7OY1vZcWgzTa31eL0tmEY3PsvCtizsMRLEY+t7RQghhBg+g8awUorpy7tYsMoNwLLKVq5+sIrL7qvg0nuruOK+Kj41vorL71nLpT9by8U/KeWiH5WEVpE+fPgwz/2tnHMTMjnvljQuvCWVS25bwrU/TeUrD6bzzcczuPnJdG6ZkMmq9Yec6dhJ1bw2ddWgGy+/4EeX4R4ZzsjIoKysjJUrV5KZmYnH48G2bTo7O6msrGTevHmhVYuDoTVjxgymTJnCW2+9FZpyW1RURENDQ+hzc+bMYf369Xg8Hk6cOMH8+fN55513mD17dsSIZXB7+noOgy2ydSbEcPR5hoMxrGkalmXhdrvZuHEjU6ZMYdq0aREjw8F9NXXqVGbMmNHnx999993Q91R7ezuzZs3i3Xff5d133+1zAa6xZiz9/DPDYtjvdzM+5cvk1/8badvP47Hl38ZWJrpl0W37eb3sd1z9noubk1xcM9XFF9518Y1/ufjmuy6+M9XFt951ceMUF9/75wX8M/dxNhnLuGHGuXzpNRfXJ32It6tfwrZtqvcX8u2plzI+8xz+c6aL36/6BbqhMM3wP8YFzjU8yo2l7xUhhBBiOMUUw5vqvPxmVht7D5sA/GlePZfcXcplP1vDlfet5Zr7y7j6vjVccc9qLvlpMRf/uABd1zl27Bj19fU892YpH/9hGhePW8qnfuRMjb7hoXS+/WQm35uQyS0TM5meug2AbXUtPPDbNMo37Rt04+UX/Ogy3KtJZ2RksGbNGvLz88nIyMDj8YRWiC4tLSU5OZmNGzeyefNmtm7dyvr166moqGDDhg1s376dLVu2kJGRQXV1NU1NTUyZMoWSkhIWLFhAZWUlSjlTdKdNm0ZRURGZmZmsWbMGn8836HOQGO6Rnp7OqlWresUwwLp160hKSmLdunUsW7aMefPm9Qrf8BHh4PHFlZWVLF68uFcMr1q1ivT0dInhUcZUOqapUIYfv9/D+JSvkF93DqlbP8ozxbdgmhbdlk2b32bmuud5Ju8cag9+gPpGF3sOfZBdx85lb9eHaFAu6rpc7D7m4jc5/8aMtS9QWr+Sby38EJvaLuTpbBfz1/8CG2hrq+eu964gY9cHeWW5i0nlz2BYYCowo84/PNqDeCx9rwghhBDDKaYYVkoxM7+Tv2U4U0QPHNN45s3tXP7TEq66bxXX3b+KzzxQwmfuL+La+wq5+p58WltbaWxspKamhuffWsU1P8ngc/em8+UHM/jGY5l85+lMEp7N4tafZ/P6zHU0H3eOxXz5nWLenF0W08bH8gs+PT19yOK9U8aq9xvD4R8zTZOMjAxKS0vJz88nMzMTr9cbWghr1apVJCYmkpKSwpIlS1iyZAnJycksWrSI3NxcsrOz2bx5M2lpaVRWVnLgwAGmTp1KdXU1KSkpVFZWYpomHR0dvPfee5SVlZGVlUVJSQm2bWPbdmg7gtsWvq0Swz0yMjJCxwzn5OSgaRq2baPrOmvXriUxMZH09HQWLlzY67zD4ZYuXcqyZct477332LZtG6mpqb1iuLq6mtzcXInhUcboFcNfZcXeD5Cy+RyeKvwehm6hmxZeZTNtw++5Jc3FS+Vn8WKZixfLXbxUdTYvVpzDH9Z+mN+sctGs/X+8VvZR3i39HZUHivn2vLPY2/pBJua7mL7lRWzgWOtubpt1Easb/43XS128tvppdBt05cMwLQylMAPbJzEshBBCjE0xx/DBFoPfzjnO4pJOAHbu6+Lnb23lmnsL+Mz9BXz+wQK++HAhX3xoJV94aAVfeHAZX3gwj+sfyOFLD2Vzw8NZfOOxLG5+OosfTMzh1p9nc9svc5iUuJ6GQ05kJ6Zt4uk/ZtJ4aOBjhYNijWGfzxczieGRMxwxHH6MbjCy8vPzycrKCsWwbds0NDRQWlrK2rVrKSsrY82aNZSVlVFeXk5BQQFvv/02GzduZOnSpZSXl9PY2Mh7773H9u3bSU9PD8Vwe3s7iYmJrFu3jpycHAoLC7EsK7TwVvQK08FtlRjued7hf7TIyspC07TQ662xsTG0f4KLni1ZsqTPGC4oKGDbtm0Sw2por6fRQLd0DNPCNMDv93J/yg0s33MWize6eHLlzRiawtIt0G2qG/KZUvY8b679A3+peJU3yn/PW2XPManocV5bfjdffNtF7eGz+GOZi7dLnmfTkVJunuOi+biLX5S4+MeOv2L54HDrDr47+/9je/NHeXO9ixcLn8Jrd6MpDc200E2FYTpBLDEshBBCjE0xx7BSiqpdbp6bcZTMcieIDx7z8saCWq5/ZCVfeHAFX35kBTc8toKvPbaM/3p8Gd94Io+bnszlW0/l8p1ncgIRnMO4X+bwk9/kkpi5g+ZWZ0Q4edk2HnshnbINDTFvvMTw6DJcMayUihhxDI/h4PRb27ZDp0gKj2jLsti3bx9Tpkxh48aNJCcnU15ezsGDB0lMTKSmpobMzEyqq6vRdZ3m5mZmzpzJhg0byM3NZeXKlSjlrC4tMdxbfzG8evVqVqxYEZrObtt2aD+Ff306OjooLi7u8/jh0tJS6uvrJYbV0F5Po4GhtLAY1hifcgPLwmLY1BTOHGYbTB+YPnymhWGY+CwFfgu9+yiNteUkvHc59S0uXi53MbnkOaqPrOKbiS66O8/mt4Vn8/fNf6XL66ahdSs3JV3ItuMf5O2Ks3ll5UPOdigjIoSVkhgWQgghxqohxbBSitVbu/jl1EMsLDxO8LKy6gjPv7ORrzziRPBNTy7j208t4zvP5PK9Cbn84Nlcbv15LuN+mcu4X+UyafZ61m4+HLp9YtomHnshnYK1e4a08ac8hssmk5CQEDCZsgEfu4zJCRNJ3jfEnbIvmYknc7t4inGbh/OY4eCxqMEYzs7ODq0mHTy/rWEYdHd34/V6MQwjdMqkpqYmpk6dyoYNG0hKSqK8vJzDhw8zd+5cdu3aRXZ2Nhs2bMDj8bB//36mT5/Opk2byM3NJT8/H9M0Q8cNG4YROqeuxPDAMbx8+XLS09Nxu92hr5dt23R3d+N2u3G73ezbty80FTpafn4+GzZsYMaMGaEYLi8vx+12c/ToUWbOnCkxPEoZSsMMi+H7lnyNZXudGH6q4DvOeYBNG2wfStdpdndxuKuZQx0NHPUepc3uosNuZmt9Mdf+60Mc6HDxUpWLP5X8nLWHi7lxlguf9zz+uOJj/L36rxxtP8rO1k3csPQStna4+Nfqj/Ln/LuxdIUyVGiKtMSwEEIIMbYNOYaVUlTu7OS5qfv4v6QD7DrgjOz6/bBu53FmZ+/m91PW8eDLJYz75XLu+O/lPPFqCa/NWMei5bvZsvs4fj+hxbJefqeYJ/+YNaQR4aBTGsP7kpkYHsD7kkkuG+ixTzKGT5mhbF/0dU/uuQ01hvv7nFJ9x7DX60UphdfrZdu2bSQnJzN79mxmz57NnDlzmDt3LvPmzWPx4sW89dZbrFmzhpSUFMrLyzlw4ACzZs1i+/btLFq0iBkzZrBo0SKmTJnCO++8w5YtW1i2bFkosoIj1BLDkQYbGQ4e223bNpqmsXXrVhYuXMj8+fOZP38+CxYsYPbs2X3G8IIFC0hOTo4YGZ41axbz589n7ty5oWO+JYZHHzM8hgnG8Nks3nSWE8O6hU+3wFDMr3yDHyddxROZl3LzvPNJWHARdyR9kntSP8uP5l3HN951cfTERfxh9Ud4o+wXVDYXceNMF3tbPswvC87h1sUX8MPZF/DEki9ww1QXxftdvLP2o7xacA+GYWGaClOZqBAnhkdzEI+l7xUhhBBiOJ1UDCul2N/s5Z20Qzzx111MyzrInv1uYr3UNB5nSlI1D/w2jTdnl8V8jHC0UxrDZZNJmJjMvpi3T2L4ZPaXUkOP4eDCTOHTpMvLy1m0aBHl5eWhY1IrKipYt24dFRUVlJWVUVtbS1paGuXl5TQ0NDB9+nQ2b97MunXrWLt2beh44/Xr17Nt2zby8/MjFtAKnuJJYnhg4dPZs7OzQ8cMB/fTggULKC0tZdGiRaHVomfOnMmcOXNITk4OfWzWrFkh27ZtY8OGDZSXl0eoqamRGB6NTA1lWigDfGjcl/o1ltUFY/i7KN1G1xQer0Hi2t/wRM6HKT30UXIPnENR49mU73WxtsHF2v0u1u3+IO2WixdKzuIf1b9g3bECbpzhok3/INUnPkj5kbMorXdRWuuidPtZtFsu3q78KH8svgdNOQtnWZbpUGYohEdzEI+p7xUhhBBiGJ10DAdV1bTx+oK9jH95Hc9P2ca8ZY1Ubm/hQEsX3R6NbrfGgZYuKrc0MTdzO79+o4C7nkvltamrqIjh9EkDPvYpnSZdxuSEBCYm97HN+5KZ2Gv6dFQw9nGdfckTw6ZdJ5AwuWyQ2yUwuSx8eyaSnNwzdTt828omR99v7+cy4OOG/h193ckx3Pbk95dSgTedgXN89vpc4DzDhmH0iuHgKsUAa9euJTMzk71794biKNqaNWtYsmQJFRUVHDp0iFmzZpGdnc3y5cspLCykqKiI4uJiMjIy2Lx5c8TIcPj5joMxrEIx3HtFZdPs/TyUGtsxHNpPgQW0Vq5c6YzgR+2n4Oh8UlJSaDXpmTNnhkZ9g+eIDpo5cyZ5eXnk5+f3sm3bNonhUckIxbDf7+W+JV9led1ZpGw5m6cLv4PSLZRhYJka0za+xNP5Lo61u1i00cXibRcyfcMHeHfjB5my+Rz+sdbFrM0ufpFxIVNKX6SicTnfnvrvzK4+m39Wu3h3vYv3NnyMuTs+zNQNLlqUi39U/ht/LL4bQ/lRlo1tmdhhMRz/r498rwghhBAj4X3HcFBDUxfpJQf4c+JWHn6llO8+k82196Zw7d2LuPnRVB54IYdXp5ayNL+G+gMnNxIc7dQvoLWP5In9RGkwBMsmB6I0/OP9XSf8PvqKaCdEQ48VcWxuIFKDoVs2uZ/jmPsL1cFGewfY/pMcKY5lf4VGYCyr15vQ4OhrMELT0tJ6xXBwxHHt2rWkpqayZcsWpkyZQl5eHllZWaSlpZGVlUVeXh7FxcWUl5dTW1vLsWPHyMzMJC8vj9ycXHKyc8jLy2PF8hW88847bNiwgZycHFbmrwzEb++R4WAMm9ExrHqOPXRYZ0QMG4GvT3rgfNArCwpC09mDK3KXlZUxZ84c0tPTQyE8e/ZsUlJSWL58OXl5eWRnZ7NgwYJe06ZTU1PJzc0NXUemSY9mJsq0AzHs4b6Ur7Ci7ixSt57NM0XfQWkKv9LB7+GfNa/z7CoXre0ubk9y8fNld/Jsznd5OueHPJbzI57Mu4VnVnyTV/KfZNnuVA66t/Fkznf5Vd63+f2yb/Lb3HH8T/b9/GrZTdw200Vt07/xVtUHeKXkbpQC2/LhsxU+S2Gr4RkNNpUZIt8rQgghxOlj2GI4HuK2mnRgtHZymeo1ctvnaGm/13Hur2xyP3EdfZxyxHUHCdKIxb5GYwwHWb0EI3Tp0qUUFxezYsUKcnJy0HUdf+CA9IqKCtLS0ti2bRtpaWns2rWLpqYmurq6aGtr4+jRo7S0tNDW1oamaQC0t7ejVM+Ipsft4UTHCRYvWsz6devJzcmloKDA2U7LxjRV/zGsjLA3wEOP4V5vwE0TZSrHMLx2+puGPmwCK21rmkZaenrkyLBXwwo7z/DUqVMjInfRokVUVlbS3t5Oe3s7DQ0NZGdnR1xn9uzZ1NTUhFYMl9WkRzfLslCmLxDDbsYnf4kV9WezZPuHeGTZTViGhc80QHl5Z9v/8asiF61tLm5JcrFg899o7zjO4eN1NBzdSFNrHcc7W6g9tJYu/1FoAzDBduPX2/F73Pi6DTY2ZnHLrA9Tc9TFm1Uf4JXCJ7At8Fs+sBV+ywli57UYOH7YDAj7//4OhVCB25mDkO8VIYQQIn4khk/y1Er7kic6QdtHsDoGjtqQsslR05iHIYYjbreP5ImnfwxHH5c3WAxrmkZqaiqFhYUsX748FMPBS2VlJenp6Wzfvp3p06cza9YsZs6cycyZM0lMTGTOnDnMnDmTadOmUVVVhWEYoVHl4MXr8dJyrIWZM2eyrnoduTm5FBUW4cRsMIaNAWLY6COGLWKL4bBYNVXPm/BgFL+P181Ax2QPh+D9G4aBx+tlaVoaq4MxHJrO7qOzs5Py8orQiHDQ9OnTQ/ssuN9mzJjBjBkzIq6XnZ1NXV0dSkkMj3aWbWMpH5bhB1834xd/kRX1H2BJzUe5L/MGfMrGNkxsTeOdTZP4Tb6L48dd3LzQxbfmnc1Nif/Ot+edz/eSPsm35l3IfyWey7dnnMX/Vf83XQBuhc8AZYOtwK/DkWO1fDfx42w77uKv1R/glZW/BhuwfWBbEDY6HBHCZu8QdmaA9A7bUPSGXad3DI98EI+l7xUhhBBiOEkMx7yAVnJY7DnTpXumQ/d1LHHv6c59Xyc6kgebJt3PMcnh/w5f7Kvf0x5F3955TqHHKpscNqJ86mK4z89ZkfFoGIYz/TY9nTVr1pCfn09GRgZKqVAQV1VVhWK4pKSEqqoqqqurWbduHdXV1VRVVVFaWkpqairr1q3DMAxn8S0/+P1+fD4/mlejIzAyvGH9hsDIcGHoGGBnW5zYtSw79hi2Bo7hPqeJm1FU9Ghz7Po6ddXAo1snwbIwlYlhGmQEpkkXFBSQnZMTGBU2aGpq6jXim5OTQ1lZGdXV1RFSUlKYNWsW8+bNC113zpw5lJSU0NTUJDE8yqGDZVp4VDe2bXP/ki+zYL2L5dUu/pD7TXwmGKai2+wmcfOfeKnkfDTfOWxr/Xe2H/1/1DR9jB1HzmPH0QvZ1nwhWw5fyEv5Lv625n+xAd30oGwfNuCzwWf4Odxcy83TL6K41sX0Chd/XfsAmr8T5dPw25YTwpbCGiSEe8Vs4A95KrDmwWAjw6didHgsfa8IIYQQw0lieIgLaPW5KFX0NOgYFsJKmFwWuchVQkIgYAe6XaxB2nNsc8LEyUzuc2Q4bJGtiOOOwxfK6rld9HUj/z2cMRw2BTHsTWL49Oig+fPnk5KSwpIlS1i6dCm2bdPZ2YllWVRXVzNnzpzQMaXLli0jPz+fgoKC0Ehyfn4+c+bMoaioqGe6c3BE1lTomo7H42HB/AWkp6WzcMFCVuYXoOsGum44IWwqnMANxLAVDGE9KoadEeHeMawGiOHex00HYzj8WOTe07D7Fz3KHvz4QCtfnyzLsrBsm3nz57MwKYmlS5eSk5MDQHe3m+bmoxQVFTNt2nSmTZvGtGnTWLRoEZmZmeTm5kaYN28e2dnZ7Nixgy1btoTU19eHplPPmjWLpUuXMn/+fInhUQY3KMOgw27GtOH+pTcwMdPF75a4+G3aj/Eb4FaKY3YH00t/xVNJH+aNTS7+tulj/LP6w7xbcTbvVJzF3ytd/KPqg7xd9RHGLXQxpeglsOEEJ9Aw8QM+P9imzaGmXXx7ysX8qfBjjM9y8au1d9HBQTy+jqjXR9/Tos3QlOmw5xKczWIHbh9jEMv3ihBCCBEfscdwdMzFcpqhfkclFcNx6qFYY3io4r1TxqrBYzjyDWf4G83wkdRgsFVUVFBaWkpZWRnl5eV4PB48Hg9KKfbv309xcTErV64MKSgooLCwkIKCAvLz8ykrK6OkpIQdO3YEHi9sm0yFoTvHvK4qWc2KZStYvaqUPbv3YBrBkWFFT+AOZwxbYTFs9R417yeGYwniWGL4/QSxsx3hU0IV5RUVrFq9mrK1a6mqqkbTdXTdoLOzi7q6OgoKeq/03Zfa2tp+H7e7u5tVq1aFrrtjx464f7/H8/U02jgjwwq31UmX22DW2r/ydsVT/GXNA8xe/y627kNXFt22IrMmmZeKHuf1yid4peg5Xi16jD8V3sWrRXfxStFdvFp8N6+V3Mvvl49n2cbF6G4PXlvH9FnYfgJTsk2OHN3P31b8gVnVv+L50odJrJmO6TuBaXkxlRXQc87h3ivE9/6DXTCEbTsYxMoJYis6gA2JYSGEEOI0EFsM9xG1ZZP7OQY2ZqcmhsXpI9YYNk0D0zAigjg84ILn+VXKmRYdXJk4eO7f4FRqy7Lw+Xyh60bf3rbtPsMwyDRNDN3AUhZ+nx9L2ZiGiTKdY4aDVEgMMWyFx7A1cAxHBHHYKLEZFq9qaEEc/jUYkRgOfv1NEz0wnd0wjcBUcgvb58O2A/vEcp6/bfvi/r05Go2ln38+28YKvB7M4B+X/DYKH8rWUXo3lmlj2zgsHdv2Yvs8KMvAMGxM04cy/VjKOS7YtHR06wSm0rEMsEyfc/omZWIqHcMy0C3nNapMBaYNJvhMH5ppo5sWRuC1FloIq5/XSWQI29g+OxTEKhDEphUdw4bEsBBCCBFnMcRw1LGkw0Zi+Ewz8P5yzudph40Ah3/eieXgG04b2/ZhKieGlVLOG9CwBbYMQw/dR+jY3gGmNwaP0e1hogwnqp0RYJvQyK4Km8oc2F7DdI6PDTJNI3S/zvGzwceKHBlWqp9TK1k9x0ebgW23VE/EBh/ftn0oy8ZUTlxatumMRg10fHFwcTJlOYsWKStwPtWoFXOHEsURU0id5x/8Q4ARiGNThce4FXiOKvQ1FcP5ehpdDEN3vkdtP0pZWKaBoQy8to6uNEzDi207K8Xbth/D9GIYHgzDg2YaeE0bw/Zh+X0oy4dp+jCUjqG6UaaBZfixTBtlWqEY1ZWBpgx000A3DGxDgenDNi10U2GYCkOFv3Yig1ip8BkrClMZzmNaCsOyUZbCtgwnhm0r8FoI/mwIkhgWQggh4mnwGB5oJWSlGNIqxGFTrScmJ/d9TGr08bgDkF/wo8tA+8s0DSxL4fMHR3IjAyk6hq2wGDYN582kbVn4fDZKmeiGHnF8saZH/lvXtYhg7olhJwptZaACI9S6bqJpJqYZjFGFUgaWZWLbzrZrmhdN15yRUN0JWEs5I9OWZUfEaGi1bKVQgQW0wo8vDNINHa/Xi6bpGLoZGgH3BUadfH4/fpyRMlP5sWwbv9/EtkyUoVCGCk3nDk1fDgavZWAp2xlFs2x8toFtmdjBKA4/hUyvN+s9K2erwHNwGGEh7ESA7XOeu24YThCbwX3lPH9nka34nHt1tBtLP/88ni50U6H8OK9zzYumu+nUu/EYHkxTJ3DWNGzbh1d34/W48XZ7cGsGXZYPHR82PkyfjW5YgfD0okwD27CxTMuZVaFMjEAEa4aOV9fx6BrKMMG0sEwnWo3AFuMe4wAAIABJREFUH3OcbQybRREI4tAfo0zL+RlhaGimG69p4DFtDNPENjUsy8S0fRhKoesapqljKwMrEMQSw0IIIUT8xBbDYccH70ueGLWYU6wxHLkysnM/saxy3D/5BT+6DDYyrCzlHGdnB6cghx0za4ZPHw7EsGWFAit8VNc0DXRdQzd0jFCEOSOUpmE6U7ANHdMwIqdhKxUKYdvUsS0Tn22jlI1uOqOvlm07U6FNDaV0lHLiz9DNwBRqhWkoTF2hDAsrMKJshh2P7IyA90wLD8ZwMIiD4aobBl5NQzdMVGBU2Of3YflsTJ/C8vnw+UFZoBt+lKXw+3VnNEpXKD2wLaERrvDpmTqmaaEMZxVfn6Xhs3R8wSA2+wni4CmkrLA/WJgmynD+eODQna+N5QSDMyIWHAUO/LHB6hmJPlXnWh1rxtLPP0vvcr7nfaAsPz7TRBk6muFBN3UMpbBs8PvAtnzO95hXQ3VrGLqJZtvoPgPD78HwGYGRWcv5A4+psI1ACJsKQ5noQabDMJzvdZ+pnFFp0znMwfm+tyJWi7cCP6eUUqHXtWUrDNvE49Px2gpd+TBMhTI1Z2aID0zbxlQmljLwWWFBfAr+GDSWvleEEEKI4XSSI8OxnoM26ty3EYtuRd0ufCVjieExacD9ZSvMQAgqy8IKjKiGItUMLiIVCDHbh7LD3qAqFRjJ1TEMDV33ho38WliWc39OwJmBaAu+CQ1GtnJCWOn4TC/4LAisPmtaoCyfE8PKwDQ8mKYH0/QGAtuHpXz4LB+WYWNqFqZuYYaCtCcqneA2I2I4dAxv4NjC0MiVrmMqC9sHPp8fn9+H6bfw+g0Mn3MMpWGCV/NjKhO/34OtdCxN9cSwETaNW+kYSnMYFqYGlqHwWR78lobfNkIxbJlmaKTcCkxj7znGOjqGdUcwhIN/KAhOlVY9U8WDf3CQGB7B19Mog+pEWSZu23mtYfnwK4VtOodB6JaNofyYBtimHywLNAVdBj5dofwWuu3Go9rQbS8qcHo0bD9+ZWMbKjSN31AmmjLRVXAKtIUVGBF2fi5ozoiy0lHKDHy/+0JBHPyjlFIKXXNmtICNiUU3FprfxgzMXDEMHcOyMf2gfM66Bn5bgaXjU0ZgBorEsBBCCBEvMRwz3NdI7TDHcERw7yO5n1MBRZNf8KPLQPurrb0d8KB1GPigJ8QswxnR0Z2RHWd1Vss5Rtb2Yft8WJYPZdpAF0ZXNxpgKQ+m4cXQdJRyVpG1fT4sX9jxsqaB0r2YhoERWBTL5/M5o7amjq3c+FQn3iNH0S0/pq5hudvpNMFWfuyuRjQDjnfvw48XAB0wfGAqGzoO0NxuAwRGvJ3gtiwVMTJ68ODB0PHOPadiUSjLGUEFHautk05Tw7Zs9A4dOp0po6q9k1bA7GwBoKvNwq/AMt2YhgfD0JwRdz8Yponm9aDpJprpQzc1dPMEAK1dOqYCzW2gdNM5x6rtw/L1rL5rGhqG140yTWwfWHbwDwwKZZj4LBN8Bj7b2Udgone58YITIoaOoXlRpsLn82PZJkp5MK2R+54by8bSz7/DAEYLpqXjProf3XC+v/2mG5+lY/kssHfRBew/thdbWdimjW38/+y9aZAc13Xn29/kTw5/UYTscMTzC0e8mfBbwgJGHrq1URQpaawZS7YVY7+SR6I1clscywraHo/15tmAnyVSErWwRVAkCBLoBkiQWARSFMkGQRKEWgRIAlwgEdyAJoHG1mj0Wl1bZt5cfu9DVlVnVWVWZVVlVmVlnRP8BdhZWVl5zj33Zv4z72JjA6XCgrtkV3YRHNAKRTBBd0yUZWErG8NQFHQNrTye3bIsHAdM00bTFMrQsS23x0fJcHuVVHo8GErHstxhCbYFlrKYvfIcLOfRAbWwDPOQ1dx2IJ9dReFQWlpB5d+GVRMdcEzb7Yatae7vmb15EJSmXBEEQRCEKAk1m7Tbpdn7drhxTdvqBFvTtwZ0oW7STXr61vWlmpoux1SLXOAHi2blZTugFc/x050HmdVKmMUiplFCWSX3bU7JcsWwrWOYCs0wMS0bB/clkaHD/NwJntx3gDeuWmDlMbUCWq6IMixswMLBwnBnejUdTF1DFdbQS0WKukJZtjsm0bbdSXJKSxiFcxy+bwc/uu8+tm75AffetpmDx2fBhF8c+hFb7v4p3717nOdenmNBhxxQApRjUzi2mzvvf5b5NQcLG8uxsOzysiuVbtLK001a1eLYJmDi5F7jqXt3cefuHdy7dRsTex/nuTMrrKzN8OT2nTx7eQ5n8RQ779jG5TOACaa5hKFW0YwcpuO+4TYMk3x2jULBpKhDUa1RtM9y9677OHPFpGDAyqKGVjDANt3xyIDpgKkM9GKO4uoChlZy4+mAaTmuIDYU2ApQgI1hgaad4fE9B/jlnINpaOjFPMVcFsNQ7rFtA8NcQVme8ccLJ9i7dS8nFupyJGh7WDr5fle/OcOhrVvZ6mHviQWUUswcatzmZeHEXrbuPcFCF/XJZZpbm8730II22uLw1K3Xfv31jO0+S95yOHb7n/OR0f+DT37qD/jSzlnOY4GRBasImPxyz9f5gy9OsAYYuoVuObia2cJ59l/42DXv57M3fJo//tA3eYEl9+EQOppj4VigGYpsqUBJ17CUAeUxyKYF+YKBMkrgFFCmRl5XaJqOWdIwtCKaUaA8fxeOBapkUeIwm6//DA+evkj+3IP8xaf/nl1nwDF0zCe/zf/+4Q186q+38+b5ab78sf/MgyevgAJdM8kWNHTdAMsszzTfv7ZXEARBEIaZ8OsM13Rjdm9gfD+79dbgt8ae/Won0HIFtbt+8a3cKm+GU0mz8rJQ6IWzPL7jKS5qBo6hYVoamuO+2bQ1B6UrdKOEbqwv16PK44ctCxxzCfIlFGDYRZSuYRV0LMPEtsG0FYZdxLTdbseWoTBLBZTmCm5lWpg2GKaNZpgYxjJKzfLyg4/y0lyeYnYRY22V+eJFVvNPceU0nDbfQbHM9PheTp0vknM7VoN2ie23f5379xxjNQ/KNjEsd7yi2/Wy4ntZDCv3bbWlTCxlYSkL01IoW0etneKpbQ/xwuVFtEKOnLHKkrOEaZzi6Xvu58iVHHah/GZ41X1zZagsmpkvr6+qsB0HQ+mUinl3MivTRlcGunLfZF0t6OgmaLkSpqbhmLo7LtsB3bbRLQOl57ELS9h6sTyLtY1eHkutDBN3AHIRTBPTgiKzPLHjIV6cd7u82obuflcpLMvB0sFSl3n2nqnORW6kzHCoG8Ed5lgLJzgx02yfsohOghiOBf85ITj/ON989ipWqQClM/zNH/wZj559FwwNBSytHmHfRz/LB754D69TQukWyrBRJsxNP8Jf/uF/5+TFBUq5LGrtCX7yPFy5bKCZBoapsEwLZVnotoVhGm53ftNC2WCUBapSJWx7DWWWhxBoJqrkzktQskooy8GxK2+GTfLOM9x6w43cfxlKWGCCg0Vx+Qj/+pEP8uBTcNFYYU27CKsFCkDJMCjpOiXNfetsGzp6B/FqF7lWCoIgCII/4cVwApEL/GDRdJ1hihiFd5m67zCXdQtshenoFNAwLXf9T1NT7uzKehFDFdGMkntTablvPgurq2CDY5sUbHe8H5qFY5hYSmGYRUpWFmW7b6Jt08bSNWxDxzFdMawph5Kyy0u1rGJynqfHdzOdBRwNTQelOdglG5QDNsxn53ht/wGOFSFn2VilS1z5xY85eOIZHjvwCsUi6JaipHSKWgm9PHN2xfdaMWxhKwtH2eimQd4qUcq+waF7fsyJEhSyiwCUNDAW3+Lwnbv52YKDbYPtynCUY6PrRYqmQR4LzVKYSkOpEoYqoKwiplPCdIcuokwwKGJbRTCKOEYRyyhiKEXJdChZJiXbwDbzoK+AkcdS7qRDRU2hlycKc7QSFLOgGzgW5LnME1t2cuSq5b5etix3HLZpuDPqFgD1Dk/ftXt4xHANC5zYW7vPwom9HDpxgr1DJoaVY6J0E5WzsIw32ffFm9i2Co7hYK7B5b3/lX/a9hB/85WfchZ3QixLs7BKNjx3C5++6Se8QgnLKcKlLCZgcQWnpLA0N99sp9zzw7Ew9AJFTbFWciefs5SNaZZQ9gqmKmJpFqbmoEqgmRZFDHTTwiy5s687GKzqz/CDG/6WB99ZA8NAqRwr1gIlnuO26/+Gne+u4lgGlgbKzpE38ywZeQpGCUsZWLqGqRXRmo4ZFjEsCIIgCHEiYlhIRHmZFNDzp5m6b4rzJQvlzLHv1m9w9vWTfO/73+G2H23hl++uMM8sjx/YztG33B65WmEJlma4fedjrBQu8fB9D/P8O1cxTY03XjjGPTu28E/f/ld+8uxZ3l5TlHStPP5PceWtGU49uZP9ex/hXyd3snvPEXK4vSeNcldjyzzD0cm9HJ83KBQL6LrlvuHRwbHKHYmtK2zftp+Ti0VXMGbz7H7wZ2BmuX/fGyyXdDRTQzPdiasMpXvWGVbVdYbXxbCNoxx0QyOnreIU3uKpu/bw8sIqoFwhDGBe4tl79vDsko5ur7Lruz/k3FqBxZXzPPngPt558woHJ/dy+/e38egsrPz0X3ngoQf5zm3/wpOv5pjX86C9zo+//U3eXS1Qmj/PyW37eOP0HPfcdTebN/8Djxxf5FIBKOqcf+4E27dvZ/N3vsmjR97mTM7EMBxM5WCZNjBPcekk3/jBbWzddg/PHdnJgXt2cfSyjm0WefOFl9m6437+6dY7ePTQCgVe5Nltk2y7d5vbbfjQDMEi0ru9/P8nDtV1N17gxN6tHJrxfG/mUPkta+1xvV2V13/Xb5u/oG38frPzDWKGQ1sPMVP5e+EEew/NuP9GLobLomr3rXW9e3zWka8OW6kVYmGWv2u9j7+4M8wVTGW5Pe2Xf85tf3Qrx67mgQJXL9/FV/+/V3l74Z/52pce4DwFMN19DQPe5jDf+nf/gb97XGOhtMi7BbiSn3ErycwP+bMv38DoBz/Cn1/7Q55y8ixcOsQ3rv8cT/z4CJ/71Pv5v//kU/zLU/Ocf/Cf+ODvfZCPf/L3+Nojb/AWGlgH+OENd3Noahv/5U8/xbXXfIA/2v8YRgHgKN+9/mvsOZfHKp3iq398I1vf+AV3XP87fPTDN/CZP34/f79rkQU1yR2f/SZPH7XQ12Ced9j71zeS+T//F66/4Q/47nMExK6uS3klnp4lCq+/vq7sOs4VQRAEQRhORAwLySgvCuj5N5i69xHO5m1ynOLoln3c+8Qstq3B5YfZfvfPmQFyF57n9mffBrLoa+d5+8B3OXIeruqneWzbYQ4v4nbZLayxxlXgXR790V7ezebRija6VkKpLJbhvkk1DCgYv+DgjilenbtEEdw3rWoBRz/Fw+M/4I7Jfdx13y62bd3Gs+cUq6bbfRh0XtvzbfYev+oKVHWVU5N38dy8iX7+SbbsOcslbZmiKqBbRZRdQlk6pqoVw3p51mtXDDvu2MJSgbXcVdDP8PSd93P7jrsZv+M27t72JO8ureCYsxzZsZ9nVnMU7HO8cPck02cvYHGJJ+/cwfYDz7NqlHDO/pydt3+be1/RWS1ocOFZdt4xxeulOQq8wYvbHuDn5/IYzhI/uWMHdx19i2LewDz7GHfeNsEvc4tYaJT/A67y2D07uFDK4pjuGErHsilk32Tf1od48axOXsuSe+NZHtxxP8cvFDDUMqxZ5ZGcF3nini28fEYna73EE1t3eERjWDHsEaEzh9haEZUzh2rE6cyhijhuQ2S3PJeg79dvrx0zXCPSy+e2PmbY85Y4NjHsEVTTt67PAzF9a41wnb61IrCC3kqGeVvZ7Lu1Y4ZvnVbo+nlM2x2Uu/97f8g/33ORqyxSNF5i4i/+gp0XgVM7+dqf38UlZxlsG8eGkgWGmcVS73D3l67jmj/8GP/PkUUKBuj5af7fP/1bHp7RMC1YO7yJv7j7DBR+zr984nN86u8mWcBk7fhdfOS667h597tYWdCO3sPv3/A/OK7gMi+z6UPX8kdfO8DM1XNcvvRDvvy7X2XPuRI6z/Cdj3+VfReL5AoHuPMjX+ORt0s45i/5wae+wAOnATMP5s/45xu+wIFLQGGZ7V/4v7j5x29TVLBSoDx0Iih2fhNUegRwyHHdcq0UBEEQBH9EDAuJKC+DAkZhhkP3Pc2Fgo5mnubp7Xt4etadIsdce4GH73yU13UwL7zJsT2P8c6FNci+yQsvPse5LKzl3+Sxux7l6CI4SwaFC9/jgS1b+e5t/5M77nqC5684aCXTXf/T1EG7inH6TX60ZTsPPbiX2//nNo4vrGDZoJtgmIuY5ts8vftBTs4VKK45FDSdLJBXGlw5y2u7d3LfixbFpQWwZsg+v4e7TgLmPMV3nuLe+3+OBhjlN8K6aVSXc1HKnSH7/PnzaIa73fSIYcPQyWlrOIXTPHX3Pl5dXAMs1lYdbAB1nsP3PMTPltaw7Us8fc9unp/X0JwzPHnnLg6/XZ5ymlme3fkAUxdB10tYpVP85M7HeWV1Fct+l6e37uaFOQvdfpdDP7qfpy66ktfSfsHu7+/klWULI2uQv3QHD23ZzQ++u5kfbX2M4wsOStkYysQwFaz9kod3HebNJTBLRVauHOcn2x/klXmwlkpkL4yzY8sDfP/b/8S9W37MwVkHzTzDk3c/2IEYDhKt3retMxyqisq678wc8gjVDsSw7/eDzrce9w22d/KshRN71/+O881w4Kz/nv2qs/53sPxdy30CxgwvmCwwz96/+gv+276XuLCSBwvO3PsZ/nLbCTQL9Nce4C+/+C3eNsCwHJSFO9u5DmYBYJXc+V380R/+O+55GrTT+/n6h/+If/PhUT74oRvIfOaD/N7XdgEX+fb1f8FP52AZHWtxin/4wy+z4w23GzXLP+OWT/4zRy46XMod4oefHmPPafej7OUCx27/ON94BvTccW697r+x75JGUXuM8ev+lgfeKaHsFxj/+Bi73tZRqgg8x79e9yV2v7XAyrs7ufVTj/GE7tZNzXDK6xkHxa4uXj5LHa4/vOgmVwRBEARhOBExLCSivHQKmIVZDm9/nrlSDks/x6677uaZxSwYOrozy5EfTvJKDmxbY+XFh7n71Rzzv9zPQ6cWAYWxcoqfbnmAE9lVzIWfs+uuV1jQARb52b49vHHFpqQb6Mqd7ZjFF3jo3p9xRi+gnKtM7X+UYys66FAwTErWErrzDnu2beflZQc0WNE08kYOXS3xyq57Ob4CoFG0IJt7g/33TTJx713cee/3uW/7Pdy/40Fu2/kMtmGgdIWmW+iGhVLuOr1GWQyXyhOCVbuKKndd47ylKGVPc+ieR3lFBzO/glksYJVMzIXXeHrLLo5eXQNrnkfu3ceJHOScX3Lozod4pQAqV6DAWZ7espPpqxpYRQyucORHP+XYvA7aZR6+azcvL4Fmv8pzdz/Eq3nIL6+wwrs8Mf4Ax5ezaPNHmbzrOAumAyxw7MeP8NY8lHSdoqFRUCXIvcRjP36NyyZQUFzV3+Dpe/fyi3wBrj7Prq0vccl2gKu8susAx1c1HHWVp+86EKEYXheWNQLTu8/CCfZWBbN33G5IMRz4/aDz9eK3f+Nb5K3lSbQ6rU8uYcWwO7v/2O6z1X8b9gmz/F2oJfL8xXDefpf7b/wiB94xWDAAzQQO8sMPX8/HR3+Pj33sU3zmTz/Ohz72p3z4y99i0XQoWe4gedt0H8hYmo5TKPLLXRk+8p1psjMP8JU//A5nSosoCwxlous5bF7g9uv+hvtOr5DVSujOMb7/+2Psv2yxphsUeIFvXPuXTL69CrzALaNfZfKiQUFdxLTmmPqv17DpaAG043zzY3/FvssGmjrE927479wzW6LEYbZ85GtMvr1KwdDReZ5vXzvGgTfy6DMPc+P1m3lKQSHrgG1jqlKT2IkYFgRBEIQ4ETEsJKO8UBj5WZ7c/iwXSzks/TL7tt7LSys5bEx0dZkn7riPk0t5lKNTPP8qe554noMPT/Hc7DwWDkbxLaYm9nD80hKrF15g6pHjLJfg0sU32b/tbl45r2FbYCp3KaalhXf49n2PksekcPYYLx7YxcllC9uCoq4oGqsUzUvsvWuSX867k3hpxQJm4Qq88zC3HXXQVq6AuULRdhcVwjSxLUXRVlx85wX2//hZNEDpNoZhYyibihBWhqqK4do3w+7BbMvGdEzU2lsc2rafFy6vYOSL5IvvYpEDzvLTrbt4cW4VrIscuGeCl5dMsuabPL51N68sgFEsUTBPM7XtAV68YmBbJQxmeXriMU5c1jELFznwo528tgya9RbP3LubXyyCViiQN2eYum8fL15YZvn8izzxyPOs6CZzl9/g4fvu5dULBqYNumVSVBrZudd4evs2nj19hlWAV97kjm33cOj8HPnzJ5j66YtctW0uX3mLR+/dwYvz88AZnrnrgUjFsPtm9RCH9nrG43r3qY4jVnXLJ4UUw4HfDzrfuu/6jjH20PM3w6q8Dvyt3DoWsIRemOXvQi2R5y+Grx76B/70+y+zPD8LRhEMg1fUfHl5JANLWVyceYp/uHkvbyjIWY47g3lJhyee5aH5JV5QCzjMc+SzX2Rs/xF0/UX+/qP/G//50TUscI8LrF7dzfeu+ysm317EKmrYPM93P/pX7DlbwirYWBzntmvHuP9MAfgl/+MPfoubdiyjqzwsPcifXDPOIfLAc/zzdTey82wey3yeWz/9V0ycWUKzj/GDG77KrjNZrJKJwXG+ef1N7JvNscqb7P/zX+fv917gKrCaW6akGU1iF6abdOtJ0uRaKQiCIAj+iBgWElFelgNa/hw/3X6Q2dIapr7Eo9smObNWwAAM7Sr7t9zNa5cvo2Fgq2VePLCfh/afJ2sVUYCyZji0/8e8fVUHc5F9ex7gh3fu4P7JXTyx/0HedAes4pjufbGWv8TUo9/huz/4Vyb3PcVjD0xyehF0QCvpFLQca/oS++64nzcvmZgmkMuyVDC4dGIvO7bcytZ77+fu+3Zy144JHph+C4wSpuWuNWwuPc9jh97k8vI5SiV3CRfLLq/Lq1RZDLtLKxnlcYOVSbQcZbsDl7Fxcq9zaNsD3LFrkq133Me2nVt45ugF8qU59m7fxcsXl7Dss+y/+0e8emWRVX2Gn+y4n1dmDTRNo5A7xaO7HuLkZRNlaRj6aZ7c8wQnL2jk1i7w4zu3c3rZQLPO8/jE/fzyoolpmRjaaab2/IQ3ryhQS+zbs4s7frSV3ZOTHNy/hzeW3XiajoOmdErKgJM72XHfBA9tf4A7nj/IwZ37ePuiDmqZfft38/3t97Fzz26eePxhtzx0ePfpHZ1NoBUoWt1uyLWi07tP+fOtW9m69xCHPG9qqxNjNT2X4O/7/946Cyf2NrwBblhruB9iuLK8Xc2kV43ryTdf/i7MPv5i+LXJv+S6T3yUj37sWj7ykQ/y4Q/9e7665zRFG0q6TamQRT/3E75249O8ks1iOA5oGmTXUPZP+acPX88nPv1pPnzdn/CZb/8Ms2SRRWdt5j6+sPF/5SPXfZL/+Jk/5z99+wQmv+Db193I7rfnIa8DL/CdG77CA2+vwRrAS4x/7Cs8OKOAGb7/8b9j8zf+lA9d+2/4/Q/9e8ZPKDfx7eP8w/V/xta3V8B+jX/5o8+z+/WL6OarfPc//jUPvLsGBQeTl/mX//DXHPjFefLFs5Ssl7nlY3/MBz96DR/55Ef4xpFi09hVJ9bynUBLliEUBEEQhG4QMSwkorwWl5aBAqUlnRIOS4uX3KmaiiUMx0TX3DF282s5lG1hGkXWLs6SzYODw+LqGlDAyOXRAUflWLh6hZJuo5U0jGLO3W67y6gYursck1aYY3HpCg6gZZcwy6NsdV1H04sU9TX3PLIGynSwinlMG1i1WLq07Ha5Nm2UbXOlBJahYSjT7cLJKiUDwELXbQxllYWwO3mWYRhVMVyJw/pawya2aWKbCtBRi2usahpKt8mXVrGAs+feAsNCAaZylenltQJgUlxaIW+DbuhAieJKlgJgKB0w0LMlCg6UiituXPM6YKMtr1B0QCkD0NGzBXQAlWPx6hyabmCUSpiFHAZgWw6WaWIahhu4nMbCVR2UwypgZgtuTI08iwtXKJgmmqFhaIXyhGOA3f/cHETS1P6ByTuLeWzHwTIVlqFxCTActwu0rhnAHNlVN88My8ZWJugGs2svAFDEXcHrjSyYJYNl4HL+CgCLK2uUrl7CVADvYuq2O5mbrphZPI6lw7I74oGzC6+ABleA7OozfP8zm9h3scTZ5UVMy6YIWDZcvfgirLpzCFglB1bcbtvZ3DvYVvl4usPppZcxFOQAXa3w7top9w01BpbjYDtIrgiCIAhCnxAxLCSivExTldfeNbBME9u2MZXC0HV0TUPXNExlggOW6aAMG6WK7pIsZqnc/dnGKHc9NsqzM5uWhWXb2A6YpoluaBhKQ1kayrAxNFDKxrI0LFvHthWmaaCUuzapYZRQZgnL0lCmhm6UUFYJi5L7ltXQMU0D2zIxlYGu62UhraMbOnpZ8CrVSEUMz87OYiqzvNZwBQND19E0HUOZmJaDZTvYto1lmViVz4sldM1A6RamsrBMu2bZJqUURhndMFyq5+e+jTbK24z6v3UdZegow8BUBpZSrkC3TBzbwlIKU9OwdR10hWFr5ClQskoYmo5tuuXlmBamoTANhaVcbKWwLRvLBjMBuTmIpKn9cwwdWylMZWPqBqpUwlIFHHJYlkIZUCoZ5PJZSqUSStmYljsbvKVsVMlA6eVZmXUdUyu5M2uhwDbRTMtdUk0vYGoaqqRQhoWybExdYRV1LMPCtMBSDo5m4uQM0J7lmx/4T+x6251cyzbdsfyaqaErDV3p6KqIrtYoWSUKtlvPrKLuroVs2Ti6BUWFY5TbIWVilNxzMEt2td5JrgiCIAhC7xExLEh59Rnvm2FBCEuq6pNefghmOdim+6Bg9z3JAAAgAElEQVTFMkuYVg5lGigFhqHQjSK6oWMoax3DxNAVpmnhOI77kEbXcJQBtsK2LQzLRikdS89j6hqG7s4qr5WFqKNMTNOdFd20FI5jQGkZCse4+Y//C/suwJoJKA3L0NANHWUqLNvGtAwMs4Ru6pQsVwwrzcDQDHTdwDIsUA62styZ5A0D09CxlQUmWA1LK0muCIIgCEKvEDEsSHn1GRHDQiekqT5puoFpWm5PAsfBsW1MU0c38hiGjlIOlmViY2BaCsMw0XSdYqlESdfRlcJ23HWKHdvGNAy3h4VZ7h3i2FhKw9LWUEYJwzQp6TqFYhGl3DHApm2gqQKKEg46FB23r3TeBkpgr4GxjKPn0DUd23LfFjuOgzJNlFnbA6OkaRQKRUxlucc3LUqlIoahYZkGlM8XU8SwIAiCIPQLEcOClFefETEsdEKa6pNuGCjTxLLtKq641MqTy1koU2FaBso03LfEuo6madUu/6Zpum+GTas63EAphTLLKB3TKGIqA9Ny39Jquo6hDHfCOGVQMkrolobhGFiaBVkHWzOxbA3HLIJRwNY1TK080Z3t/p5S68MRDOUO1dB0g1J5mINlOeVhHxqmoWGbOo5lgu30ZJhAmnJFEARBEKJExLAg5dVnRAwLnZCq+mToKGWUhauJsmyUaZXfuJYnnFMKwzPW3jDK4/J1DV3Xym+QFUqZdRPV6eufm8p9w2xbWNb6RHa67orqkm5QNAwKhqJoGGjKQFc6humen2mYWLqFrdlYmoWpm9VZ4Q1VoVYUV94UK8PAUjq20sDUsJXuzjOgzNjjm6pcEQRBEIQIETEsSHn1GRHDQiekqj5VxLBSZQFcK4SV8hPDriBex/BMRlU7Y7th6OvLl5kKy7KqE81VJozTdR3NMNAMg1J5PHFVDKuKGFaYulkVwqZRFsMqWAy7glhVJ6KzlY6j9OpYYRHDgiAIgtA/RAwLUl59RsSw0Anpqk+VWdYVSpkNQlgpbzdkw0cUr6OM8v6GqtvuEcOmWZ69XqE8orryFlervNH1iFx34itVfjvsCmHTUDViWNVNhuUVxkqp8qzsBrZyhbG7j4hhQRAEQegXIoYFKa8+I2JY6IR01adoJpEKFMgeoepdwqy6vSyWgwV2BVVdJkxVaFg2Lfj8an+7fM4ihgVBEAShb4gYFqS8BGEAkfq0jrfLs3fd7OZr+LpvZ+tRhh+q9m+fdcObieH1tb/NBkQMC4IgCEL/EDEsSHkJwgAi9amR9sSwwiuI698SRymGaxExLAiCIAhJQcSwIOUlCAOI1Cd/GrtIt/pOKzGsPHQrhL2Ydf9KrgiCIAhCrxExLEh5CcIAIvXJn/bFsKKpsK0ZHxxi/wQiuSIIgiAI/ogYFqS8BGEAkfrkT/tCuEKngjbZQlgpyRVBEARBCELEsCDlJQgDiNSnYNoXwulGckUQBEEQ/BExLEh5CcIAIvVJCIvkiiAIgiD4I2JYkPIShAFE6pMQFskVQRAEQfBHxLAg5SUIA4jUJyEskiuCIAiC4I+IYUHKSxAGEKlPQlgkVwRBEATBHxHDgpSXIAwgUp+EsEiuCIIgCII/IoYFKS9BGECkPglhkVwRBEEQBH9EDAtSXoIwgEh9EsIiuSIIgiAI/ogYFqS8BGEAkfokhEVyRRAEQRD8ETEsSHkJwgAi9UkIi+SKIAiCIPgjYliQ8hKEAUTqkxAWyRVBEARB8EfEsCDlJQgDiNQnISySK4IgCILgj4hhQcpLEAYQqU9CWCRXBEEQBMEfEcOClJcgDCBSn4SwSK4IgiAIgj8DLYYFQRAEQRAEQRAEoRNEDAuCIAiCIAiCIAhDh4hhQRAEQRAEQRAEYegQMSwIgiAIgiAIgiAMHb/+ydsYef755xEEQRAEQRAEQRCEYeHXP3kbI6VSCUEQBEEQBEEQBEEYFkQMC4IgCIIgCIIgCEOHiGFBEARBEARBEARh6GgQw1/+8pcFQRAEQRAEQRAEIXW0FMO9trm5uZ7/ZhJs2PxOq7/iVzpM/B1MS4MfafChnybxCzaJTTQmcezOJH7dWZLjF+e5xXVsEcMJsmHzO63+il/pMPF3MC0NfqTBh36axC/YJDbRmMSxO5P4dWdJjp+I4YgsyYUcpw2b32n1V/xKh4m/g2lp8CMNPvTTJH7BJrGJxiSO3ZnErztLcvxEDEdkSS7kOG3Y/E6rv+JXOkz8HUxLgx9p8KGfJvELNolNNCZx7M4kft1ZkuMnYjgi69zZGcZHRxgZKTM6zkzbx5hibGSU8RlgZpzRyv/3wIL9nmJsZIyp3pxGwO8HxKEmRu3FLsmVuRsbXr+mGBsZYWSsPlOb5E+CbdjaobTkbRr86NyHfl8rkmFpyIG4TGITjbUfxwGtmzFdf5rHr3wv4WHUewL15zQ1Vnutrf87aRZBTJNcj0UMR2QdOTszzujICDX34TPjjLfd8vTvxn0gxXBH+7mW5MrcjQ2vX275j47W1cNhEsMD3A6lJW/T4MfgiuFk1PU05EBcJrGJxgZPDCejblastRj2nmvQg/b1z9Y/qv87nZbkeixiOCJr31n3TUw0yS9i2P/3RQyHteH1q1z+U+OM1jyRTdZFOKwNWzuUlrxNgx8ihruzNORAXCaxicZEDHdn7Ylhyg+a/eLnJ5yT42dcluR6LGI4Imvb2cBKUr/PepeL+jc3o9WuGOOeilRfqWq7P1aPUXPszhu7cGLYIzg85zEzPurTnaSdfZvFqPE4Db/REK/WDVKSK3M3Nrx+rZf51FiYHAn4rKN8ra0fY2Oj69ua1f2u/K2zAW+H0pK3afAjGjHc3bWinWuDW99quzVW3+KErH9TYz7f7dDSkANxmcQmGutODA9S3fS5Ro+P+V+T27C2xXDNw+bK57Xdqd3rpk/X6o7uFerKysdnb3l549q6Les+pkmuxyKGI7KObkKbjg2o6zbRMM51/TM3uf1uQt2K2JikdZV2aiyGxqG+EW0cG1H9zamxukrc3r7NYlQ9TtA4YRHDwDD7FSYXWonhdvLVr965x6i9kQjK6279rbMBb4fSkrdp8CM6MdzhtaJJbvp95v/gq9V3m/mQ3vF0/TaJTTTWvRgelLrpc42ufKnmPNuzaMRwkF9N/m56rxC8X3Ofg976B7Vl3cc0yfVYxHBEFvkbGZ/Pp8bKlarhBjagkgX9Rt2TtW6earf1ZjhUxW9j32Yx8qnQ/p+JGIZh9qvxYuLWhTbfDIfOV796V/edpnndrb91NuDtUFryNg1+RPpmuKNrRV1uhr42dFH/psY8+StiOC6T2ERjkbwZHoi62c41Orx1JobbfcBOm/cKIfZrej9c3dCiLes+pkmuxyKGI7LIx+rFfhMazTiQwRHDYZ7QiRhOm7Uthqt5EpcYDvEktpdieMDbobTkbRr86L8Y9uRyL264a/bz3vR2ZmnIgbhMYhON9U8M97huJkUM15xvu2K4s3sF/3MJeujvd5ygtkzEcNKOnRIxTPVJjP8srn7dQfy7B3fWPbHzcRNe66sYDhGj2vEXrRolEcNps/bFMJ6nrbX1qJpnU2MB9a3V30H1zu87QXndrb8+NsDtUFryNg1+9EcMN2vjm+Vtq98IUf+mxgK6gXZmaciBuExiE431Vgz3sW4mQgzXnWvb97nh7xXC7ef97bqYhWrLRAwn7djdieGargCtbjDDV5qOna3v5uB901LzWd15THkHrjebuMatLM0nrhnQbtJNY+Tu552IoXWj1L0YnhrrfiKVfljH+RtZfer8AtXMOhLD1As7av0cG4soX4O6NNXvFz4uw9YOtedv+RwCfqOhzHtonZRb0tqafr0Z9m/jaXlt8JZzdfIY30l6gnLCMync6Bhjsb8Zrq1D3UwE1LH1aP3wems7t9q6LkVkHcUmuEy9Exr5lfPM+Gjba9L2+s1w/+pmv8Swtyzrf6PNc+roXqF1N+maibKq1/owbVmcYjiua3MPNFwIS54Yrn+K1HItzWQEMsk2bH439XdmnNEIboo6t7ga+QCLtD71Swyny8TfZubm2Gjghb77cZ+dWmcTn/WzrWm03udePG1Gv6z9B3fNbyCDvzd41lZuBV6Xwsahl/EK+K2aa6nfPuWyj10Md2qDn3N+NmzX16ituRiO49qcDA2XPDHs7QoQypIRyCTbsPndzN+Z8VFGx2eq//beeiyGI61PIoajMPG3ma2/rWion1NjdW/8e2vtllv/25pGEzHcnXU+pCO6Hm5JtbZyK/C6NEBiuMYax3DOjI8yNt5qJYBGEzHcnQ3b9TVqayWGo782J0PDJU8MB/avp/laXSKGA23Y/A7213PB8l2uJmCd1VDrr/p08W5Y362ui06b62V2Vo7B9cl/zbrgLsO1XWzDn3crk/xMt3Uiht11Hr0ColJ3m3Vp904u0qq+xr1ecrO2Jqh9aPVZvQ/t1zkRw91ZZ0M66uYzaMhDv+uCtwurm6t+7bX/eqTNh320vk4FnWe3samPU/11yf/62Oh3N9dRn26kLddhDZPDde3VzDij7gK/IoZ7bMN2fY3aWonhzq7NwV3wG+4rOzq37i2BYhi8NzP+Y0ihdq2u/gcyyTZsfgf6W3Nhqn+SGzSBUPOJhZqun+y7vpt/N7ow62V2Xo5+9anel6Dx2c0mX+psnd16k/xMt3UmhqmdgbRad5uMiapcE+pn4aTJvnH50bStadU+NP+smzo3bLkXtXUvhsPexzR5KRDYJTdo8skIrlMh6kuns+Q3vc+rsVbjIeNa27ZxzHB98zI15i2rVg/dm5vU0e5M4tedtRbDYa/Nzdsd//vKTs+te0uoGC5b+enB+lTvdYPKgwarB9iwVpJh8zvI3/ruijPjo3VPldtYWqbjpQf8np6FW6Kn63L01if3h3wmkvCcX7NlebpYWqjeJD/TbZ2KYW/++datoGtCeXuzN6pxTwTWtK1pp32IuM4NW+5FbZ2L4RY52zQnKpuC1xitzYOwOdMq19qrL91ODOh/TkF+d3od7WSCoWb3mI0Py2vqvojhnpvErzsLI4bDXZs7We6x03Pr3pIthvHcRIReqyvYhrWSDJvf/v42Pt2t6f41DGKYoPoUsOi8iOFYTPxtZt76Uc7LKW8eNs9Br1W6kAatmxmfHy3aGhHDA2tdjxnudM3RZmuMNvSEiEoMt1dfusmt9YdFYf1Oghj2W+s1oO63IYiljnZnEr/uLJQY7uDaLGK47Qm0xgO6rgZ1G2rWuNXasFaSvvndSdfZuNaC9J2ww9t9LYpu0p3e7IZbr7azCbQC6lPgmnXddJPuTGw07dbe1zFNTdqToJiFOOfI62Ng+SXDOhfDVN8KNYyp9eRgs+6b629pWu/bykL70bKt6VAMR1DnenstCDvWMkwdS4Z1Opt07VvbdtccpUV7XZ8DYXOmda61U1/am0Cr2X1eWL87uY5GKIZ9h2PU2cC9GW4U83EuIxWHSfy6s3BimFDX5uB2p9l9ZX80XPLEcH0yeRublmt1iRj2s2T7Hf3Nu5+/tWN61q2x+2LQRCOtJuRpdlGt/buzNfm6m0CrsT4FrVnn3+C1nkCr8zJMbn6Gzc32crizdSTDHr/T+hSfiO5KDDPD+Kj3ptbvjVBdfgetX9qj9ZJbtzWdiuF6H9ovr4ESwx3tF6+1v86wzzkH5GHtdcGvHjS21/7rkYbNmXZyLepu0sH3ebVxCF5btXdr2/pvb5i8zE/kDKQY9s/ZOJaRisMkft1ZaDHc1rW5zt/A+0oRwz2x5N50x2vJ9rs3YjgNJn712kQMR2HJLd/2LA1+iBjuztKQA3GZxCYaS6SYq7HolpGKwyR+3VmS67GI4YgsvLMdLqUztf65Oyxz1OeJYYi3AhEtddC+340xqB2KtN5lqdmyPOvLQQS8Ea15+t1qIpH2LcmVuRsbPr986kY7dSzUvrRVr4O7BIXvptz9G5Rm9SzsOXv/DnhLI0tn1Vga/Ijdh9BLsdV11W2ar/HmZzuWhhyIyyQ20VjyxVxd1/wulpGKwyR+3VmS67GI4YgsnLNdLKVTSeT6vvQtl9apO05ESx2057eP1Y2JCTchRbOb76DvhOmqFN6SXJm7seHzy6duhK5j7e0bql43HVsdlxj2O2azehb2nFudd7O4tGdpyds0+BGvD22MBatZUqjdOtb4W70aX5yGHIjLJDbRWP/FXG3X7ziXkYrDJH7dWZLrsYjhiCyUs5HPHlz/d4efdbE0SOeF7H2CNcWYt6KGWe7A5wao7e90YEmuzN3Y8PnVzkOTDvdtq14HfdYPMRzW97DtlN94H5kt3Gtp8CNWH1rOPu93/eqkjhFpfrZjaciBuExiE431X8wFXb+iX0YqDpP4dWdJrscihiOywRfDEc/WG8IqlbWh0oZZ7iDw/EN+p0NLcmXuxobPr6SJ4aAZgZMshjucxVjEcIOlwY/+iuEwSwqFqWP+xxMx3F+T2ERjyRRz8SwjFYdJ/LqzJNdjEcMRWfTdpMN0fa7/u24s7tRYyLek9V0jw1tXhTwzzujoGGPeWePaWu6g/Hcn3+nQklyZu7Hh86sHYrhlvR4JeAiUZDEcdM7ttj0xL501YJYGP/rbTTr4utpeHWv8rSjWkQ5jaciBuExiE40lUszFtIxUHCbx686SXI9FDEdk4Z2tfWLT7VI6TbsLj42Fv4nvcGmQ7gq5PJlYzW+FXJbH5yFA6yUSRAwH2fD51QsxTMt67U5UFTC5Vk/EcKs60vj7/udMk7an/jeaxaU9S0vepsGP2H0IvRSb32RwzepYfPnZjqUhB+IyiU00lkQxF9cyUnGYxK87S3I9FjEckSW5kOO0YfM7rf6KX+kw8XcwLQ1+pMGHfprEL9gkNtGYxLE7k/h1Z0mOn4jhiCzJhRynDZvfafVX/EqHib+DaWnwIw0+9NMkfsEmsYnGJI7dmcSvO0ty/EQMR2RJLuQ4bdj8Tqu/4lc6TPwdTEuDH2nwoZ8m8Qs2iU00JnHsziR+3VmS4ydiOCJLciHHacPmd1r9Fb/SYeLvYFoa/EiDD/00iV+wSWyiMYljdybx686SHL/UiuG5uTlBEARBEARBEARB6At9E8Mw21NOnTrFIgwdp06d6nms+0lay1n8Sgfi72CSBj/S4IPEL5lIbCSOSUDil974uVomHovr2CKGE4SI4XQgfqUD8XcwSYMfafBB4pdMJDbxxHH5yhXWDh7s+3kNCpKH6Y1fRbAeOHAgUkDE8FAgYjgdiF/pQPwdTNLgRxp8kPglE4lNtHFcWl2l9PWv4/zKr2C/730saVrfz20QkDxMb/y8Yvj8+fORIGJ4iBAxnA7Er3Qg/g4mafAjDT5I/JKJxCYaXn/5ZQq3347za78GIyNVSl//et/PbRCQPExv/IZSDG/cuLFthlUkhUugeIRnHOWUNDH88ssvt01c5Sh+DT7i72CSBj/S4IPEL5lIbLpn7ZFHMH7jN2pEcAXnV36F5StX+n6OSUfyML3xG1ox3I71TgxP8YWRUb4503z78fFRRkZGyoyxp7Lf1Fh1+wfGZ2qPMTVWu29ExC2Goy6nJIrhdmxQRGNa/WrFnrGR4DrYA6Lzd4Zvjq778oUpz2fttjPN9k+Mv63K069d7q8fgbkWEO+muRnB9SFJNzqt62FQfjfJ+zBxCsr1EHUgSfFrmzB1PKbY7BkbYWRsqv8xSCjZI0cwr7nGVwQzMoL9vveRv/vuvp/nyrlzZI8caWDl3Lnwx+ljHvaaoW3jYrqfaCWG5yY3U8xkKG6e9GyfZjGToZjJkJ0WMUyvxfCeMZ8EZoovVBPYu3858cfGPJ9Hh4jh7ggrGitTsw+KaBxKMTwzzjer9TKoLsdLdP5Osafiy8w4H6i0Hd7/D9XOePeJPiZxlu+esd490Gjbj8BcC7gOBO4f3fUhMTeKoephQH4Hbg8Tp6BrcND2hMavbcL4F1NsZsb5wOgYXxjtZVvbn7a9XVbeegvjs58NFMHOr/0axc2bQ40XXlpd9RWq2SNHWHnrrZp9s0eOUNy8Ge3GG1HXXkt+YqLm8+LmzYHn5Edx8+bk52GvGdo2LtzvdELrN8PTZDeWc3LS3baYKedpZlLeDPdHDPvsMzVW83T0+Pho3Y3cVNc3O8EJJGK4U8KIxtdff52DBw+Sy+UGRjQOpRiuYYZv9vQGLU5/19uO+nalZTszM84HRsc5Xv7b/0Fe0vwt++E572SXmyfXWl4H6vYPKrdElUU3hKmHQb77bW8Sp6DYhyqTpMYvBGH8iyk2lf2DvhcPyRbDy1euULr55pYi0/q3/xZ17bUUvvWtmu/nJybaEqvajTfWfL/wrW81HY9cuP32ro6fxDzsL0PUxoX8nU4I1U16ejNqZARGNlLMbHRzdONm5qSbdD/EcG0Xh0oiNCRFXdKIGB5MMVwRwvJmOBl+hSee+tYXfz1tSdtiuOZCHX1MYivfqbHyE/JyWxuzMO7Oj+CHFY3XgaBySKsYDuGXb4zaiZ1LUOzDlUlS49eaMP7FExtP21L30M2/K2hA99CZcT7QMOysfM81Xt8lc2q9TRjxdM/2PUZvWdI0ips3N0yO5SX/oQ9R+vrXm4rNbsVw/fejPn7y8rDfDE8bF/Z3OiH0mOHJjCc/N/p2jxYxTBRJ7Wloa2gukkUMD64YzuVy5HK5Bn/qhTAMjmgcdjHcyy62cflbnZvA247UjCdyby5b9kDx3ChG+VY41vKdGqtpc+Muz2788J5bmJsFf1/SKYablZtvfjfZ3ipO/b5R7Bd9EyE1Arju7ZjfcQJv/Gu/VyN6K/vXtHv1Ly2CjtG7Msg99BD2+97XXFR+5SucOnUqdrHa6fHt970Pde21DdS/uU5cHvaZYWrjEiGGPd2lg7pHixim2wIJ103aryKIGB5cMXzy5EmeeeaZGkHsJ4RhcETj8IphP4HYO2J7M+w7gd8oXxhLaTfp+vYzwotudH405lrz60Cz3EybGG6jHtbld/Ptyb1R7Bf9EiF+vVTq39TWHLvJtpoXD2NTNBe8dZ8FHqN3ZbCkaRRuvx3rt36rqXA1fuM3GsYRhxGr5jXX+ArV0te/ztojj9R8f/XkSYqbNweOKU5bHvaP4WvjkiCGq+OEy6jN0yKGkyKGvzDVmBQyZnhwxLBpmhw7dqwqiIOEMAyOaBxOMdyfccK98DdIxDZur21n4rx4xVq+iRfDAbkWeB1olZtpEsPt18NO8ztU7Ad6PGII+jJWM6gXXW3ZVB7cecuwZlvNBEL1x29HDPena7QfuYcewvzd3235Rlddey25hx7qmVhNZx72iyFt4/o8Znhus2ec8PQkxRZdpUUMd0ybYnhmnA94Zgv1n+U1RIJ3gYjh7qiIxoogPnjwYKAQhsERjUMphmMWTD31d2oqYEboOn8bxtLWtTN1+0Td3TjWCbTq5mmIuot3V34E5VrQdaBlbqZIDAf66o1HQH63zPsmcQqKfctrc8Li1y5h/Is6Nr5tj3899bthXt/mimr/YQMhxXDgMfpL9siRprNJM+KuL6x95SvtLV+UVPqRh/1iWNu4kL/TCS3FcHXyrAyLDeOHPdtEDPdKDNc+EQ1a/7P50kvRIWK4O7yisSKIg4QwDI5oHEYxXLv+d3/WGo7M37quf1+oWcah2UQxje1MTVwiflgQa/l6YxDzQ452/Wiaaz7Xgda5mR4xHOxr/c1bq8mUQlxH60VZ0DW46bU5WfHrCD//YoxN0EO1aldpzzGr7ZTfNp8yb91N2rPGq+8EWsla93jl3Dm0G2/E+ZVfaSqMk7DW8KDlYb8Y6jYuxO90QnMxPM3i5vJ6wpP16w9nyusPN3aXFjE8RIgY7o60isa0+pV0xN/BJA1+pMGHdolyDHza4iexSRbLV65w9aabAmebTsXbYR8kDyV+Yc8NwkygFR4Rw0OEiOHuSKtoTKtfSUf8HUzS4EcafGiPaHtbpSt+EpskcurUKZY0jfzdd9dMtmV89rN9P7d4kDyU+IU/NxhCMdwuIoabJVB8YjjqckqiGG6XuMpR/Bp8xN/BJA1+pMEHiV8ykdjEE8e1Rx7BvOYaVk+e7Pu5DQKSh+mN31CK4UEQSYNCnGI4iaS1nMWvdCD+DiZp8CMNPkj8konERuKYBCR+6Y2fVwxHCYgYHgpEDKcD8SsdiL+DSRr8SIMPEr9kIrGROCYBiV964xeXYCXGY4cSw6dOnRIEQRAEQRAEQRCEvtA3MTw7O9tTTp061fPfTALD5nda/RW/0oH4O5ikwY80+CDxSyYSG4ljEpD4pTd+cQlW6PObYSlk8Vv8Fb/S6pf4my5/0+BHGnyQ+CUTiU1nvPTSRXbuvCpxjAiJX3rjVxGsqRszLIUsfou/4lda/RJ/0+VvGvxIgw8Sv2QisWmP1167wE03ZXnPexze+16L06fPSxwjQOKX3vh5xXCqZpOWQha/xV/xK61+ib/p8jcNfqTBB4lfMpHYhOP06fNs2rTCr/6qXVlCmJERuOmmrMQxAiR+6Y3fUIrhTtZAHeRCHtTkjqOckuZvUnwUv9KB+DuYpMGPNPgg8UsmEpvWbNu2wG/+plkjgiu85z0OL710UeLYJRK/9MZvaMVwO9Y7MTxBZmQDm6abb5/etIGRkZEyGSYq+01kqts3bJquPcZEpnbfAUjuOMopaf4mxUfxK0Jiqmu99XeaTRtGqu1JZqLev/p2pt39k+avPxOZik9+7XJ//Vg/t7q4BsQ7cP/qd7rL2STf6ATS4HdwHgdedxuOF75MBj5+bfgXbWwmyHSTr9Ob2BBzne4Ve/bM8/73674ieGQE3vtei1tuWe57jh09eok9e+YbOHr0UojckjraE3pej9un6XWsC1qJ4bnJzRQzGYqbJz3bp1nMZChmMmSnRQxHWEnCieGJTN3NZnWfSuX37l9uODKZ7i4esfrdu3JKmr9hfZybm4vVRxHDURBvXeutvxNMVNqY6U1sqPjj/f+adiZg/8B2KWn+NhANR4AAACAASURBVDKRiV68R+bH9CY2Va8BteXgG+/A/aPL2cG6UQzyOyiPg667XoJyPVwdGKz4hfE7zth0KYZD+5VcwXz48GU+8YlioAj+1V+1ufnmbHW8cLMce+21C75Cdc+eeQ4fvlyz754989x8c5bPfS7PNddofO97SzWf33xzNvCc/Lj55myAj1JHe0s/6nGbBF7Huqf1m+FpshvdpC1OutsWM+Ukzkz6fkfEcFfJGEYM++wzkWEkM1H9e3rThrobuXguHiKG4/fx9ddf5+DBg+RyuYERjUkpu/5cvHpxo9ZLf9f9qW9XGtuZOv9btktJ9Lfsw4ZNTA9EuU2zaUP5mhAq3p79/coscWURJ838rv3M97rrJSj2IevAYMYvZM5FHpvhFcMvvXSRL31praXI/O3fVlxzjcY//uNqTRy/972ltsTq5z6Xr/n9f/zHVd/xyBU2bVrp6vj+5SB1NHb6Uo+7we861jmhuklPb0aNjMDIRoqZjW4Cb9zMnHSTjrqQw4jh2i4ilYRrSL665BQxnEx/W/lYEcLyZjgZfoUjZWLY05aEEsNN9m9slxLob/U8M2QqXe5iFsbd+RH8sMI/3n75KWLYPwcqsfO/7noJin3YOjCY8QuXc9HHxudN1Kb6bppumTUM2diwiWmf3nbV7rWZifIx67fNlt9EBgwHiZnTp89z883ZhsmxvHz0oyVuuikbKDajEMP132/1eaxiWOpoZPSnHndDtPdZoccMT2Y8CbzRt3u0iOFICtfTANfQXCSLGB5cMZzL5cjlcg3+1AvhOH0UMRwl6RDD1fFX3nakZvyWe/PhfSBXv/9Ai+G6m+U4u0x344f33MLE298XEcOVbb553/Cdxutxsm4Ue0cyxLCnvLxtVN3x1rvRhnnxUL+P+zuZmi66vXlzvGXLIu99r9VUVH7+8zlmZ5uL1X6K4fe+1+Kaa7QGvG+upY72j0ETw1Ffk8NPoLXeXTqoe7SI4a4LJFw3ab+EEDE8uGL45MmTPPPMMzWC2E8Ix+mjiOEoSYcYrlInDNcnKdlAJhPwZjj0Q7oE+ut3nhGfdzR+1D6MqJRNcLwb919HxLBvDrS47nq3JelGsZckQwzXi9aAsYzVHh513/FM/jMSJIbrxqdW8qAXb4crSyYFzRZd4Td/02wYRxxGDL///bqvUL3ppizbti3UnMvU1Bw335wNHFMcPVJHe8HgiOFm17HOCSuGq+OEy6jN0yKGoy/kzsRwZqIx+WTMcDzEIRpN0+TYsWNVQRwkhOP0UcRwlKRMDM8G3/S13D6oY4YTL4YDxksFxrvV+CoRw36ft5X3iRpP10P6Pma4mRheP2btsWsnl9tQ09sleWLYy5Yti/zO7xgt3+hec43Gli2LNWJ1MHNM6mhPGIgxw9GOE64/N2guhuc2e8YJT09SbNFVWsRwx7Qphr3ddAJnefUeQ8Rw0vyt+FgRxAcPHgwUwnH6KGI4SlIghicmambv9G1/quPvmuzfsl1KiL++ZVg7T0OcN71t+xEkzoPi3VLMixh24xoi74O6xwbFPmQdGMz4hfQv8tiEF8Oz05vYsCFDZkPGv2y97VhN2YbpJt2fdn521p3Vudls0iMj7vrCn/98rrp80WDmmNTRntCXetwmMT6UbimGq5NnZVhsGD/s2SZiuFdiuHZccdB6ns2XXoo2geKqnEkRVHH66/WxIoiDhHCcPooYjpIUiOHAiWK87Y/Hx2YTyzRtlxLib6sYxPhWuBM/atfTrJswxifeTfevlquI4XB579nuFVIBsW+6feDj18S/WGPThhiuLtFTP2zMZ1LSDRkynjdP1Ym1fCfQSsZM00ePXuJzn8vznvc4TYXxLbcsD2iOSR3tGT2vx+3R+jrWOc3F8DSLm8vrCU/Wrz+cKa8/3NhdWsTwECFiOB0+il/pQPwdTNLgRxp8aJcou8mmLX4Sm97y0ksXm842ffTopaGMo+ShxC/suUGYCbTCI2J4iBAxnA4fxa90IP4OJmnwIw0+tEf0S3v03yeJzaBz+vR5brlluWayrU98ojikcZQ8lPiFPzcYQjHcLoNcyHEnUFzHjqOckuZvUnwUv9KB+DuYpMGPNPgg8UsmEpvO2LZtgfe/X2dqak7iGAESv/TGbyjF8LAVsvgt/opfw4H4O5ikwY80+CDxSyYSG4ljEpD4pTd+XjEcJSKGh4Rh8zut/opf6UD8HUzS4EcafJD4JROJjcQxCUj80hu/uAQr9FkMnzp1ShAEQRAEQRAEQRD6Qt/EsDzxEL/FX/ErrX6Jv+nyNw1+pMEHiV8ykdhIHJOAxC+98YtLsIJ0kx4Khs3vtPorfqUD8XcwSYMfafBB4pdMJDadcfqli7y886rEMSIkfumNX0WwypjhFBey+C3+il/Dgfg7mKTBjzT4IPFLJhKb9njntQs8dVOWe9/jMPlei7Onz0scI0Dil974ecWwzCad0kIWv8Vf8Ws4EH8HkzT4kQYfJH7JRGITjrOnzzO9aYXtv2pzzwhVnropK3GMAIlfeuM3lGJY1hkejOROylq1cfqbFB/Fr3Qg/g4mafAjDT5I/JKJxKY1J7YtsOs3zRoRXOHe9zicfumixLFLJH7pjd/QiuF2rHdieILMyAY2TTffPr1pAyMjI2UyTFT2m8hUt2/YNF17jIlM7b4DkNxxlFPS/E2Kj+JXhMRU13rr7zSbNoxU25PMRL1/je3MRGbEd3tge5Uof/1Z98mvXe6vH0Hxbrd81r/TXdkk+UbHj6Z52RCPJvWh4Xvhy2SQ4xfK7zhj4/lev9rbJPDqnnn2vl/3FcH3jMDkey2eu2W57zn21tFLvLpnvoG3jl4K/I7U0R7Tj3rc8XlGfy8BwWJ4bnIzxUyG4uZJz/ZpFjMZipkM2WkRwxEWcjgxPJHxq+gTZKrJ4d2/3EBkMp7Po02guCpmUgRVnP6G9XFubi5WH0UMR0G8da23/k4wUWljpjexoeKP9/+97cz0JjZNrH+3dXuVNH8bmcg0uSHotx+B8Q64DgTuH13ODtqNon9eBsUjoD7UEHQNDto+2PFr7XeMsakvg2p+Bx+j9zGJ9zzeOHyZRz5RDBTB23/V5vDN2ep44WY59s5rF3yF6qt75nnj8OWafV/dM8/hm7M8/rk8+6/ROPa9pZrPD9+cDTwnPw7fnA30Uepor3O2x/W4beK7x2r9Znia7MYRGBmhOOluW8y4f5OZ9P2OiOGukjGMGPbZZyLDSGai+vf0pg11N3ITkSdPdH73rpyS5m8YH19//XUOHjxILpcbGNGYlLLrz8UrnrrWP3/X/alvVxrbmVncC1aL9irR/pZ93rCJ6YEoN0+8W14HGsunvoyTVxbx0Dwvm8Uj4LOg2Icqk8GLX0u/44zNRIYR3/qZfjF8+qWLPPmltZYi84HfVuy/RuPIP67WxPHY95baEquPfy5f8/tH/nHVdzzyehmudHV8L1JHe0g/6nHHRH+PFaqb9PRm1MgIjGykmNnoCuGNm5mTbtJRF3IYMVzbFaSScA3JV5ecIoaT6W8rHytCWN4MJ8OvcKRMDHvaknBi2Ou/f3uVaH+rPmfIVLroxSyMu/Mj+GFF43WgvnyabUtIWcRCq7xsEg/fmAbHPlyZDFr8Wvsdb2wmyDSU28R6fR0ZqR7HOzxg/djle6qJTWzwdKv1dstdP3bjvkHDD9zj+5+H+7YyRDfeAM6ePs/hm7MNk2N5OfDREk/dlA0Um1GI4frvt/q8czEsdTT99bhT+iSGz5/n/GTGFcFlUezXPVrEcCQF7GlEa2gukkUMD64YzuVy5HK5Bn/qhXCcPooYjpJ0iOHqjaG3HakZq+PerNTfpAR3L47+bUmsYriuq3ecXaa78cN7bmFuSvx9GTYxXO976zflvvWh7vNk3Cj2lv7dRK+LpUzAEI3gci7fa1UecpXHO1bPpaadq9t3ehMbWr60qD8P9xiZmm684dvCF7csMvleq6monPp8jtnZ5mK1n2J48r0W+6/RGvC+uZY6Ooz1uBP6KIY93aWDukeLGI6kgFt3k/ZSubERMTy4YvjkyZM888wzNYLYTwjH6aOI4ShJhxiuUicM19+ebCCT8bY7/uLYS9SiMt43wxPBfyei3Brj3fw60Kx8hlkM++Vli7dOPtfj5Nwo9pa+30SX37hmgsYM10y01UysBv3deMyasaxhju8zhrWduRQqSyYFzRZdYddvmg3jiMOI4b3v132F6lM3ZTmxbaG2LKbmOHxzNnBMcVxIHY2XvtfjtuifGK6OEy6jNk+LGI6+kDsTw5mJxuSTMcPxEIdoNE2TY8eOVQVxkBCO00cRw1GSMjE8G3zjtr7dbxxq+OMkzd/ki+GAeAdeB1qVj4jh2rxsHg/fPE7MeLoek4CxhtObNni6KAeJUG8d6EYMuw+VMhNtHL9LMezlxS2LPPg7Rss3uvuv0Xhxy2KNWB3YHPONl9TRSElAPQ5Pf8Tw3GbPOOHpSYotukqLGO6qgNsQw96uNkGzvMaYPNEmd2/KKWn+VnysCOKDBw8GCuE4fRQxHCUpEMMTEzWzdPq2P95JbMKIxTa7Bva3fBvnaYhrRuyO/AiKd9B1oGX5DLEY9s3LuniEqQ9NZlpvfm1OQ/xa+Bd1bCY2NYhT9+a77hjeNqqmnNsVw563kt5zbuv49d2ku6tvr+6Zbzqb9D0j7vrCU5/PVZcvGuwckzoaf4x7XI87pg9iuDp5VobFhvHDnm0ihnslhmvHFQet/9l86aVoEyiuypkUQRWnv14fK4I4SAjH6aOI4ShJgRgOnOzF2/6s+1i7HqR3wpMm7VWS/G0VgxjfCnfiR3C8Z32vA033jyhnB+tGsVVe1sUjqD7Uz2ocdA1uem0exPjV4edfrLEJmKRq1jOhVWaCmkmYNmTIdPFmOJPZ4HOeQcevP4/6HIruoeBbRy/x+Ofy3Psep6kwfu6W5QHLMamjPafn9bib3OilGJ5mcXN5PeHJ+vWHM+X1hxu7S4sYHiJEDKfDR/ErHYi/g0ka/EiDD+0SZbf/tMUvPbFJynJNzTn90sWms02/dfRS6nIsDOnJQ4lfnISfQCs8IoaHCBHD6fBR/EoH4u9gkgY/0uBDe0T7diJd8UtTbAZDDFc4e/o8z92yXDPZ1iOfKCYgjv0qu7TkocQvToZWDLfLIBdy3AkU17HjKKek+ZsUH8WvdCD+DiZp8CMNPkj8komI4c44sW2Bve/XOTU1l4A4Dj4Sv/TGbyjF8LAVsvgt/opfw4H4O5ikwY80+CDxSyYSG4ljEpD4pTd+XjEcJSKGh4Rh8zut/opf6UD8HUzS4EcafJD4JROJjcQxCUj80hu/uAQr9FkM18+cKQiCIAiCIAiCIAi9QsSwIAiCIAiCIAiCMHT0TQzDbE+J8xV7ks31u7ex7idpLWfxKx0m/g6mpcGPNPjQT5P4BZvEJhqTOHZnEr/uLMnxS203aRFJvTERw+kw8SsdJv4OpqXBjzT40E+T+AWbxCYakzh2ZxK/7izJ8UvtBFoiknpjIobTYeJXOkz8HUxLgx9p8KGfJvELNolNNCZx7M4kft1ZkuOX2qWVRCT1xkQMp8PEr3SY+DuYlgY/0uBDP03iF2wSm2hM4tidSfy6syTHbyjF8MaNG9umNyJpirGRUcZnmm+fGR/1DMweY6q621h1+2j9QabGaveNyOIUw3GUU9LE8Msvv9w2cZj4FY1NjY0E18EeWHT+zjA+uu7LmLfhaLedabZ/lxZL+fr4EHe5duJH4DkFxLupDxFcH5J0o9O6vILyu0neuwduHqegXA9RB5IUv7YtTB2PKTZTYyOMNBSUmJ8NdI6FsT7mYa9taNu4mO4nWonhucnNFDMZipsnPdunWcxkKGYyZKcHVAy3Y0kTw1NjPgnMFGPVBPbuX078sTHP59FZ3GK4HRtUMRzn/mFN/IrAZsYZX38yFVCX47Xo/J1iquLLzDijlbbD+/+h2hnvPtHHJNryDfChB+Xath+B5xRwHQjcP7rrQ2JuFEOVV0B+B24PE6ega3DQ9lpLTPzatjD+xRSbmXFGR8cYG+1lW9uftj0KG9wcC2N9zMNe29C2ceF+pxNr/WZ4muzGERgZoTjpblvMuH+TmRzcN8PtWPLEsM8+U2M1T0dnxkfrnppMdX2z42cihruztIrGsOc5NzfX1v7tWv8uXjOM9/QGzbV4/F1vO+rblZbtzMw4o6PjVPbwf5DXucXtb6PFU67d+eE5p5bXgbr9q9b99SExN4o1Fqa8gnz3294kTkGxD1UmSY1fCAvjX0yxqewf9L14TMRwIq2PedhfG6I2LuTvdGKhuklPb0aNjMDIRoqZja4Q3riZuUHuJt2OJUsM13ZxqCRCQ1LUJY2IYRHDzawffr3++uscPHiQXC43MH6Ft3jqWyuLrdtwuS1pWwzXXKijj0nvxXCc7WinFvywovE6ULt/823tWTJvFEP45RujoO3BxwuKfbgySWr8WlsY/+KJjadtqXvo5t8VNKB76Mw4ow3Dzsr3XOP1XTKnGPOuH1o5iO8xkmeDmmNhrH952G8bnjYu7O90YqHHDE9mXBFcFsV+3aNFDHdtdQ1tDc1FsohhEcPdWK/9qgjhtL4Znhob9DHDnrkJvO1IzXgi9+ayZQ8Uz41i1EP7ei2G4yrXbvzwnlOYmwV/H9IphpuVl29+N9lePmJibxT7ZX0TITUCuO7tmN9xAm/8a79XI3or+9e0e/UvLYKOkTwb1BwLY8MqhoepjUuEGPZ0lw7qHi1iuGsL10265pNyRRAxLGK4G4vDr1wuRy6Xa/isXghX9o/Den/x8hOIvbP4JpTym8BvlLGxYekmHW+5duZH4zk1vw408yFtYriN8qrL7+bbk3uj2C/rlwjx66VS/6a25thNto00vO1tJnjrPgs8RvJsUHMsjA2fGB6+Ni4JYrg6TriM2jwtYjgpYthtu2XMsIjhzi0Ov06ePMkzzzxTI4j9hHBl/zistxev/owT9lpc/gaJ2Mbtte1MnBcv6JUYjr9c2/cj4JwCrwOtfEiTGG6/vDrN77qdUzgeMYT1ZaxmUC+62rKpPLjzlmHNtpoJhOqP344YTm7XaK8NbI6FsaEaMzykbVyfxwzPbfaME56epNiiq7SI4Y6tTTE8M86oZ7ZQ/1levccQMSxi2N/i8Ms0TY4dO1YVxEFCuLJ/HNbTi1fEQq8Ti8zfqSlPWxHQ/kyNMVIzTq+yb91yb3VvhuNYDiFa8/Eh5nJt24+gcwq6DrT0IUViONBXbzwC8rtl3jeJU1DsW16bXUtM/Nq1MP5FHRvftsd9U1Zf9H43zOvbXFHtP2wgpBgOPEbybGBzLIz1Iw/7ZcPaxoX8nU6spRiuTp6VYbFh/LBnm4jhXonh2ieiQet/Nl96KToTMdydpVkMA1VBfPDgwUAh7N0/auvlxat2/e/+rDUcmb91Xf/W2xNv+xNudsqauEQsKnshhntRru360fScfK4DrX1IjxgO9rX+5q3VZEohrqP1oizoGtz02uxaUuLXkfn5F2Nsgh6qVbtKe45Zbaf8trlfqu3m3LKbNOtrvPpOoCXdpPtmPc7DftlQt3EhfqcTay6Gp1ncXF5PeLJ+/eFMef3hxu7SIoaHyEQMd2dpF8OwLoiDhHD9/lHasNVL8XcwLQ1+pMGHdi3KMfBpi5/EJnk2jHGUPOzOhiV+4SfQCo+I4SEyEcPd2TCI4Tj2D2vDVi/F38G0NPiRBh/as2h7W6UrfhKbJNrwxVHysDsbnviJGA5hIoaDTcRwd5ZW0ZhWv5Ju4u9gWhr8SIMP/TSJX7BJbKIxiWN3JvHrzpIcv6EVw+0iYtjf4hbDUZdTEsVwu8Rh4lc6TPwdTEuDH2nwoZ8m8Qs2iU00JnHsziR+3VmS4+cVw1HiPXbU1rUYHgSRNCgWpxhOImktZ/ErHSb+DqalwY80+NBPk/gFm8QmGpM4dmcSv+4syfGL89z6KoZPnTolCIIgCIIgCIIgCH2hb2K4H28MF2HocAu5/29spZy7L8d+n4P4Jf4Oq79p8CMNPkj8konERuKYBCR+6Y1fXIKVGI8tYjhBiBhOB+JXOhB/B5M0+JEGHyR+yURiI3FMAhK/9MavIlhlzLCIpC4SqP8iVcq5+3Ls9zmIX+LvsPqbBj/S4IPEL5lIbCSOSUDil974ecXw0MwmHZ9IcurwC7rDouOw5Ngs2TbLwCpwFbholACYcXKctw2uWHCl6DC3bIOCt7FZK+97Vi9RAFZZZhG4UAIDOFcqcIkcqHdZc9xjrwDPc54lgBIUy9uuAPPl4y06sFSBdRadMrbDgu2w6MAysGDDvGnz+ju/APsijn2+5zEXMTwcjdSg+HVVX2MJkyxwtgDL2CyicVVbY1EZLLNex9brU5lmx3ZqWShz1XFYwq3ji8AVbN55bYZLluKqY7OCW1erdRmHBahytfxv5XeWgBUsVtHRgHOGRrH82fLqLBfKx9OB2aLGPIC6RB63PTlHkSxwQcHiylnmy8dcw+ZMbpWLAOYsWTQWMavtz0LZx2U7oA0CFnBYoNHfmVPvcNFWzOO2pcue7yxWvxtMxe9lHFawmMfiPCZvLrufZXHby9NcYaEIFrBi67y7usRS+Rjzjsug5GlcvPHm2yybisvYXKW2DOvLpJH6a2d7VPJjwfFSriuesl4B1irYDi9whgWAPCxoBjngTN4mV/5OPjfLKnDRhhIwU1ScBxZYJWe7+fsuJvN29/FLQw7EhcRG4pgEmsevuzas/fYOz7+VNs5hqcwyNlexuITFTM5t83KUKBRW/n/23jtOjuO6960FQICkSCr4Xvvde/U+z/fzeb4Oz+/KEk1ZhChTybJk05ZlBcuQSDCCGSQl0jYdRGXJVAKpwA+fEikqUBRzAEAAlARKVCYRdmZ2F4u4eSfuzk7orvR9f1T3TM/szO5sDpiDz/kA6Kmu7jp96tT51TlVRRLI2Dx9EynKwJCXo4jkEJDxc2RsmQxA0Y1tbhyHMSw5NEcmxkkByCwT2o3dK13/TkowvFBHKzVW3AYdJnSAjSFlDUk0WWAC+GVQTqMZtpZMcH2/Bt/AQDJPTo8yBgyXFFLCEFlywEhpmCRQsJoeIIUiGwBogAEmeN4/VnXiiDjE04Fh65x35zguDhherkcrzWcHnM0RRItv5NvtaoXTyv19PDOBT4G+kkHaWtAV7U9VIDzF5JmdzM7Jt7MCwykmg+HoIDpqYdhAZzFDiTJ9GgrB/cl8L2NAujBIFihh6QFGsYwaTZkyJyRMBBNmmUIfWWBo4gSjODvm7JIhhakAmFFrSFpbtT92MoCaHRiubW8UFNV8NywZAxkdfL+xAmXyHCv6eMEgXxqBQeDEeA9DCojUlWk68bk89XShOFYBw3rRwXDYlxwgnmriw5C1kjSaJBaAIeNxUA9SAHp1ER/FCe0mQtJAbrzHjbcT/aSB4aKP50GfzjLu+5MmlU5mHVgobsumLcflwMsFDIfPnGzj3O9pC5lggvb4WAmfIn1lw5h1Y3BfIc8gYLAck1AGenIAlmFgwErGgR7GGDFujE5Z5YJoE/0OZwTj/2rRv5MWDM+EZg+GIaq4NR0mGLxHVIlBP8OAl6SfR7hVXMAXuuBESTGMYYA8J3iEm057Ax8+IhmX8OxHz0UIgTj1dIR4F08BaT/PwM7NCPEi1ooNvPLznQxRIsMEBcZIP/IOxOnXcR/QZ2AocKiT1lac7HrnpdZ5Z0nA8Hx/p+UIhmdCKwU0rtZ2TcU5C2M6w5GH38E6cQsPaBdhqkY3a8unp504o2UwnAZGQjBsHBhuLVLqAISzSYZBA8cUDPld/OvrBaesFwghuPz7eQax5A1knryMDnEaa4Xgf3/xAMdRDNLFv71ScJoQrFtzKlc9YBgCxikxsuM6hDiTdR2CV90RZzgAKxksKasZUcpFyZvINfqeYSZNiigYVlOA4VpAXF932lrSxpDWkJZQJE3qx+/ntDW38D05QRI4oeCBywRnrhWc8l/W8MpPHKJfwrA2pK0hj50zIJ6Nnt6/xX0bIQTnbOut/rZ9S8PrTctX7tnC/XNoQ2yayPDUgHh+ncSmeqRLJL00QxToxzD00PtYI27mPgVHgZQ5yCffLNhwWgdizWls/u4E/UyQ8eC5bW9k7VrBmae9CLHmHXwXGPCrk0VTyb7p9TnqwLLhFtq3ULK5f4tAbNm+9DJYAbyidawVXkI9XGwg3JStrYxnBTKMPLOZ9eLf+I6nySJJ0c2n/vYlnC4E4hTBpp2SPuAo4/R84Y2c1RGOE+/hcRQjWjKsfIakR55xUk9/ACHORAjBH9/xC/rIMYpePBvXyjeeZd+A5mB46J7bKG7aRPG2eyLX95LatInipk2M7W2DYaaPDDdW4KSFESxDaIblBCM8ynVr3sKn4jBsFEkMIxQY5AluXvNmPtZjOGbSfOval3D1V+EEZXwgpdL0EuPyM6/jzolhCvyMTeI0PtEL48kEn9j4UsTNF3Cd+Gd+qF169GjgiKasCYB59b0mOS9tMFz3nefPeK9W0Nhqu4aGhlZUu6Zi8Llxo+DU62/iInEu37MutSiL60uT05KrKU1TDnazAMMjTcFwJKU0ZGsCO6Ar5fp4gke+AzkD6UMf4v8Uf8sPgOTBGzlf3MxDwIh+hr8Rgk8fhwn28r1dLnUqffhT/C/xVp4BjtPLLWs+yNdyI5R5lveJ9Xyy20VZs7jZ67QxNfanYh+ZDNongeGD04PhaCpZVcaGNIa01aS1JkWeFCNcep7gzFv+iavEBWwH8sUSJw49wKV7nmMAKI38lH9c9wouHYqT0pA24Qz8IoPh3m18fHv4/+1cJDby8d7w3yGojVxvWr6Xj28UiC1bIvfNjucWGY5+m7k7io2emQSSVpLURfKHf8qt5/0W4ua3c534d34kXaZUH4/w+H3umw4d+Qgv7/hbHgHiVvG9rS/j+m9APwWKcfOF0gAAIABJREFUwAmZJu95lUyrprJven3pbNX8civtWyDZ9G7jnI1buGhj4/sWrr2L+bz545WrY61+lyXSQ2B5AGFIaUPKuvHsko2C0z/4T1wk/pLv+JDDkOYnfPf/m2AETXzgAc5+6Qd4rE8xAXzvZsHVP3DLgfqKmp+pAiPSMKIVI3gc1d18aP2/8PXxJGP8iH8Q6wI57V4kG9fad5pt34CpIsN7GTtbgBAU73HXUpvc/9l0TzsyPBkk1QPgyYC4ft3eCJDUijSPs3n9+dzWWSCNIo0mpUok2cG/iLfyyYSbvb7v6vP5SF+ZiSJM2AIFDRO7rka8//uMAIN+mfg3/4pX/WcPw8E6vrz+IZeIy/i61aQpksYjY5VzBq0hbSc7EpPAsKUKhq0Dw/EADNMGw7PikxkMx2IxduzYQT6fXzHtmop7fZ9xYEg/wmaxle8QrLNRBdLGr1mWEPaj2hTm1iLEIRgOwWGYztkIDDcGIlEwbEhaQ9JoUsatdy4BAxPj5IMIX6b4OLeILXxDj/Prr72V19zVy9h4miyw76638rptR1ykt+QxAAyXd7BVXMeX8fB2vwdx0f30A8lyme6vv5lXffJ5hpkgayFrq2B+qrW9ISBuDobtFJHhKiCuAGGrSVtF2ihSSpE0MGrd+uA++RAXiiv5Dh4TQEFCVsGIAskAt/7567gj5jGmIK1hxAT7LiyZnvby8RAMbN9SEyX75baNDWbPI+Ur17YvOBhuDRDPncNn1U8EJWv0wTBiFWm7iws3XMY3gDyWY6kMqbJmAEjKB7lVXMH9FOkDHrhkIx86Ns5gGZK2QE5CUsMghhFjm8u+pW+ygoFKK+1bINmE5ZvdtzDcBsPLkpdQD5eSa2yshZQyJBWMajeeHZcPcuGaq/husJ9JtjxCLy6jZYL72Cyu4W4Lw/jsufL13HR8nMz4KDkkKQ+GPVyaND6F774HcdnDLpValYnfcwGvuv0IqScXSX4tfqfZcEtp0ntvQwoB4myKm852QPjs2xhqp0nXgSTbCAA3ntmp38AlrQ0Z+QRvF/+LL/cY+hRIoEyWAnt4mziXj/QafAb58DlBGsMGwZ98IE4K+NV//j7n3zmEBEZkiUPfezcbrvwho8ZtdJNVz3CJuIyvWUMajzSyAoRT1lDvhLfBcBsML2S7QiC8miLD/apMFk2SnWzuuIFvGUMOyMkJ0qZ2beHUYHgKQMzkSGk9GI6uoW0OQiLPCm2A0aSxZHETdCPAWHqU3FMf4CX/foAUsPf21/CqT3RxADheGmLom+/hVZ+Pk7TabUqUSzL82A2c9u8HGAR+duvv8uo7jlMEhpSm93t/zxlXPUFKFxjSzo5ksXMHw7YBGI6sya5JB8eQQpNGkzbazaQbt9Z0DBhiJ5vF9XzblJnAORRjOEfjudQ3uFrcwIM4ZyMVRIbTix0ZruEqkJ3kHNQ5D/Xlp742M24FDDfUxUbr6FtiJvMUzwv1J8zWSCFJq11sEpfzjWCDrBHgBJDOjJB96mbOuOXX9JfKQJZP/ll13H3F1p7KXhyDuMmQZrJv7ZssT0e7FW6lfQsjm8ikTu82ztm4rbLnSiXjIUinvGh7s2vBvSK8Xhd12lafkrmdi0S1jsq7Nqxj+fFK1bHlrYcBz9h+zYKnk0OwOWdKQyrY92CQ7Vy05jq+TZkxIKcUmmH6MHD/rYhr70cDveXtfOA1AtEhEOsE5332GAATpjrmHv/6X/LHt//a7aGgNIe//W7OunQXv9523qLYuFa/02z7BrSwZvieTQ4EB6C4UXp0GwxXBnSYGhBXlTt0ZrMKMqWnuGJNR8XQnrr+LNaKdQgh+O/iL/mPE4qu8gQDvlvwnpRPsOmM13PLQIFff+ONvP7TA6QpkNYlsj+8AXHFT1HBGyblM1wsLudrBlJIUugICJ7sgE9yXOrAcKoNhueFVzMYzufz5PP5SW2oB8IrqV1Tsi6RNmUy/JiL197IPX6RjIWMzJPS/uQJMBpHMadLiZoSDHdWwfCM1moGgHjEGoawjKZ76fnc6xGn/XfEjV9j3LOk8SjtvAohbub7PoxzhM++WvD7n3mepPZ54XP/G7HuDMQVd5IqeIxS5vk7N/LnH+9mmILbjfrZGznl6l0AHJUwZGYAhu1kMHy4FTBsG4FhB4iry0Q0aStJaUmSn3Bxxwe4TzowXMJt/jUGPHCJ4PfuGOVEKkOfcXZwAkMOs2R6ev+W6tqpVpyFaPkqLx4Yrh9X5o2ne1bwDUtAHsjhk/F28V5xOd/0QVrIFXo58PWNiLNejrjmu5QmII/bCX4Et5P6cHkPF697K5/sVqRxYHgq2bfB8ALJpgYA12U7NKqn6cRQ7X01oDcsX7Omvj4y3KyOpf82q0XHlrUehjyftmwaOzclB0uP0sYP/I69XLz2Br5lCuRwNvDJL5yPOF0gNu9kSBZJcZycF/oRkNY/4EKxkY8fAIubEE4ZeObjf8hr7/gFo6RJKig8fQOnb9rBrz9z9skDhiPp0s3So9tgODrDDUwHhMNyaSClDCn5BG8Xf8CXe+G4cgpYtBmK7ORtHa/htl7oQzOMU+hkSfG9KwV/9MkEz3zhb/iTT3fhAWlriN/zdl60ZQ9JU2IIyKjdXCwu5qsGqju51qaORRVjOjA8OTI8/8CzDYYn00oBjb/5zW/Yt28fe/bsqQHEjYDwSmrXVJwGUrrMKNvZ3HEt9+iyG3xMiYyVdeuF5wKGbRMwrBuC4ZbeP9hMbwTDEIY+nJPvp9Nk9v4H4tSX8I1uOOBD1xffxplrBS8Vb+fvrvtDXnVnJ0nchlleqkhy5wcRYh3/0Qm//t4lvOKTBykAQ0DnfRdwxjVPkrQFBqyLqGWDd53czurf4TE5tWDYzhEMu8lAJydLGk3S9xixu9gsbuQ+rSjjnIGu0lPc/VrB793Vz/5AnYeM20chZ01wjNZi66mLdEWdg6mdhcnlq7wAYDjclLGyOWN0fTwL4ihOB4bD8cuxZFzt5hKxhXutm/AYxln6cipHdveHEae/hNv73fUhXER5qGx59FrB+V8Y4WCmWAH+bTDcvH0LIZv6e3+5beOkSG1N3VNcE5OivVMB3rrfmtax9N9mtejYctbDCi8KGLbVv4H6PUDCd3F2zpCSZUbZycUd13Ef5cr+JcgMw+Nw9Llr6BCv56N73ZKfZDAmlzR85/0beO2djwZHuLp64996K398+68p4somvvl3vPiK3fz6jpMnMlxZJxywvG1vGww3B8O1ytoIDIe7mFaOOFKSpH2MzRvexEe6DMNAn4Zhf4I0D/PP4i/4aCLciMet5Ru18OQlgs1PwrHt1yKueoCJvBvon7/jzzn3UzFGyTuHWe9is7iQr5rmx040AsTR/08dGW6D4dnwagbDSimee+65CiBuBoRXUrum4iyQVB5D8gdcKK7kXtzxBBP45NCTyjfb2Gq2keHRGYLhRv17FMMwmp6xUVK2hAye9/AWwTt2aXQZMmWfEXwG8Hjs0hdx0dMu6t1dHiIPZGSZ7ZsFFz0Fx7Zfh7jqQfITro2//OK5nP2ZfQwyEVk7bZqnGdvqu4VgeCz4bSZgOATEtbbYVORQmeQrFxkqPc5FYiv3ASkkQ8T50Dnn8bEjmmPeuFvjbA1Jo4K11i7NenH1tNG6X6ZYU9WkfIXnBwyn68FwDSCObBgXdermCoAnPacWCEf1fMRaBrVhxLg140X2cO2Gq/gWbnfz3nSWZBF8YEQbHrxc8PbdRcoSBrXPIG6S6JFLBP/4qGYU3+mOnUL2K3g9Yku8JGs169KVm6Qo/3LbxtqU6Pprvds4p6HezxQML9/U6FWhY8tWDyO8WJHhugneejBcO54VGC4/ysXiar4d2KphCqQ1jJPnuIXvX3cam58Zccu4DCSl4pjxeeiq9fz9/eM1y5SOPvpexOUPMz4OSQy//Mob+NNtx0htv+KkWDM8dFtknfDeeyhOkyp9coNhpud0FAxbwwiaETXBKI+xdd1fcXuPm4UeQtOv8hznUW4Sb+Ij3Zr9DDAKDGbjeInPcd7LL+Q/ejUT/f/KK8R1PApkeJKLxSl8usfNaOeAnPkR7197GQ8ZSHnWLbCnfnfb1mbWs0DKwKi0xHv3g+prg+FZ8moGw0AFEO/YsaMpEF5J7ZqKs0DGN2Tsj3hXx8U8gos2JaVHUk8Gw5N5ahAccgUM26nXDE/Vh5tlfozhMlLY/mO+J8v8iiMcUXdx6ynv45auLL+wxxkkBUB2x/sQ//cn+AWQ3rmDx4BORhiw9/GRDVfyoR5Juf9WzhHX8xiQsju5UJzBJw/DQOX5lpRR1cnDehtqq0C4MRg+wkAAhsNzlTNUAVIr6WU1Gy4ZjxRP8Y5TLuT7QHasnyOPXsofXrGXGG4fBwkcBlJWuwmE4N0WVU+bzYjXOOYRp33aGfS5g+HOeDdppVyafeQbVL5F/T1zcQipBbutchIYsc7pSxtI26d574ZNbqd0reDJH/F9rXmBfvr0N/nw+kv50KECPbh0gLFCN97Rz/Da/3Yp/3YwDUUY0kkG1Vhz2Te7PlcdWC7cSvvmWzbbtyBq1ghDmPkQBb4pGjvM1WsOVDdeNtAiGG5ax/LjFatjy1UPo7xoYJgaO+i46jvUjO/GI8XjvGPde3kASI5C/5M/5JtAjwTDE7xX/D/c5EG+BOBOuNl15GpedeYf8cAJyHvwG5Vwvx/+KP+vuIWHgBQ7ubDjND55HNJHvrU4Nq7F7zTbvgFTgOHK5lmbSE1aPxy51gbDna0PytYB4oy1JHWJEZVlRKUZ4TE+1PF3fPEQDCpFEp9jNk8nT3CNeD0f6S0yPrGTS4XgpeLFbnbzkROMEiyU334ZQgjOOkPwnh2jDDBBylryGnL2p/zjqVfzIwupnCZZtg039Knneqc5BMNpDaM+xHr2gTwO5ti0MmqD4cm82sEwVAFxMyC8kto1FWe9MuNlKBDjr9e+lz0WihZOFMoM+aqm7OSsjJlxuKN0DRi20TW0pmV7VK3P7UUAMHToq/yREJwRRFze+qg7H9jnIP+wPozCbOJJIK8gnbiDV3V08NsdZyI6/htv350jhVtjmd9xOUIITj9lLe9+SjMYtDuLJGUko8onqZukGQeDfuM0aQIwrBkNwHB4XFOmDog1ihimiNpjd08OzTg7efOZF/AokM57/Pxzb0MIwfpTT+GUU0/hlA3ruOALu8gES02GcIB4MfU0jG5FueKMR85hDIHBlOWB+QDDB2JdpJVbxpMkBJuRSYlp7p8JqJ0zW8go6Dfbecv6C3gCGC579B76Eq84rYPf7jgFIU7nH54axgd8nuctQrDutNMQGwQXf3+MpNUcfPJvEa/5D35uy01lP+X1OejAsuJG7asHrPMom8br3iOp0pE6K9HiRtdgcprztGnSkTO7G26g1U6TPln0MMqLar+m4oitzaDJ8iRvPP0veRS3eWD+V9t4tTiFM9etQQjBJT8sMFA8ivT28s4NHfzWujWcsv7FXPNUiYM6xfCDl3DWa77KC/j0Af27PoAQ63jR+nW8e0eGQTJkUItn41p4zmz7BjQDw3tJ3RacJ3xP/fnDm4LzhyenS7fBcAucCcBw2mpSVpLHRRyewVIAwDKKIouLLv3YL4OCEkOkFfRZyErJCJDLDZADhsaPMSghNTFKNzBiS2QwjAOHeR4D/IQiGQkpDaO2NrUiGlmZDIbdzFMUDCc9iHXvA+8YmKPTyqgNhifzyQCGV1O7puK00fRbOBS0KU6KPJoRZRiNpNE2X6bQOk8JhvUswXCwa2QB6Ml1kyNYEqE0/YApWJLFLKYAA9JjHNjPBBlc6mhSj5M1hrx1vSWfPuoi4xN9jEhIjefoJjiGyELGuKONklq7NOMm0cP6yHD1XGU43Hm0Fgxbx5lmXNfuejDcB3S72DjH1Qg+0D8+4CKKE3lyvkcRSy/V86PDNc0rRU8Xivd3OjAcHjOVrkRfaSkyP588aRwLJqCj3z0DJOwvKQI/o4QPHC8eoYzLjigER2ZRgJFShkLZMGggY2CYY2R9xddvWsfmBwuMleYuv9WgA1G+f8v8OaurTTZLxSejHBdLD5cSADcLXp0AuoLxrN8fcnt3qCIKOGQm8DAcLbtJ614kAN3KZcGcKFokcM/1gi13FTnMIP3AiUIf/Qoy+TF6gFGKZExre2YsZ/1rfQOt1rkNhqfhDKFzFolmAGltSRrDsFGMKM2Ib8kqzYSVpK2LQKSAcQtjGnJSkjbhJjQONGcNjCpDSivS2ieLcdupA1npyoXO5Kg1JK2tOILhu0S5ugbPrbELndGMglQZYl37sKUjbTA8S16toHG1tmsqHgWSVpJWBdJGV/rUGAGoJAB1uEjiqJ28VKFVduDVkrF1YPjAYQa0YsTYSQNks8EzrG/UuGjrINCP5IQtMoCbcHMbCBlS2jJWhjHlZpnTWEbwCY9kSlvDqJKktCVtqu3PAhkjSQcAOK0DNpq0sU1Sv6iCYePeL000LRyOdB5l0GgH5G0VDGets4U1/6fWpkVn0tPWuHPXpSRdkgwrn358hqMywjKiFINemaTR1XZB4zTgZaqnC8UvHOwirU1FnzO6CoibgeGFdg4rHIy3ITAPy4yBy5wK3jUlFSmv4HQz6AtHrNsczumdZtQWyfoeeZ7lveJdPBDRkZNdB6o890yD1SubpeOTT46Lp4eLDXyjHE4E14zpQFpDtmxIKc0oihEsw8E9BRyWyAU2Ommly9BSuHEXSJk9/GPHZfwQSVIS2HHpIs7WkDWGjLakdWt7Zixn/TtpwfBMuRWQNIptkU3AuhIZGq2wYQTFsFUMKU3S6uDYDltJP6soP87xGAocjRzVaEUKw6j1GUUyinbPs9Hn1J7f6dhM4vBdR9CMoBkNUgNTFlIafhP7FUb3AQsDhuf7Oy1HMDxTXihD0G7X3HgIywiKUTySdbsLu43yLMMVJmD3/xHcTs6O7ZQ8jHFsDaNBZscoDhzGXkgwEPw+2e4wieuj0yPAoDUMoRhGVTa5GgEGUW7iLQIsk2iGKZOqPMMNuqNWM2p0Td1ux2XFqPFx5/y6bJNkcO+0ba5r7zAQ39/NYFCmZmdNG+HK9VpbOwJVe2w1o1YyqjWjyjCMYhA/2Lsh/FbasVWMBja5+u5Ld7TScuGD8R6yWtcsvQl1P5RRM/1ufeycWk8a11Udb0eD54e6X5NpYC2jVpO0MihX1ZUUkLWWEa3p8yVHFHSjARgkxwBjK8pWrTRuy6Ytx+XAU8lvJjZsvjkc40L7OIx1/oiFpIKkNYwiGcLQTzWAlgGXJYob35K4id0QYyTsrygAexllXLsJzqT2SAdZqzWnA6xw/TspwfBCgaRBVEMeQkc4+psMrtmK0+UGasUQkgEjGQ4Ab3VQp+KgZnHgeUD7DAfOXnSDmUEk/dbjhCnTj88gioGAw/KjhE66e7d6jr7rADJoj6k4CD89+ByaEQzHFl3mS8HLuTMvlJFfybyY7epHM4hmKHD6QwAwjGEo+K2WTeTftTZjYBqu2hYVgDQHsJ//zf5gx1tTU6bWBoVcCwwc6LUMagcGwiyS8eD3fuu7MwgrbBnFZ1AXGLWWASRDqABISIZMmUEMAzg7k8HteD1oPUaDLJMUzrYN18gilONk2VTbS9DeA4HtDG1Yra1t1u7BCof1S4YCZ2EYAtAmGcBwAujDBnbTRCY2am36StHTheJEdy85rSqTvGnCSSCC79t4fJwPru8XjTkcv6p6UdVLGLDVsW046ENhBGUMSPuK/pKht2DpL1tS0pDDnVncjgwvLLdl05bjcuCp5LeQ9q0xrmjsr4e2sB/FYIAtRrAkkQygOQYMVCYPNSNaBmOtrYDkMZxdG7ZwWLvMrLKFMakZKZdJWlUZv0eoZgOtZP2LguH5ZDgJwXBG+pNZOc4GnIlwWvtktE9GSTJKkVWKrJbkjEdWeaR9j6zyGTOSnJHktE/O6ODsUsOYUozpWs5pRTbgjFaklU9KeqSV556pPFLSI6MkWa1dWSXdO0mPjKrn2ncO25VTmnFtSRxJoEwWrYcXXeZtMLw4Rn4l86KuGY72dy3JaUlWOa61CdL1v+Dv6m8e6XpWHmnlT+L6Ppk1kiyanp7DZNFkjXT9uYENcuyenwtsxpjRjBlNVikyvk9OKcaNYUxrckqRUZK09MkqzZi27rr2yWmPnPLISUlW+2SUR9ovkZFlx0qS1pqcVowbSU75pGWZrPYZQ5MzqiKnjPTJ1rCse+eqDMP2Hjp0mByGrFHVco3ssPSDZwQc/XdYxg+faZxMrE/GKFLGkNaq+l0r71z7TitFTxeKE4lukmNj7tsp6b6JlhWeNJY0GFdmwo36RdM+UtcHckqSk9L9rWRtfzCarNaklWLMGIrAhNKMlz3SJY/hgk+y5JMte4wpSd66PrGSbNVK47Zs2nJcDjyV/GZjw+bOXg2HfkNKeqSkT1pKMlIH+MInazQZLFmryBqfrPLIBTjDjaGKjKcYk4oJpchpS8rAmLYUpWTc88iUimS9MjklGdOhn7B61gwvBC0pGO7s7Fx0jscTU3IiniCe6CKe6CLWFXCii1hYJhavcryOE3HiiQSxeIJYLEFnZ4LOgwm6u3o43HuEnu5u4rEYBw4c4PkX9nGgM068u5d49yHiXT2V58RiCTpjCTo7uzh4sMvVE0sQi8cjnKi+UzxBPN5V4Vi8i1gsQTzeTVeih1/8/Occ6o5xqGv/ksi8zW1eLhyPJeq4y3G8lhOJLhKJbroS3e7f8a5K/4/Fqv2vIScCG9LVRaKr29mSeIJ4IkGiq4uf//wXdHX3kEh0NbQ/icrzuyLPDjiWcP070U2sq4dYdw/7Y3Ge33eAAwfjxBM9xOPdgQ2J09kZI9HVTU9vL7GuLnq6u4nFYuzbv5+DsRjxbvee8UTwDp2R9iUSdCac/avIJRZwvI6Dd+0K2hSLxV17El38LGxvV7d7TqJqY+vl3py7Hcfc34lED4lED11dPcG/u4knuqetZ6n1b6k5EehoZyzOwVicA7EYB4PvHU90keiqfsvqN5p6zGzGU/WPWu6qcDyiR92JLnri3cQOxtj/wn5inTG6u7or3zye6CEW7yEWfvdEgkQiTiweozMe42AsxoFYJwdjMTpj8WBMXvpv0OY2t3lpeLa2bK5cbwM7Y/XcFXA3XT29HD5ylO6ebmKJTuKJGImuOF1dCbq7uznY2cnz+15gf+cBOrvidB3qoffoYboOddOZqNq+g50xDh7sJJHo5tChIyQSh5Zc/sudlwwML0XEUCs9mbWpYaV1haXWSKXxpcb3HUul0EaitUIrjVIGJS1KKZTy8KSk5Gs8aZDKoJXGKoWSGk9qlFQYJTHaYAz42lKSFl8bjDFIpSh7Pr6vkNIglQ5YBc8IWUfYVFhK7e5VCq0lhw8dx9gUWg0tusyXKjK8GqndrrmTlsr1EQ1SaqTno3yJkq5/OptQtQVGW/fvoB+rKVgqZy+c7TCooA5nPyRSuj57+PARjHH1hvdWnqvMJHukg7qq/Vviex5lqSgpS1lZfBXaGoMvDWXf4EuFltLZCq3xlEJr695VSpRWaKOC9hE8XyGljyfL+EpW6pXBs3U9a+PsWISV1Pi+xPddm3t7D1fa27BdEa5va5SrzwRlQGuLkQrf1xQ9Z2+VtmitMMpHKxmxna6OudBq6H+xzhhKuXW0FvCkwlcKqXRF/g250bjZhKfsHwFHx9hof1HaIJXEVx5KKbQm8nw3bipf4Zc1Shq0sfhSUSq7cVcZg8FiAW1cX5FSub4n1Zzltxp0YKGoLZv5obYc50ZTyW8mdmwu3NxPCMZwZZxvLw3KgAKUsSipnf+uFF7AUkm0dPZQKoOvFZ6W+NpHKQ9ttLN31uAbiSclnq/wfYmSfmBH3TPnKr+lpoV8t5MODM+FjAU9rT4pNO4sUF1zWWICpa8nC5Tr6tVaNyg5UzKAYv/zh4ATWA6z1EB1JXzn5Urtdi0AaQ3WLuojDxw4OLcKrMFKD6UNXoNXtxAcwFC9YozGBL9NTwZDGQcrZvmKFqyxWGPZv//ALGtpgYwDwAUJquZlFa22tlVaDf3vYKB7+YkC/jyAw4Ugi0Xj03CotRqrLMqj8nmttZQ9j/kYMaej1aADC0Vt2cwPteU4N1rp8tNau2CYjmAIq8E6DFJLk224BYypvWJs6xPBy1l+4bu11wwvOkiyUD8km/CqrS2mw980GueM1gzOgcNdqc1WXVNtoVgHlK3VNHTmZuzfWfbvewF3mtkxlhqoLs/vvDKo3a55IKPAum5kG3TvxaADcwaHBqwEa1FmchNCc2SjV6ypGUir1meyQXFgRKIx6GAAnoXZCR5r2ffCvpneXVPNlGQs1jp76+TgJgDBB3T4GhWeC62G/hfrjAEE2U2LOwnUKhkUkhKmGbw11Ayw1hqkVjVj8kK1bDXowEJRWzbzQ205zo1WmvzC8bryHwNSG5SNjON1E/YmemfEj7Gh5asDwzOxiMtZflEw3N5Neq4gaQq9qDpNznnEKNC1MRaMc7E8NCqsSOFOxFYWFYBhg1Nk3eBZRoEulcD3QCuUMeSNxQ9vssGD6l05a7DaMSb0Um313yHX0YEDz+LA8IlFl3kbDM8ftds1D6TKoBXGuNnTyd0l0u+sA1q2HlFNw9baSlTUaDPJ3uzftz/Sf+vub0DRn2sGQahkm3hUJ9OiZU3k5W1gVwxQ1OAZl1oVvcGowG6hkRh8ZVHaZcRMiZ0atSMAwy/85nlnsybdb8MQcvi2FbbWYKxFG+vaYE3AujKZ0WiuElUCXQJTBiQGi8aijG1oi2dCq6H/JeIJVCTrqPLJKnreQCfnwoGeu/5gKlwZuyJsTajPPj4T6CC/wVIf6cApqQIrNbaSGq2xKDxtmZAu6SM6LtoZREea0WrQgYWitmzmh9pynBtNKb/5tG1NbR4Ru2Oc7av3IyLDnURTpIhBVdyPsEjkSx06AAAfFElEQVSTkBi+VcFkoSGMvlnjxu3KzTbMj5rCuZip/JaYTkowvFDnDLdGtgqGjcQaH6PL4fgLR020ZCUSzKhzMsaTefBSaGC8dCRQzDEA/Ilj7saJfgYhcncZDEzoHAf04bokv4hzHnSuqjNB1aFoAob3H3gW6GMhwPByPWd4Pmk25/EuBLXbNXfy/ABOjmkgQ3kCkOAbi46OVkHfql6a7LzXcuQ2a2sAcT3t37ffXa8HHg2o0Vgb0kh2FNAUclnwBtzFTDcAhcIJ93+dJAm4SKm7Ozk6Bt4wOYCyK+fnTzgrNH4c40FeZQGNsX4AQFsYTEM5RS9ZywvPv4AxU4Hhei/BVmRoAnliAkQeIFozZoAUuTF3Wx4NWdfKnNfvmt4/gjG6OuvRBsMk4omaJTg1utWKo9cKNegz1taB4XogHPQXU9dfStnDTADZ8mF8CRPlFNZ49NsiKBiXoxzmMADZQhrQlApjuIOXQiCt0Vo6PZojrQYdWChqy2Z+qC3HudGCy68lUBzaNePsThMb6ib5shgD5SDw1geVdU6lrAZS+EV37yggR7sD66ZITdjglQwGgw7zowoZV4EaCcp6LTdvOevfSQuGZ0LzCoYrkQgNRqJlHr+cxEwMg3yQy8+8gHv2QzFvAv0ew3I/7/+djXzpQAEmoPvD5yLWCtavOwNx+iZi4KJSuy6iQ5yJEKdzzp3dODBcAsbgkXewYcN1PI5bczxpNUDoYE9ywmudinrav39hwfBMaKWC4YUs3yq12zV3ypQB8vDsVazpuJnnguspT1NU4bRspG/BtGDYTsP1tG/fvqa/RakZBtEWfAuUu/nKuYIzhUAIwdXfnaisFS49cxVCrEOsP4vzv5wA3Gh676VnsH6DQIh1vGZbwoFEBfG734x4keBl4rcRHRezu4KXCriBNJijbvbKlcmAyQVeeMGB4ck/1cupSYtDMKysQ7vkYO+VCHEjj/k4Q1nMsfsSgRAbEGedwZ98tN9FumUQIgwB2BxoNnq6fYv7NkIINm7rjf7Q8HrT8pV7trB9tg1gGjA8h3qbUpN+Up0Eofa3KBiWcOjz5yPOEIgNZyDWvYud5cjPj25i3bor2e0VoOjDxAt8ZuM6fuuMDk596Xo++EiZMuAZhS/LVFIIm8i+6fUILWdHcVpqoX0LJZvtWwRiy1w09+ShFa1jrdAS6uG80jRg2NaD4QY3S2Po//ybOGVtYPfXvpefQjBcT6D3XIEQN/AcBijjFfZz7xt+i7ViA2KD4Kon/GB0LgZLmwAU/Og2Tul4OWLtaWy8sxNM3o31iyW/Vr7xLGg6MDx0z20UN22ieNs9ket7SW3aRHHTJsb2tsEwcwHDxkqUleDlwTzGNS/6S74cAz/YscXqAoZHufLFb+RLMYksjvLY9Wdw3Tch4+IvgKFIgs1rL+Zr6QRlnudScQZfOgakE3x144sRN/81HxT/zPOqyVLGRo5E5X2rna+e9u17Fksf2DYYng2tVtDY6nsODQ3NqPxMaXEH/zwfOkfwO5ffwPvFK9gdXJXGRxsdmWCqv2/mIHgqMGymAcPuFap/JgNEyPAEjz+Ew6oHb+N3xV/zHKBit/C2dbcEoOkAl4r13H0M6L2Lex8pukk2tYNbxWv5+jEYzI/xxC0v44ZvwQTjaKAoCwBofGw0T2UK1BRGxevphQbtdf5CA3k1q1grsDks/dx4tuC/XnETm8Ub2QtQ7sMc+zCfeBigDMm9XLruT/jY8CjW+g5It757WFOasZ72bmNbxf/fzhaxEecXbGdLBdRGrjct38u2jQKxZUvkvtnRooPhaO2RCY+oVtdkU0R0xJNjPL31LK6/F4bJBWOihuEDfP2830Z88AJuEh9kvw8YyPIwDz5o3bzNkU/ze+J8nsUwARgTZkY0kX3T67W0coFKK+1bINn0bmPjxi1s2dj4voWh5u+53Gnl6lgrtIR6uBDUChieZF0tWFUp+/XrBNc9GPyUg7FCGbwT3PoKwUsvv5H3itexS+HsWuFn3PGks4T+8Sd5/Ytv5sdHj1Tq1Rj6OcLNL72N+4uD+PyaS8Xp3HEY4JlFkl9r32k2NH1keC9jZwsQguI97lpqk/s/m+5pR4ajIKmlQT8Khq2qJO+5nIbt3Hjam7i9q+y2Z7EWPA9tn+amDW/jS10Amh9s/TM+ewIXyTDDmLKGR69CbHnUPcOH/nv/hj/9XIwxxsGC1nvY0nEJPzAa7KT9qKd6YVyUxTQBwz8JwHDftDJqg+HJdDKD4Vgsxo4dO8jn8yumXVNR0fru7/KTXC+u47FKLNXlYtTPM1Wp3pGfDORMwDWOfoOaKuCw6RMaAeHJtZXGxir/nmAnl4jN7DGKY1+/gDfe3QPZIVDQ/aU3cO6dPRgLUipAMV7u5Suvu4BPx0toW+bRK8/lC0cJ0lFcYrUCStjKemQ7VaOgIoPm7a1tjYnILJo13qBi0AqrTWU3/5LcyfXiah6zY8HSK7f3gpQAR/n8G87hvk4AD41BVjOsZ01z09NetoVgYPuWmihZ77aNDWbPI+UrtH3uYDjRHAw3oykDIFPwVDVUdCC8Upnorey2QY4iOy97NdsOu607LGlQMIYFUwL/KS4TF/H94CnF8RxoFzousZtLxWZ2Vfb80K7uZrJv6ZusYKDSSvsWSDZh+Wb3LQy1wfCypCXUQ5i9LZty0rBBATexawKuu0trjOdVUj8fvvS1fPi4D/nxShGPCQB8s5PrxU08TLhHbwHfh4It4XMv13XcwGPkKtUrFPZb/0DHhQ8BBu1Zjn7rb/jjbd2Y7Vctjo1r8TvNhlpKk957G1IIEGdT3HS2A8Jn38ZQO016BiCpZqraYK3G7eockAH0Dt7X8QfcdVgzEv7k56D8DH8vzuWzh9xati+8WiDEGl66/kzOv+EoZQyHPv4HnHeXczSRkvIDF7Lu6l2MmQk8a/DVbq7quIwHLVSOBml56r4KiOupDYbnRicrGA6B8GqKDCtbAgye3c1WsZVHTZB3aYtg5bRgOEx7ahzVnB4IQ3MwXPukSPysblmExaIwLgUUIJ2h+MytrP+XPZQn4DcfO4fXfTJBH1DOHmX8a+/hlV84Usk2GTbDwC42ibewE4AcXznHpTSdteFUzrvxGMWgrNYusDrdmtsaQFNH++raGzWzLmI8jYkL0qStUVjjPAiPH7FVbOUxkw8AlUKj0FKRGPkKt4qreA63hZaJ2tE50Nz0tApkJzkHdc5Dffmpr82M4vE4SlUX4MzI6ZsVNQLC9X0lmlJo0FiXDc8Id5/r9PJl687gjdcdr04PGx/0Lq5ZcwU/CC75BP1hOMXEzn9l3S27KY5b8KFknB43k31r32TlApVW2rcwsolM6vRuY+PGbfTW/FZdFuCqbHQtuFeE1+uiTtvqUzK3s0VU66i8a8M6lh+tVB1rhZZODxeYJhnO0L6FYDha1GCsAnLAALdtfBkvE+sRQnDuJ/YDZWTg/0t2slVcwyMqBMo+MOKmq+/7J8Tmb9a+h4Hxu9/KOZ/4DaDQnqb4vU2csuUJeredtyjya/U7zYZaXjN8zyYHggNQ3Cg9ug2Gm1F9CmQwq2OiCcsaKO9k67qqoT1l/YsQHWsQQvA/xF/wiSM+RcAvgikosDu4/sw384kTZWJffxNv/M9+fPIgJ+DZf0ds2QvAuPEpq11c03E5D0XfK9x1rkUwTFMw3N8Gw7Ok1QyG8/k8+Xx+0m/1QDgsvxC0uGlNBdAemme5Yc2NPKKKrlvJPGivGv2cfCMNwXBD535uYLjRc6OVSmvIoyjkDtH/xdez7qz/i3U3fxts2t2ycyvrxQfZXQLo5u4/FfzB5/rcXF4eLAV2vVfwZ189QZFgglqPg5dF8QRXbHgj/xZ3dgwPt5mHmno76dqYXy3Vg+Ga8tPN94U22RgHgEwRoySKn3FDxwd4VBWC+zQWiZFldmwSvPL2E+D7wUppmI886bno6fYt1bVTrTgL0fKRq4sOhucHFE+CvtRqTLh7uMZYjWdgwkTOypYe+E/xwVPewGe6CvhopDVgf8RN66/l4aAmmTtK/x1/jjj15Yir78OUk6ChrCDpg1Ir1NGeB1oyEFIDgOuyHRrV03RiqPa+GtAblq9ZU18fGW5Wx/KjlapjrdCqBcMhRQxmczBMgCwkRnmRY5F+wObT/pSPxUBJUEqieJobOy7l0XJf5f6fffZ8zhSnsebK54LaTlAId5EuQ+eH/4i3fe5X+CRRnoJn/hlx4UMc+swrTx4wHEmXbpYe3QbDjajRWkBqkxyA4DiH7bxP/AF3HbKMhqO1l4Py07xTnMtnu9zcjdQW4wHSZ+fVgld/OsELn3k7f3J7r6tIWwrfei+nXPUM0stTwkOanVzXcSkPR98tPOhzWl8udJobOaM/hTYYnjWtZjC8b98+9uzZUwOIGwHhsPxC0GIPXlZ7SHZy45obeDw8IE1NYLU/NRi2DcBwg4jwdDQzMFx9fMgaQxnFBG57K8b7kL+4CrHhHdw7BF1ITnzprbxsveCl4gLeufWPec0dh8BKyvyaT/3+6fzZlxMk8+PufF4LKI32wJMldm8V/MUdKVJDxUjWqg4mCWcOnCobhjVv0tQguJI/rQEf7Zfx7R62iht5LLLN4HjxZ9z7p/+FP7t7gqyBiWMxVCX/utFu1jOj2empi3RFnYOpnYXJ5SMF5wyGY7FYDRiGSLy2bu32fEWHJy8raHSUlgPC2qra7TAwbkAta358reBNnx8mNRpsIc4z3LBuC4+Fk0QE/SFzgtLeLQjxdu49DGOAF5RZ0Y72HGipQEj9vb3bNk6K1NbUPcU1MSnaOxXgrfutaR3Lj1aqjrVCqx4MR6jRJHn1erAIWBusDo6BAx66TPCau7Y7sKw9NLu4ac21PGEngrs9oAQS0s//Ex3ifD7WCSUjgyPrYPTev2Hj7XHAB20Z/9bfc/qVj3N427knDRiurBMOWN62tw2GZwqGrXHObgiEw+OUFGC1BvsEN6x/E7fHpJvQ8YCSD/Zxbj7lrXzxoBveFcXgHDD4yRWCLU9r/Ie3Iq59woWNLRy+882cc/shUGMoPKzdwdY1F/NI9N2UrQLiaT2Txu5LFQz3TyujNhieTKsZDCuleO655yqAuBkQDssvBC324GW0h28e5sa11/NkcM2qIjY8fmVaMGwmAeGZ0FzBsJtXVmTHRsCEG13Bgx8UXPMUUISi71HSZcoU+dGFG7hy+wTQw2f/6FV8pd9SLPtBvQV3pI1yO1QXgWcvE9ywwz1HEe6X4NK26hNVZgKGmzWr8Q9hNLj+WCeDKhcoe4+7NGmgiCRNJ/ef99d8/JhiuJzDqsC70DLYQKsV+zk1zVxPG637ZYo1VU3KV29cODAcWfdeD4jnSpPX10eBsFsfbHFAWNnIuxlQ0nPnXAN7Lha8/zGoHhOym63iEp5SgIRyOu2yB3DD5kPXCK79DtTsvdFeMwws1lrNunTlJinKvds21qZE11/r3cbGhno/UzC8fFOjo7RidawVWuI1w4tJFbtH/fhoCDYTAgue0mT8EgC7tggueBighNVFjN3NB9feXNFbY/IoCZIypODxzYLLX8jglXy0loAm9/jFnH7lj6Hs7GTirvM5544u2H7pSbFmeOi2yDrhvfdQnCZVug2GK1QbFSZ0dCORYYVxh1yXx0E/zDWnv4W7Ot0GpwD4ZXzzJJef8RfcmTCMkXLX871w+LP81f98P589pqDvXzlPbGUHkJPPskWcxZcqG8EprN7JlR0X80NLFYFXIsPOmWvunISR4clp0vv3/YR2ZHj2tJrBMFABxDt27GgKhKPl55sWffDyfIzZxSXianZU+ksQH2u6aDiSNdIgKjwTcmDYNAWIjR7dEG3u+DFP6zID6iiM3c3tG/6Oz8Qn6FP9gEuZlk9vQvzexzgC2Kev4tT374Ngcw6Vz+ArgDQFYGysG7o/y1v/x/v4TFxStLL6LKNqZribc6PJuMZgeMroYxjNDc8njkYLbQnD41y67mp2AUyMwBNbERd+ISjndg4uhu8d2aBrLjRjPW02I17jmEec9mln0BcbDM8PIJ4cGbY0jww7NlZTINggbuwEdH+Zv3j5+/l49wT5cEW73cOVHZfyTDhePvFjdiifIXMcCl/loy96J7ccOwQeSFL4dqK57Jtdr6Pl4mjPmFpp33zLZvsWRM0aYQgzH+rVvJHDXL3mQHXjZQMtguGmdSw/WrE61gothR4uEVVtXt0YqQHf4mnIB4tBrC3TG/tnzl33Oh7fF1RgFLCbS8XVPIVFpsHfuYfH0AwVB4AHuOhFG/nmz1zxIxyDceDIh3mNuIFdgM9P2CrO5O5DwOF7F0d+LX6n2dC0YLiyedYmUpPWD0eutcFwfWPrgXCYTlfr6CpdwPNSmIkh8L/PlrPexrc7QZUlYJC6SE4/xbt+6w3ceaiIV9jJZiF4ybqXIdZ2cM2TEXCxZ7ObHe04g3c9WQDyYD0XlvF3cUnHJTwvgZwOdv0IgfBUs/U20pZmYLi9gdZsabWDYagC4mZAuL78fNKiDl7lIhQlmJ/xDnE5u8MIaUBVMFzfy6pguR4EzxQsVM/dbW2Ncd0rVJty9Gu8pkPwO0HE5d2Px4KhNc6FL+sIojDv4+cAGo597vWsC6Mz607llLN+l7d8Yj+l8g/YskHwO6f+V4RYw1X3n6Coo4+yYHXD963hKTbQapgmbYnIs1F7Q5tG7d4JeMBjvOe0y/gJ4I1P8Px/vhEhTkMIwdq1grPWCzZ9fjsY7XbRpvW9+ZvRTPU0jG5FueKMR85hrGaNTlHe3bQgYBhg0iTPvEaHw2mSyDhVM31iMNaxtoaiKZPRYyj7U94tBGes+z8Q4lSuevgY4QFJ+KD9Z7ik41Keww2XfT138WoheLkQrBGC9z3mIYHyQ/9Ax+s+wqFwFXID2U95PULLxdGeFTVqXz1gnUfZNF73HkmVjtRZiRY3uuZuqk1znjZNmuqZ3Q030GqnSS8ZLbIeLhVV7WgdxCiBzQLjEnia950uOGuNYO3aU7n2kTHGS9FadvP3YjNPBRkvxD/H2UIgTnUyuPFR7aa2H7yas153D8fRjAHp596JEIIXv+i3ueYJD8o5KrvpL4b8WnjObGhqMLyX1G3BecL31J8/vCk4f3hyunQbDNcAyMlgODpgW6swxqskdXE0dCachyZx6YUc9wLHYQgmcKcjlYKyuX4A/MIRfA9IHSIDWMqEZ46l9S8A6DT5qvfmvMwG6xOjLko0qt0ADO9/FjgRcBsMz5ROBjC8EOVbpUUdvLSkaCCJDxryXj9EIqDVI16iMGBmcGA6cBiCYdMMgDTp7/WQcWy8t/JA3/Pdeski+HIMLIwXx0BBNogEG5TbmcO65R+ZgT48DZB1+NIHCi4VWlaW2IY2MEwNr8Wo9W2dGRiub+80AjXOPBeBFG6Ne1ENAzCePQGAtMrZU6TLz7EaawNTutiR4WVITcEwUwDimab0T0tVcBxGT8IjtnQAii2arBqFMqgykA+PFqlWkTK/BKA7WDeeLR6LPMMwThw8eOjGDVz7QNmdnjZHWg06EKXtW+bPWV1tslkqOhnluKr0sAZaNADDCqxnKSsYC2zXCT8NWFITVf/dA7KB0Spot4GWCsa9dD4NSHJulRQ7rxfceHeZLIMUgbw+grJA7jglAFVqGChrREsuvymo9Q20WueTGwxP0s5pOEraYtCUkfholLbB2SMSbDWrD0Cj8ShijK2clFRDxqKkrn1EnZ9iiXaqSBpb3Ux7ZS2jaYPhNmhsjVZru6Yi19V80BO4rajC/aEkxuhJIGBWz5imjgoYNlMc09QUFEcDxG6HZasVWunKzvcGt7qiCuUNqt6wRIyRtg78SgwSiUZircJajUFXUrrrB/awipoI71RgOPJbs3Y2F2pw1J2R4EsoKIyvkLY23mu0j5RlPK+IVsG6rBBFt+gMNKPl7CS0SvW7SUepFT2cL6qOa45dAlSjc6oVEkXBSqSWIGXtdwz2oXEsUaoINvjuvg9qD+/seAdPzdN7rwYdqNLcMw2itLpks3R08slxdelhQwBcM4nsDo+z4AyhgmrKC2hrkNLDaL9moh5AWlvdaqFCP+L6NZdzAB9dm+jmNsgEsLoNhlcyGJ4pLwpIMm5OW6PdmuLK2G0rv0eKopFopdElg1EN8PDcNzmdhiz7X3gBB4SPsRBgeL6/03IEwzPlhaB2u+aLDG6YCCGlRWvVMKtiIWj//v1zut9YUCbMAmn8zramvI+vJtykWZOy4UZZNticS2sfYzXzYZ3m2t4qBeFhbcEHqzTayDoJRNeizq9lXc5OQqsUtkEphWkwcbpsKJxoCc5zqHzJcHfxKGnArxyIXbnsW9yRI8CEzePrceZKq0EHForaspkfastxbrT85WewyMDvaPCr1fi+h1bSgdjIOCZrZ8MBGMb5ZQfd6cN1T3KTjFrLNhheqWB4uYIkWwd+J7lbkxwMi/J9vHwB6auG69Ysbjaoppq5OnLW1QKK/b85hAPDR1hsmS8FL+fOPBdqt2shyAEsY+YH+LVCBw4cmNP9xhg830e3BGYsWhUpF9JgJKrJgBi9aq3Gl14AhmdH0UjiXNvbkAzBsRQe2ppJce+FoNXQ/w4ePAjAxMQEUsppSi8RWUBqrDbhwWd1v9ua/mqNRpdqc6AVhMPfvNJq0IGForZs5ofacpwbLX/5WSwSbQyygX2yRuN5ZTdhaYMJ4GCE9huYw6KFUe2CyxWKDN3GGqT0Vx0Ynk+O1j3ftGzBsFJqGpYoJdERVkqhZMjaldE+Uvl4vo+UEq0UWkq076OUxjfga4OnFOWyR6lQxCt7SFU5rASw+ErjK4knfaSSKK2QSuJLV2/4XrKOm72/VgopJb4v8X0f3/foOzaMUqMoObToMm+D4fmjdrvmTtE+HrKUrp9I6bdgH1pjrTVaa4wxaK2RUla4v78frXXTe2XQh2tYyUrf932fcrmM9F3WiQ2iZUZrlPSRSru0Z22QWuH5JYrFcZT08IM2aq3RgV2TyuBrV15rjS9d/Z7vIZUfyClsk6m0rYZVtT3O/vh4nofneZw4cWKSXKZqf438tMHUPCd4Z18jPR+/XMTzPTzpZFNNd3dp6Eprx0G9c6HV0P86OzvRkXBEqF+Nvs9032h+WTvWGuVLZNnD9zw830Mpl7VhtEZLhfQlvud0WSof3yvjF4so6bslARo8CcoHyhYrLcZYtJp7JHw16MBCUVs280NtOc6NppLf4tkzZ9O0qh8rDUr5SFnC98p4ZQ8dHgNowWiD9KUbfz0P6fto6WOUwwOe1GhJ5bQZqxRlqRnzDZ5ypy8YZZC+cdhCazzpU/bKSOk1lUur8ltqWsh3W1Iw3NnZuegcj8eJx2Iz4kQ8TiIepyuRoCuRIBGPE4vF6Ozs5GDnQTo7DxKLdZKIx+hKxEnEE8TiCQ7GuzgQ76Yz3kUskSCRiNOViJFIxIgn4v9/e+ea3DgIBOH7n27XYmZw9iJbYpB7fwB6xWsriWPZTn+pLqccCSGBBg2tChBTBDNIk2qpX5XIXPJeKtB3UqgoJChCUIROISHA5ICov3a55hT1KFIp94mpwkxhZjCz2T23vMd0dU9ulZkhxogY4+IYl8pdHzvUGBPq7/N9Wzw6WhxjkopAJJR9VdGpobMjgkWIRWg0xKPBYquPQcQgGqEaodZUYpFoLa/GlXIe0/lM52XvziOEgK7rcDgc0HUdQij1ml/rq9dQl8cxLRpjnAgkhHrOASphGQfNyvmM9ZPd+9/emveh1k7t+6mNt7fRZ7UY18bvrbTZOEYHSOhqGwtUtPbZWd27DhI6qASYBhxNEGvfUYkQOdb+rTBj+1PUT9Z3x7XzWo9jCpMACwdY+A2TDiYC0wizN5gd61iniFryCmvjoRqiGo6qeFPBHxO8WcDRAqIFmAWoyZhbdBYRzKDG+LdFuyXDe/Apl8cdOTuGnMvsdHWXmgNSHKXiDg/Z64x6Ru9ltqavM96ljIScS3meM1KV130u1eOaK9zq6qN7UuQpIXuPwW/w7zQJeWJGl3Ptgt1wRnjuCjdn+CMu21lnOKXF/Z9rLDqtYpKP25W40uehOsQlxgzD3PWba4DnppnL62vX8Loz7D65w03Nfdx6Ld7PqJ85VnM10+Tyj2/y1Ph6S2f4Fej76c0Ad1+0zbx97usKV63aylOCp75+Tm5L618pJaS+L9t4j+xpGl9rn07pNO6T84O+Fk4IuQv3jmlnxzH38tZp6pHT3/LpXsdWIOfTcrv2vOIZ2QcMnjG44+RldYhTLnGvxL4Ezwkp+2z8z/DM+LcXD5sME0IIIYQQQggh3wWTYUIIIYQQQgghP46XToY3rw06X59xg265jiMh5Dn5THxZrAN7+r++UvbW+PTs5b86e1+/r/bBcxpWWv69rgLxwCtJEUJeg4/Hr7bO+qRzKcJi1cBhU0oxxe2xEHJvXjoZXvO1JBj3WtGFEPKE3Cw5+UQy/FD136n8V+VRJhFulhS3n1USfDqzNichhNyDS0nwVl2e4N6yH5PhvfhRyfBFLnVkQgghZGeebSLhyvPhcojlmEsIeSA2xa+tQe4jIneHyTAhhBBC7gKf9wghzwrj12vCZJgQQgghhBBCyI/jXDL8D8nGc7Z5N8QGAAAAAElFTkSuQmCC)
Inoltre, qualora vengano modificati i dati nelle schede Terreni e Fabbricati che comportano una differenza dell’importo da pagare per un determinato codice tributo (ad esempio aggiunta di un nuovo fabbricato), nella maschera il software segnala nella colonna “Differenza” l’ulteriore importo da versare a seguito delle modifiche apportate nelle schede.
![](/Img_Guide_KCF/image/2021/Terreni e fabbricati/Riepilogo Imposte Comunali/6.JPG)
Se i tributi sono stati inviati a F24 cliccare
per eliminare i tributi precedentemente inviati all’Applicazione F24. Questa opzione è possibile solo se i tributi non sono stati ancora prenotati e/o pagati in Applicazione F24. In caso contrario prima è necessario eliminare la data di pagamento e la prenotazione del modello in Applicazione F24.
Se i tributi sono stati inviati a F24 semplificato cliccare
per eliminare l’importo inviato in riepilogo F24 o per eliminare il modello creato.