Se stai leggendo questo articolo, è perché finalmente hai trovato la tua casa ideale e hai deciso di fare il grande passo, ma giustamente vuoi conoscere in anticipo e valutare tutte le spese che dovrai sostenere lungo tutta la procedura. E' di fondamentale importanza, infatti, comprendere quando incida il costo del notaio per l'acquisto di una prima casa e a quanto ammonti la sua parcella notarile.
Grazie a questo articolo e al nostro strumento di calcolo gratuito sarai in grado di valutare tutte le spese che dovrai sostenere per l'acquisto della tua prima casa.
Vorrei.it è un comparatore online per il tuo progetto immobiliare che ti consente di realizzare la valutazione immobile per conoscere il corretto prezzo di mercato, trovare l' agenzia immobiliare più adatta alle tue esigenze e infine vendere casa nelle migliori condizioni realizzando il massimo profitto.
Le tariffe dei notai
Nel 2012 vengono pubblicate nella gazzetta ufficiale le tariffe professionali del notaio, ma caratterizzate da una certa flessibilità. Viene mostrata una percentuale che può variare in base alla scelta della figura professionale. Dopo aver letto questo articolo, sarai in gradi di comprendere l'ammontare delle spese notarili che dovrai affrontare per l’acquisto di una prima casa.
Prima di addentrarci nei diversi valori in base al tuo caso specifico, devi sapere che la fattura del notaio è composta da due parti sommate: le imposte e l’onorario del notaio (per quest'ultimo si dovrà aggiungere l’IVA).
Parcella del notaio acquisto prima casa
La parcella del notaio, ingloba tutta una serie di oneri.Ecco nella parcella del notaio per acquisto prima casa cosa è previsto: Ciò che viene definito tasse e tributi: imposta di registro, catastale, ipotecaria, di bollo, tassa ipotecaria, diritti di trascrizione presso la conservatoria (agenzia del territorio), diritti di voltura catastale, diritti di visura, tassa di archivio notarile. Onorari e compensi: onorario (che dipende dalle tariffe predisposte dal ministero), iscrizione repertorio, visure ipotecarie, catastali, camerali, certificati, diritti e onorari di scritturazione e per copie dell’atto, altre spese.
La lista è davvero lunga, ma questo perché il notaio è obbligato a fare tutti gli accertamenti per arrivare alla stipula dell’atto. In questa lista sono presenti anche tasse e imposte che anche se versate a lui, dovrà versarle a sua volta allo stato. Ciò che importante sottolineare è che le spese notarili e quindi la parcella del notaio per acquisto prima casa, dipende dal valore dell’immobile che desiderate acquistare.
*modulo
Le imposte per acquisto prima casa
Per verificare concretamente le imposte che dovrai pagare, devi sicuramente conoscere il valore catastale dell’immobile, che puoi trovare nella visura catastale. All’interno di questo documento trovi anche il valore della rendita, cioè il valore fiscale che viene utilizzato per determinare il costo dell’immobile. Alla rendita dovrai nel tuo caso, di acquisto prima casa, moltiplicarlo per 115,5 e otterrai il vero valore catastale del bene.In base a quanto ammonta, più sarà alto e più saranno alte le tasse e le spese da pagare.
Bene comprato da privato
r: 2% del valore catastale
c: 50€ i: 50€ Bene dato in donazione
r: 4% ( solo se si dona più di 1 milione di euro)
c: 200€ i: 200€ Bene ceduto da costruttore
r: 200€ c:200€
i:200€ iva: 4% del prezzo di vendita
Tabella compensi notarili![](data:image/png;base64,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Oma+ToD7Vg0Z+nfX3pellHtWnZXCvXrFOHdq3V8aL2BZYb/vo72rptp2Z//bnq1a3l7SLiUdi1okO7Nrqwvfu/o0cTdefghzT31981ckTpgveCnMnPExVXhQwgTsWD992t+x5+Svc9Mkx33nKj7A6Hvv9xjurUrKFXX3pGL772tvbuP6hePbtrzrwFktw/Wm7s27vI14YOHqjHnx2uh596Trfc0EcHDh7Wt7N+VN3aNdWje9c8dejS6RIFBY7RjFk/qXJMjGx2myZPmV6qep4NSrNPXh45Slf36Kaly//Vlu071a3zpapaJVZ79u0vch0D+t+sGTN/1GtvvadjRxNVqVKUFixeol279mra5+O8zboAoDT8/Pw0cvhzGnDfI/px7m9asXqNWrdsJj+Dn5atWKVjiUkKDQ3RNT26q8GkL/X9D3MUHRWpmvHx+vq7WXI4nd5BGU/HiDfeUY9uXfTXshXasXOPenTvokrRUcWe+4qTmHRcz48Yqat7dFN89WpKSUmVyWRUrfh4DbrrVs3+6Re9OfoDpaSmyt/PTx9N+Exms0n33HVrscuOiAjX8P89qT/+Xqa7brvptPdBWSrNdQlAxfDY0MFauXqdtmzfqd4336G2LVsoKjJC6zZt1vYdu73jL9zQt5e+njFbw/73si7t2EF/LVuh7Tt2q9+1V6tKXOUShQGF+XjSZNntdh06fETfzvpRVeJi1LVzR5lM7u5x3836WcFBQWrWpJE2bNqiH3/5TZM+GqVaNYuehtLlcum54W+oXt06at+2pY4cOyZJql+vji7vfOlpX19eePoxffLpZN13952FlklJTZMkHTqcoOMnTmjcpM+9rxV1rfhnxSpN/fZ73XDdNfI3+isrO1t16tQstFVGaVSuXKnYzxPnvnMmgOjU8UK9/eoLeuu9j/T8K29Kck9Xc12vnpKkub8ulCT9MOdX/TDnV0nu8Rlu7Nu7yNd6XtFVmVlZeveDT/TsS6/LIOmSiy/Qi888kWdAGUmKjHS3oHhuxEiN/vAT1a4Zr1defFqPPzu8xPU8G5R0n0RGhKt6tap66vlX5HA61eXSi/XKi0+XaB0xlaL06bh3Nfz1d/TWGPfIu7GVK2nwgNsJHwCcliaNG+ibyZ9o1Psfa/GSpZozz30NqF0zXg/ff4938MePx7ypl0eO1ieTvpTT5VJEeJhefPox9brqitOug8Pu0FPPv+IeYLHzpRr+7BOSTv/cl5GRqcysLA177mW5cpb3xvD/KTbW/WRx0kfvavjrb+uVN9+VJNWtXVPvvPaSd2al4vS4oot6XJG/r3F5K821GkDFEBoaoq8mfqj3x03SD3PmadES9+wR0ZERGnTnrbrvHvfN9dOPPaigoEBN/Wamfpz7myxms267qa8eGzr4tOsQUylaL732trKyrWpQt47eef0lbze1MW+9otfeHqMvp82Qw+lUcHCgrrump+KrFz5Vpkd2tlUyGPTe2PGyWm0KsJg16M5bdWW3zpJO//rSoH4dvf3ai0WWGTp4oJ564WUNfniYoiMj9OjQe7V37wFJRV8rtu3Ypa3bduieoe7rUqMG9fRaGT4k9eXnibODwVUWnTALEHrlQ5Kkf74ueCRXX3G5XDp+Illmk6lMR1H1LDfAYlFQUMF9hnOXTU5OKXK2Cl/V80wq6T5JT8+Uy+U85e1MTU2T3e6oMM19cXa64KbyOSehYrPZ7DpxIlmBgQGFnqMyM7OUkZmpyIjwPN33TkX/ux/QyjXrteiXmQoLDZHNZit0vadz7ktPy1C2zaqonIEc/yslNU0ul8s7eNq5ojTXapw/OP9XfE6nU8dPJMvP4KeIiLACxzSw2exKTklRWGiozGbTaa3vvY8m6ONJk/X2qy/oym6dlZqaVujv9qysbKWlpysyItw7Zk9JWa1WJSenKjo6ssDrR1leXwriucZFRUUUWPeirhVJx0/IYjL7bOa5shs9DDUAACAASURBVPw84Ruec2fq3LI9d55zjwUMBkOhP7jO1HINBkOxU2X6qp5nUkm3obBB3koqNDTktN4PAIUxmYyKiYkuskxgYIBPBgq2WMxF9vU9nXNfcEiQglX4j8awc/S8ei5cW4HzkZ+fn6KjIossYzIZVSk6qszX7e/vX+Tv9oAAyym3vjWbzUVeY3x1ffEo7hpX1LXC1+dSX32eqPjOuQACAICK6tqre6h929YKCuTpPACUlwvauqfcrFeHQQ+BM40AAgCAM+SGvr3KuwoAcN67qEM7XdShXXlXAzgvlX1nIwAAAAAAgP8ggAAAAAAAAD5HAAEAAPB/9u47Lsvq/+P4iymIOFAU90q/qTkLNcu9yAHizoFb08wcKWnO1NxartSfIy01U3NH7l3mXjgC90BEAdnr5v79gd5JgGBxG32/7+fj4eMh53Ouc13n8uHhuj/3OecSERERs1MCQkRERERERETMTgkIERERERERETE7JSBERERERERExOyUgBARERERERERs1MCQkRERERERETMTgkIERERERERETE7C6PRaDRHw45NB5mjWRERERERERF5BcJ3zs3U9jQDQkRERERERETMztrcJ/DfnLkZExGRv+K1VkmzsjI7iysiIlnbs1m5Gv9FRDLOXCsaNANCRERERERERMxOCQgRERERERERMTslIERERERERETE7JSAEBERERERERGzUwJCRERERERERMxOCQgRERERERERMTslIERERERERETE7JSAEBERERERERGzyzIJiLsBgQQ9Ck4zHvjwMfcfBL2wjYuX/Vj5wxYCAl9cLzMZjUaOn7nAmo072Oyz95WdNz2hT8I553uV4JAnqcbDwiO4cMnvhff8mZDQMM5cvJJm3ZjYOM75XuXm7Xt/KS4iIhkXFBzKzbsBGa7/KPgJN+8GYDAYkpWHhkVwxtePoODQVI+LiY3j1MWrXLulsVtE5EXi4xO45HcTv5t3U4y1aTEYDNy8G8DjPz2rG41Gbt4N4PyVa8TExqV67K17Dzh54QqRUdF/+9pFXrUsk4AYPmEGFet7cuLsxRSxPYeOUblhaz6ftfCFbew/ehzvibPxu37LXJeZTGRkNB5eA3H3GsjkrxazbovPKzlveqbPX0bFeh407diX8nXc6TN0LBERUab457O/pkIddxp36E3F+p70/WQ8cXHxqbY1dd5SKtZrxXvv96Nyg9YMnzAz2cC6Y88hqjTwpGnHvtRs3gkPr4HJEhXpxUVEJOO27D5CybodqNmmf4bqz1u1Eefq7nw6YzFWVlZA0sPtkEnzyPdWS6p59CZ/dQ+6DJ1IfHyC6bgfdx6i0NuevNWqL6817ETtDgMJ1NgtIpKCz8FjlKjbngrvdaNso86Ub+rFucv+6R437qsVlKzXkc9mLTWVXbt1j+qe/ShZryOVW/SkYE1P1m7bY4pHREbTorc3Jep2wNWzHwVqtGLJ91vN0i8Rc8kyCYiu7dwB+HZ9yv9Ez8q82nu80mtKz7zlqzl+9iLzJo/C99BW1i6a+U9fEqs3bGf24lW093Bj66r5jBrUh227DzJ1XtLg9u36rSxc8T0ebg3YuGwOXdq2YOvO/Sxf+2OKttZt9uHLJd/SqE5N1v/fbNp7uPHthm3MXboaAP8bt+k/YgL5nPKweuE0xg7tz8lzvgz4dGKG4iIiknGzl62j9YDRREbHZKj+8XOXGfbFAqqWL8PyqZ+ayr/dtIsvv9nAsF4duHN4A7NGDmD11j3MXPo9AFev3+b9wRPInzcPPy2bxgzv/vx6xpfOQzR2i4g8737gI9oNHIeDvT07lk5j+VRvbt0PpOuwyS88bveRE0z5+jss/lTe7qNxXPz9Bt9MH8m2JVPImycnPbyncj/wEQADJ8xhx4FjfDagKztXzOSNsiXpN3oWh0+cN1MPRTJflklANKn7Di7Oedm26wDhEZGm8qBHwew9fIwyJYtRy7UKAA+Dgtl/5DjnfK+SmJj4wnYNBgNnLl7h0K8nU3zz7n/jNo8eh2A0Gvnt9Hnu3PtjSmtERBRHj5/m4mU/EhJSTqUKCAzit1PnyG5vR803K3HnXoDpT9TT6VABgUHcunMfgKv+N/jt9HmiUnlw9Lt+iwNHT+B/4/YL+5KRfm/y2Ut2ezumjxlG9aoVGdSnC65VKrBz/xEAfr92i1quVZg1YQTvVK/G2KFJ36Jd+v1airb+b/UGcjjYs3DqGGrXfJPZE0ZQtJALy9ZsxGg0suqHLcTFJzBj3HAa1q7JgB4dad28EYd/O81V/xvpxkVEJGO+27yLYVMW0va9epQrXTzd+qFhEXT8eAJ5cjqyZfEXZLe3M8V+O3cJgME92lGkoDNDerbHytKSY2eTyhetSRq7l0weznt1a/JJn450cm/E3l9P4+unsVtE5JnzV65RvHABVs0cRbN6NenRthmNar3Jhd+vE/bc55nnBTx8TJehk/BsUpv8efOYygMfBZOQYGD6px/QrbUbLRrU4oP3PYiNi+fkhas8Cn7C6i17qF+zKpOG9qZJbVfWzBkLwNyVG15Jf0Uyg/U/fQHPWFtb0al1c2YvXsUmn714PZ0R8cPWn0kwGOjazp3ExEQ+mTCT7zf9RKLRCEAt1yqsWzwLG5uUXbnqf4N+wydw5emHXRtrK4Z+0J0h/bwA6DV0DAXy5cXezo6dB47Syq0Bi2aMY8eeQwwdO43IqGgMBgPlypZi1fypFClYwNR2j0GfcfbSVQBc3TomO+/8Lz6jbcsmzF26mrU/7qBRnZps33MIgKIFC7D12wUULOBMWHgEH4+egs++I6ZjWzauy5cTR+LgYG8qe5l+JyQkkGhIJD7BYJpuGxUdQ2h4OAATP/0oWf2jJ84AULViuWTlkZHR+F7xp1b1qmTPnnQtlpaWvP1WZX7YupPrt+5y/MxFbKytqF71DdNx77hWZf22XRw/cyHd+H9eK5ni30xERFJq+149bG1saNesHlVb9kq3fp9R07kT8JBpI/rx+4075HJ0IGcOBwAqlysNwObdh+nfuRXb9/2CITGRquXLAHD0VNLY/c6bf4zd9WtW5dvNuzh66gIVymjsFhEBcKtbA7e6NZKV3Qt8RM4c2cmR3T5FfYPBwPuDJ2CXzZb/+2IEZRp2MsUK5HPi/E8r/tRW0r52hV3ycfz8ZRIMBurVqGKKlypWiGIF83P01IXM7JaIWWWZGRAAndq0wNLCgjUbd5jK1m76CTtbW9q7u2FpaUkBZydmTxjBhf2b8B7Yi19OnGXrzv0p2kpIMNB3+HgCgx6xZeU8zu/bhIdbA6bNX8auA0dN9Q4fO0VUdDSzxg2nT5e23L4bwIfeE3nHtSp+x3w4vWcDEZHRjJ8+P1n7275bSJUKr5PN1obTuzdwevcGJgz/MMV1xMTFUSB/Pk7u+oEZY4dxJyCQb9ZtBmDS7MX47DvC7PEj8D24lckjB7Ft90FmLFyerI2X6XfjerWIiYujz9CxrP1xB4M++wLfq9eoUuH1ZPWu3bxDdbeO9Ph4NF5t3eneoVWy+OOQUIxAPqfcycqd8zoBEPQ4hEePg8mdK6cp0QHgnC/jcRERyRi7bLa0b14fC4s/T9hNacvuI2z4+SAJBgOfTFlII6+hlKzbgd1HTgDQp0NLurd2Y8C4OWSv0Bj3fqNwq1OdUf27AEnfwjn9aex2cXZ6GtPYLSKSls27D3P2sj8Du7bG0jLlx6zxc1dw5OQFVs8ZQ55cji9s69a9B6zY4EOtahV4843/mPbheX7WBCSNzw8fp76ZsEhWlKUSEEUKFqBB7Rqc9b3C5d+vc/zMBfxv3sHdrT65n/4n9R7Ym46ezciTOxe1a7wJwBX/6ynauup/g6v+N/Fwa0iNapXI7+yE90e9Adi264CpnoODPSvnTaFz2xa8WbkCP+8/QkxcHPmd87L2xx347D1Mwfz5+PXUuWTt29hYY/t09kEhF2cKuTiTO2fqA0n3Dq0oUrAAHm4NALj2dKnF1l37KFu6OJ3aNCevUy56dWpD0UIubNuVMrGQ0X5/4NWej/t0wfeqP9PmL+PXk0nX3atTm2T1cuV05H3PZlSrWI7vNm5j284DyeLPnnGfTrgwMZJUYGlpgYWFBcY/VXj2o6WFZbpxERHJfF+vSUpyL5/qTezlvfy6fiEJBgPdhn8BwLod+/huy25qv1WJMQO70aL+2+w8dJwF320C0NgtIvIX/Hb2El2HTab2W5UY91H3FPE9R0/yxcLvGDOwG+++VemFbQUFh/JezxHY22Vj9ewxAKYEdGrjc0aS0yJZRZZZgvGMVzt39hw6xtpNO4iKSdov4dkGlQA/7T3EwhXfc873iqkstT0aHgQlbdbi/FyWMP/Tb98fPHxkKrO3s0u2NjYw6DEA9x88JDomaS+HEsUK8XomLBewskz6NinBYCA6JpbQsAgqvF4mWZ38+Zw453sVo9GYbDDJaL+trKwYOagPIwf14eJlP1p2HUDTeu/g1uDdZPXyOeVmSD8vPuzxPpUbeLJgxRrc3er/Ec/rhJWlJYHP3SuAgKevQi2YPx8uBfJx+vxl4uLisbW1SYoHPkyKF0g/LiIimc//1j3eKFOSHm2bAVCzagXautVj+YafuH0/kHFfLsfRwZ7dq2aRzdYWo9FI+aZejJmzjI+7t6WwSz5+O5t87L77IGnsLuyisVtE5M+On7tM0+6fUK50cbYvnWoaO5/3+byVJBqNbPA5wKZdSUuzQ8Mi2PDzAW4HBPLTsulA0quTG3YZQlBwKPtXf0mJIgUBKPz02fn+n57N7z54aIqJ/Btkua8yGtauSWEXZ3z2HmbPwV8pV6YUrlWS1qGeOudLz8FjKFemFMd/XsehLavSbKdksSIA3Lzzx/vLb95O+nuJooXTPK5E0UIAuDetz1eTRpn+TBs77G/37Xn2dtlwcc7L7Tv3TZlMg8HA7XsBFC9SMFny4WX6/UxwyBN6DB5NjhwOzJowAkh6R3HTDn0Y4P3HTuZGjBiNRhL+9M5ie7tsVK1YjnO+Vwl++n7i2Lg4jhw/TRGX/BQtXJC336qCITGRQ8dOmY7bd+Q3AGpUq5RuXEREMl/xQi48iYhItlnx/YePsLSwwNEhOzGxcdhls8XWJukB2cLCgtw5cxAVHUNMbBx1qyeN3Xt++WPs9jmYNHbXTudbOxGR/zUnzl+hSbdhlC5eiF0rZ5n22/kz736d8O7bieb138atTg3c6tTA1saaogXz41anOgCPQ57QsOtg7gUGsXvlLN4oW8p0fI0q5bGztWXnoROmsnOX/QkICqZO9crm7aRIJspyMyCsrKx437MFM79O2oTl4z5dTbFrN+8CULpEURISEli6emOa7ZQqXoR6tVzZunM/1SqWp0TRwsxd+i1WlpZ0beue5nGtmzVmzuJVTJqziMREI3mdcrF990Fy53Rk3CcDMqmXSXp09GTKvKWMnjoXt/rvsn3XAYIehzCod5dk9V6m35CUyOg3fDx37j/guwXTTPs42NhY83qZUqzb8jO2tjZUr1KRrbv2ExoWweC+Xjx6HELDtj2pW8uVuZNHMbBnJ7p//BldPvSmS5uWbNm5j6DHIUwZNRiA7h08Wb72R4aMncqw/t256n8Tn31HaNm4LiWKFU43LiIiGbf/2Gkio2IIi4giNi6e7ft+wdkpNyWLFqRKi540fteVlTNG0btDczoNmUiXoZPwaPwuh0+c5+dDx+nToQV5cjnSqnFt5q7ayICxs/FsUodDJ85x7OwlWjV+l+z2dgzo7Mn8b3+kp/dUxg3qjq/fTTbvPkJbt7qULq6xW0TkmTO+fjTpNozI6Biqli/L8KkLMRrB1saacYO6s2jNVr5csZ4Da76ief23aV7/7WTHL/1hOzUql2dQt7aEhkXQsOsQzl+9TssGtVi4ejOJiUYsLKBH22bUqvYGH3Ry58tvNtB12CTquFZm2pI1WFtZMaxXh3/oDoi8vCyXgADo3KY5cxavJFs2W9q2bGIqd2vwDpXKl2H8zIVMm7+MD7q1p/xzmcE/WzBlDCO/mMP4mQuIjYunaCEXls75nEoVyqZ5jIODPWsXzWD4hJkMHjOFRKOR0sWLMHZY5iYfAD7s2YnYuDiWrt7IsjU/kssxByM+7EnP9z2T1XvZfk+cvYhfTpzlwx7v06hOzWSxKZ8NwWg0snH7Lr7f7EOeXI54D+xFP6/2BAQ+IjwyiuDQJ0/P+y4zxg5j6rylDB0/Hccc2Rn5UW96PL2+Qi7OrPl6Bp+Mn8Gnk+ZgY21Fm+aNmD7mkwzFRUQk4/qMmsG12/dNP7fsO5KGb1fjm+mjCIuI4vHT2Wrvt2zEo5AnTJy/krXb92Jna8vH3dryxSd9AJjm/QFGjCxf/xOL1m7FztYWL8+mfDk66S1JRQo647N8Bn1GzWDAuKSxu7N7IxZN1NgtIvK82cvXERoeAcCy9TuSxdwbvkPIk3AioqKJjolNt62NPx/k3JVrAGzb90uyWN7cuahV7Q2me/cnPsHAsh928N2W3ZQo7MKmrydRudxrmdQjEfOzMP55J5NM4th0EAD+m+dmetshoWE4ZLdPdX1VagwGA1HRMTimMSUqLdExscTExJInd86/cpkvJfRJuGmjzbS8bL9fxGAwEBYemaJv0TGxZLO1SbZzb2JiIsGhYeTO6Yi1tdWfmwKSlnzY29thb5ftL8VFzO21VkljUvjOzB+TRP5pqY3dAMGhYeR4we+NxyFPyJPLMdXd2p/Fs2vsln+5Z8+kGv/lnxAZFY1DKq/k/Dti4+IIj4gmn1OuTG1X5HnmGjuz5AyI9LxsQsDKyuqlkw+QtA/Cq3roSi/5AC/f7xexsrJKtb3U+mtpaZnidZx/5pTnxQNgenEREfnr0vpd5ZTO74286YzN6cVFROTFMjv5AJDN1pZsTraZ3q7Iq5DlNqEUERERERERkf8+SkCIiIiIiIiIiNkpASEiIiIiIiIiZqcEhIiIiIiIiIiYnRIQIiIiIiIiImJ2SkCIiIiIiIiIiNkpASEiIiIiIiIiZqcEhIiIiIiIiIiYnYXRaDSao2HHpoPM0ayIiIiIiIiIvALhO+dmanuaASEiIiIiIiIiZmdt7hP4b87cjImIyF/xWqukWVmZncUVEZGs7dmsXI3/IiIZZ64VDZoBISIiIiIiIiJmpwSEiIiIiIiIiJidEhAiIiIiIiIiYnZKQIiIiIiIiIiI2SkBISIiIiIiIiJmpwSEiIiIiIiIiJidEhAiIiIiIiIiYnZKQIiIiIiIiIiI2Vn/0xfwzN2AQLLZ2OCczynVeODDxxgSEynk4pxmGxcv+3HqwiWa1K1FwQJp18tMRqORE2cv4n/9Ntmz29HqvYav5LwZ8Sg4lOjoaIoWLpgiFhYewa07Abjkz5vqPQ99Es6tu/cpWsgFpzy5XniemNg4rvrfIJdjDkoUK/zScaPRyO/XbmEwGPjPayWwsrJ6iV6KiPxvCQoOJTIqmhJFUo7tzwsNi+DGnQCKFHTG2Sl3inhwaBjXbt+nWKH8FPjT74Go6BgePg5JVuaQ3T7VdkRE/tfFxyfgd/MuNjbWlCpaMEPPsgkJBu4FBpEjuz15U3nWvn0/kGy2NinGZ4Bb9x4QFBxKudLFcchunyl9EHlVsswMiOETZlCxvicnzl5MEdtz6BiVG7bm81kLX9jG/qPH8Z44G7/rt8x1mclERkbj4TUQd6+BTP5qMeu2+LyS82bEz/uOUN2tA806908R+3z211So407jDr2pWN+Tvp+MJy4u3hSfPn8ZFet50LRjX8rXcafP0LFERESlep4dew5RpYEnTTv2pWbzTnh4DSToUXCG479fu0UdDy/qenajQdue1HDryMmzvpl4J0RE/nts2X2EknU7ULNNyrH9GaPRyJBJ88j3VkuqefQmf3UPugydSHx8gqnO6NlLKVCjFdVb96PQ263pN3omBoPBFF/y/TZK1uuY7M+QSfPM2jcRkX8jn4PHKFG3PRXe60bZRp0p39SLc5f9X3hMyJNwyjXtSrkmXbl1LzBZzGg0MmbOUorXac/HE+cmi0VERtOitzcl6nbA1bMfBWq0Ysn3WzO9TyLmlGUSEF3buQPw7fqU/4melXm193il15SeectXc/zsReZNHoXvoa2sXTTzn74kABatXEfPwaOJio5JEft2/VYWrvgeD7cGbFw2hy5tW7B1536Wr/0RgNUbtjN78Srae7ixddV8Rg3qw7bdB5k6b2mKtvxv3Kb/iAnkc8rD6oXTGDu0PyfP+TLg04kZisfFxdN90CjuBwbx1aSR/N+sCUTHxdJt0EhCn4Sb8Q6JiPz7zF62jtYDRhOZytj+vG837eLLbzYwrFcH7hzewKyRA1i9dQ8zl34PwDcbfZi88Fua16/JnlWz6dbajSXfb2PKotWmNi7+fgOXfE7M8O7PDO/+zBo5gDEDu5m1fyIi/zb3Ax/RbuA4HOzt2bF0GsunenPrfiBdh01+4XE9vKfgf+sey6d9SrU3yprKY2LjeH/wBCYt+DbV4wZOmMOOA8f4bEBXdq6YyRtlS9Jv9CwOnzifqf0SMacsswSjSd13cHHOy7ZdB5g88mMcczgAEPQomL2Hj1GmZDFquVYB4GFQML5X/XHKk4uK5cpgaZl2HsVgMHD+sh/h4RGUK1Mq2XID/xu3yZ3TkbxOuTl+5gKFCjiblitERERx7tIVcjk68nqZUlhbJ59KFRAYxG+nzpHd3o6ab1bizr0AUyxvntxkz25PQGAQcXHxFC9aiKv+NwgNC6diubJkt7dL1pbf9VvcC3hIkUIFeK1ksTT7kpF+b9i2i/EzF+LetD5X/K4T8iQsWfz3a7eo5VqFWRNGkM3WlorlyvLdhu1c+v0aAJt89pLd3o7pY4ZhZWVF9aoV2X3oF3buP8KkkYOStbXqhy3ExScwY9xw3n6rMg1r1+Sy3zXWb9vFVf8brN64/YXxG7fvcf32XYYP6EEHD7en9z2SIeOms+mnPfR43zPNeyEi8r/ku827GDZlIe2b1efC1esEh4alWfe3c5cAGNyjHQXz52VIz/aMmLaIY2eTyr/6ZgOODvasnj0Gh+z21K9Zlf3HzjBv5UY+G9AVCwsLLv5+HddKr/NJn46vpH8iIv9G569co3jhAiyb4k3NqhUA2PjzQXYcOEZYRCQ5n36eed5X32xgy56jjPygMx1bJF+6PXD8l6z/6QCjP+yaIgnxKPgJq7fsoX7Nqkwa2huA14oXpnSD95m7cgO1XSuZqZcimSvLJCCsra3o1Lo5sxevYpPPXryezoj4YevPJBgMdG3nTmJiIp9MmMn3m34i0WgEoJZrFdYtnoWNTcquXPW/Qb/hE7jifwMAG2srhn7QnSH9vADoNXQMBfLlxd7Ojp0HjtLKrQGLZoxjx55DDB07jcioaAwGA+XKlmLV/KkUKVjA1HaPQZ9x9tJVAFzdkj+gzf/iM9q2bMLcpatZ++MOGtWpyfY9hwAoWrAAW79dQMECzoSFR/Dx6Cn47DtiOrZl47p8OXEkDg5/rOd6mX63aFIPWxsbWjatR6N2vVLck4mffpTs56MnzgBQtWI5ABISEkg0JBKfYDCtX4uKjiE0POWMhONnLmJjbUX1qm+Yyt5xrcr6bbs4fuZCuvEbd+497UvVP+LVqz1t+4ISECIiT7V9L2lsb9esHlVbphzbn1e5XGkANu8+TP/Ordi+7xcMiYlULV+GiMhozl32p17NqqZ1w5aWltSpXplVm3bid/MuZUoU4ZL/TaytrPCetoj8efPg3ugdypQoYvZ+ioj8m7jVrYFb3RrJyu4FPiJnjuzkSGVvhtMXf2fEtK9xrfg677xZEV+/G1QoU9IUHzPQiy4ejalSvkyKBMTx85dJMBioV6OKqaxUsUIUK5ifo6cuZHLPRMwnyyzBAOjUpgWWFhas2bjDVLZ200/Y2drS3t0NS0tLCjg7MXvCCC7s34T3wF78cuIsW3fuT9FWQoKBvsPHExj0iC0r53F+3yY83Bowbf4ydh04aqp3+NgpoqKjmTVuOH26tOX23QA+9J7IO65V8Tvmw+k9G4iIjGb89PnJ2t/23UKqVHidbLY2nN69gdO7NzBh+IcpriMmLo4C+fNxctcPzBg7jDsBgXyzbjMAk2YvxmffEWaPH4Hvwa1MHjmIbbsPMmPh8mRtvEy/7bLZ4u5WHwsLixfe62s371DdrSM9Ph6NV1t3undoBUDjerWIiYujz9CxrP1xB4M++wLfq9eoUuH1FG08ehxM7lw5k22082yGSdDjkAzEkzY4y/fcpmbPx0VEJIldNlvaN09/bAfo06El3Vu7MWDcHLJXaIx7v1G41anOqP5dCAoOxQjkz5t8M0mXp2Nv4KMQgoJDMRgS8fW7ycadB/l0xmIqNevBrsMnzNE1EZH/Gpt3H+bsZX8Gdm2dYqay0Wik96jpxMUncOLCFVr2+ZQ33uuOZ//PTHvwFC/sQr2aVVNrmsCne6jlz5snWbmLsxMPH4eaoTci5pGlEhBFChagQe0anPW9wuXfr3P8zAX8b97B3a0+uXM5AuA9sDcdPZuRJ3cuatd4E4Ar/tdTtHXV/wZX/W/i4daQGtUqkd/ZCe+PkqYrbdt1wFTPwcGelfOm0LltC96sXIGf9x8hJi6O/M55WfvjDnz2HqZg/nz8eupcsvZtbKyxfTr7oJCLM4VcnMmd0zHVfnXv0IoiBQvg4dYAgGs3bgOwddc+ypYuTqc2zcnrlItendpQtJAL23alTCxktN8ZlSunI+97NqNaxXJ8t3Eb23Ym3ZMPvNrzcZ8u+F71Z9r8Zfx6MqnfvTq1SdGGhYUFxqczMp559qOlhWUG4snLkv6e9IOlZfoP2SIiktK6Hfv4bstuar9ViTEDu9Gi/tvsPHScBd9tSnXcBTDyx9ibP28eQk7v4PGpbfjvW8u57cuxsrLEe/qiV9wTEZF/j9/O5C+yGAAAIABJREFUXqLrsMnUfqsS4z7qnmr8zCU/qld6nTuHNxB27md6tHmPzbuPsGz9jlRaTO5ZAjq1Z+uMJKdFsooslYAATEsv1m7awQ9bfwb+2KAS4Ke9h2jRZQAlXRvj2SNpOUFCgiFFOw+CHgHg/FyWMP/Tb3gePHxkKrO3s0u2J0Ng0GMA7j94yLlLVzh36QolihWiRaO6f7tvVpZJMwESDAaiY2IJDYvAOW/yV+vkz+dEYFBwisElo/3OqHxOuRnSz4vN38wjV84cLFixJukarawYOagPp/ds4LsF03j0OJim9d7BrcG7KdpwKZCPkNCwZG/QCAh8CEDBAvnSj+dPelVqYNCj5+JBpriIiLy8cV8ux9HBnt2rZjGyfxe2LpnCf0oVY8ycZTg75cbK0pL7gY+SHXM3IGnsLfx07LW1tTF9e1e+TAmqVSiLr9+NV9sREZF/iePnLtO0+yeUK12c7UunYmtrk6KO/62kpccj+naiSEFncjjYM2FwTwCOnbmU7jmejc/3H/5p/H7w0BQT+TfIcgmIhrVrUtjFGZ+9h9lz8FfKlSmFa5WkPQROnfOl5+AxlCtTiuM/r+PQllVptlOyWNJa1ZtP9xkAuHk76e8lihZO87gSRQsB4N60Pl9NGmX6M23ssL/dt+fZ22XDxTkvt+/cNyUbDAYDt+8FULxIwWSZzJfp94vExyfQtEMfBnhPNJUZMWI0GkkwJE9mBIc8ocfg0eTI4cCsCSNSbe/tt6pgSEzk0LFTprJ9R34DoEa1SunH30xaw7b/l+Mp4jWrVf5LfRQR+V8XExuHXTZbbG2SHoAtLCzInTMHUdExWFhYUL1yOU5euMrjkCcAxMbFse/X0xQrmJ8SRZI2Yn4+CR4XF4//rbsUccn/6jsjIpLFnTh/hSbdhlG6eCF2rZyV6saTkLS8Aki2ifCzZHDunDnSPU+NKuWxs7Vl56E/lsOdu+xPQFAwdarruVn+PbLMJpTPWFlZ8b5nC2Z+vQKAj/t0NcWu3bwLQOkSRUlISGDp6o1ptlOqeBHq1XJl6879VKtYnhJFCzN36bdYWVrSta17mse1btaYOYtXMWnOIhITjeR1ysX23QfJndORcZ8MyKReJunR0ZMp85Yyeupc3Oq/y/ZdBwh6HMKg3l2S1XuZfgMcPX6aqKgYwiOiiIuLZ/eBX8jrlJtqlcrzeplSrNvyM7a2NlSvUpGtu/YTGhbB4L5epuMNBgP9ho/nzv0HfLdgWrI9Gtr2GkJA4EP2/biC7h08Wb72R4aMncqw/t256n8Tn31HaNm4LiWKFU43XqxIQSqXL8uSVevJbmdPdns7ZixcTtGCBfB4r2FqXRMR+Z+1/9hpIqNiCIuIIjYunu37fsHZKTclixakSoueNH7XlZUzRtGqcW3mrtrIgLGz8WxSh0MnznHs7CVaNX6X7PZ2ePftRKv+n9G8tzd9OrRk3Y59BD4OYf64wQAsXbedUbOW8MH7HpQo4sIPP+0nICiYb6aP/IfvgIhI1nLG148m3YYRGR1D1fJlGT51IUYj2NpYM25Qdxat2cqXK9ZzYM1X1KxSngplSjBmzjLiExKwy2bLlEWryW6XjQFdkvZii4mNY8/Rk6bXLd8PfMz2fb/weulivFa8CB90cufLbzbQddgk6rhWZtqSNVhbWTGsV4d/8jaIvJQsl4AA6NymOXMWryRbNlvatmxiKndr8A6Vypdh/MyFTJu/jA+6tad82VJptrNgyhhGfjGH8TMXEBsXT9FCLiyd8zmVKpRN8xgHB3vWLprB8AkzGTxmColGI6WLF2HssMxNPgB82LMTsXFxLF29kWVrfiSXYw5GfNiTnn96+8PL9nvY+BncvHPf9HPXj0ZSu0Y11i+dw5TPhmA0Gtm4fRffb/YhTy5HvAf2op9Xe1P9ibMX8cuJs3zY430a1amZrO2QJ094Eh6BIcFAIRdn1nw9g0/Gz+DTSXOwsbaiTfNGTB/zCUC6cUtLS1bOm8LgMVOZ9fUKjIBrlQrM+fzTFK8qFRH5X9dn1Ayu3f5jbG/ZdyQN367GN9NHERYRZZrRMM37A4wYWb7+Jxat3YqdrS1enk35cnTS8j2Pxu+yeNIwPpu1lN6jppMzR3YmD+3Nh12TfvfUdq3Em2/8hy++/g5DYiJFXJxZMukTurV2e/WdFhHJwmYvX0doeARAin0c3Bu+Q8iTcCKioomOicXGxpptS6bS97MZfDxxHgkGAxXKlMBn+QxeK540c/tR8BNa9v0j2Xv45HkOnzzPxCG9GP2hF9O9+xOfYGDZDzv4bstuShR2YdPXk6hc7rVX12mRv8nC+OfNBjKJY9NBAPhvnpvpbYeEhuGQ3T7V9VWpMRgMREXH4JjGlKi0RMfEEhMTS57cOf/KZb6U0Cfhpo020/Ky/X4Rg8FAWHjkS/ctIcGAIdFANlvbZOXBIU+wt7fD3i5bqselF4+MjMaQaCCnY/pT0ET+itdaJY1J4Tszf0wS+adFx8SS7bl9G555HPKEPLkcU5RD0iueH4eGkSenI9bWViniMbFxxMbFkUvjsvzLPXsm1fgv/4TIqGjTa4+fiYuLJyIqGqe/+BkjNi6O8Iho8jnlyoxLFEmVucbOLDkDIj0v+6HZysrqpZMPkLRPQ1ofmDNbeskHePl+v4iVldVfas/a2gprUj6oOuV58QCYXtzBIeW7kkVEJGPS+l2V9wVjr6WlJc5OudOM22WzxS6bbZpxERFJ35+TD5C00a/T3/hCMZutLdmcND7Lv1OW24RSRERERERERP77KAEhIiIiIiIiImanBISIiIiIiIiImJ0SECIiIiIiIiJidkpAiIiIiIiIiIjZKQEhIiIiIiIiImanBISIiIiIiIiImJ0SECIiIiIiIiJidhZGo9FojoYdmw4yR7MiIiIiIiIi8gqE75ybqe1pBoSIiIiIiIiImJ21uU/gvzlzMyYiIn/Fa62SZmVldhZXRESytmezcjX+i4hknLlWNGgGhIiIiIiIiIiYnRIQIiIiIiIiImJ2SkCIiIiIiIiIiNkpASEiIiIiIiIiZqcEhIiIiIiIiIiYnRIQIiIiIiIiImJ2SkCIiIiIiIiIiNkpASEiIiIiIiIiZpdlEhB3AwIJehScZjzw4WPuPwh6YRsXL/ux8octBAS+uF5mMhqNHD9zgTUbd7DZZ+8rO29GPAoO5c69gFRjAYFBXLzsR2Rk9AvbCAgMSvd+xsTGcc73Kjdv3/tLcaPRyFX/m1y6eg2DwfDCc4mI/K8LCg7l5t3Ux/bnxcbFcfri79y69yDN+MXfr3PjTgBGozFFPDExEf9bd/H1u0FcXPzfvm4Rkf9W8fEJXPK7id/Nu+k+yxoMBvxu3uWy/y3i4xNSrRPw8DFnfP0Ij4hKNX7r3gNOXrhCZNSLn+NFsqIsk4AYPmEGFet7cuLsxRSxPYeOUblhaz6ftfCFbew/ehzvibPxu37LXJeZTGRkNB5eA3H3GsjkrxazbovPKzlvRvy87wjV3TrQrHP/ZOUhoWG07zOUqo3a0qh9b96o686iletSbaPP0LFUbdSWXQd/SfM8O/YcokoDT5p27EvN5p3w8BqYLJGUXvz3a7eo4+FFXc9uNGjbkxpuHTl51vdv9l5E5L/Tlt1HKFm3AzXb9H9hvY0/H6Tou215s1UfStTtQJUWPbly7Y/fjWu37aFwrTZUbNaDUvU78qZHn2RJjbOX/Hjjve6UadiZN97rTrHa7dh1+ITZ+iUi8m/lc/AYJeq2p8J73SjbqDPlm3px7rJ/qnVPXbxKuSZeSfXcvChZrwN7jp40xUPDImjWawSFarWmmkdvnKu7M33JGlM8IjKaFr29KVG3A66e/ShQoxVLvt9q9j6KZKYsk4Do2s4dgG/Xp/xP9KzMq73HK72m9MxbvprjZy8yb/IofA9tZe2imf/0JQGwaOU6eg4eTVR0TIrYhFkLOfLbaZbMHM+p3etpWv9dxs9cmCLxs3jVD2zbfZBu7dzplsZ9979xm/4jJpDPKQ+rF05j7ND+nDzny4BPJ2YoHhcXT/dBo7gfGMRXk0byf7MmEB0XS7dBIwl9Ep7Jd0VE5N9t9rJ1tB4wmshUxvbn+frdoNOQz3mteBH2fTeH1bPHcCfgIR0/noDRaMTX7wZen3xB8cIF2LliJnPHDuLcZX8GfT4XgIQEA+79RvIg6DHrvhrPxgUTsbCwoOPH40lI0Cw1EZFn7gc+ot3AcTjY27Nj6TSWT/Xm1v1Aug6bnGr99h+NIyomhuM/LsbXZyW5c+ag3cBxRMfEAjBg7Gx8Dv7GdO8P2L1yFm++URbv6Ys5dfEqAAMnzGHHgWN8NqArO1fM5I2yJek3ehaHT5x/ZX0W+buyTAKiSd13cHHOy7ZdBwiPiDSVBz0KZu/hY5QpWYxarlUAeBgUzP4jxznne5XExMQXtmswGDhz8QqHfj2ZYomH/43bPHocgtFo5LfT55MtV4iIiOLo8dNcvOyX6gNXQGAQv506R3Z7O2q+WYk79wJMf6KeTocKCAzi1p37AFz1v8Fvp8+nmhTwu36LA0dP4H/j9gv7kpF+b9i2i/EzF9KiST3KliqeIn76wiVKFiuMe9P6FHbJT7cOrZLKz18y1Tlz8QqTv1zM229WYtLIj9O8nlU/bCEuPoEZ44bTsHZNBvToSOvmjTj822mu+t9IN77vyG9cv32XAd070sHDjZZN6jH64348DnnCpp/2vPBeiIj8L/lu8y6GTVlI2/fqUa50yrH9eT/uPERcfAJzPhtI/ZrV6OTeiA86eXDuyjVu3XvA2Uv+/KdUUdZ+OY4mtV35yKsNlV4vbfrGzu/mXXLmcGDBhCG0b16f1k3r0LFFA0LCIrgT8PBVdFdE5F/h/JVrFC9cgFUzR9GsXk16tG1Go1pvcuH364Q993kGkpbPXb8TQPP6b+Na6XXKlylB+2b1CQ2P4Mq12yQmJnL7fiCDu7dleJ/3afTOW4zo08l0nkfBT1i9ZQ/1a1Zl0tDeNKntypo5YwGYu3LDK++7yF9l/U9fwDPW1lZ0at2c2YtXsclnL15PZ0T8sPVnEgwGurZzJzExkU8mzOT7TT+R+HS9ai3XKqxbPAsbm5Rduep/g37DJ3DF/wYANtZWDP2gO0P6eQHQa+gYCuTLi72dHTsPHKWVWwMWzRjHjj2HGDp2GpFR0RgMBsqVLcWq+VMpUrCAqe0egz7j7KWkbKSrW8dk553/xWe0bdmEuUtXs/bHHTSqU5Ptew4BULRgAbZ+u4CCBZwJC4/g49FT8Nl3xHRsy8Z1+XLiSBwc7E1lL9PvFk3qYWtjQ8um9WjUrleKe1Kh7Gts330A3yv+lP9PaXYdOApAxdfLAEmJl36fjCenYw682ntwzvcqVd54HWtrqxRtHT9zERtrK6pXfcNU9o5rVdZv28XxMxfSjd+4c+9pX6r+Ea9e7WnbF+jxvmeKc4qI/C9q+17S2N6uWT2qtkw5tj/v2ZrimNg4U1lkVFLyO+RJBJ09GtPZo7EpdvNuADfuBNCktisA5V4rzkWflaZ4VHQMx89fplD+vBRxcc60PomI/Nu51a2BW90aycruBT4iZ47s5Mhun6zcKZcjRVycOXT8HCFPwrHLZsvuIyfJmSM7pYsXwtLSkiM/LDDVNxqNHDx+FksLC96q+DrHz18mwWCgXo0qpjqlihWiWMH8HD11wbwdFclEWWYGBECnNi2wtLBgzcYdprK1m37CztaW9u5uWFpaUsDZidkTRnBh/ya8B/bilxNn2bpzf4q2EhIM9B0+nsCgR2xZOY/z+zbh4daAafOXmT50Axw+doqo6GhmjRtOny5tuX03gA+9J/KOa1X8jvlwes8GIiKjGT99frL2t323kCoVXiebrQ2nd2/g9O4NTBj+YYrriImLo0D+fJzc9QMzxg7jTkAg36zbDMCk2Yvx2XeE2eNH4HtwK5NHDmLb7oPMWLg8WRsv02+7bLa4u9XHwsIi1Xv8xajBvF6mFA3b9aLkW034euU6hg/oQa3qSUmA6QuWcfteAI+CQxngPZEWXQfQoE2PVDcAffQ4mNy5cmJl9UdywjmfEwBBj0MyEA8BIJ9T7lTjIiKSxC6bLe2bpz22P69ZvZpYWljQf+xslny/lXFfLmfR2i042NtR7rXksyeqe/ajbKPOlC1ZlP/7YniKtgZ9/hUuNVvhd/MuPstnpJrsFxGRJJt3H+bsZX8Gdm2NpWXyj1lWVlZsWfQFgY+CcXZ1J1eV9zhx4Qob5n9OzhwOyequ3rIblxqtmLtyI99MH0nF/5Qi8OlM7vx58ySr6+LsxMPHoebtmEgmylIJiCIFC9Cgdg3O+l7h8u/XOX7mAv437+DuVp/cuRwB8B7Ym46ezciTOxe1a7wJwBX/6ynauup/g6v+N/Fwa0iNapXI7+yE90e9Adi264CpnoODPSvnTaFz2xa8WbkCP+8/QkxcHPmd87L2xx347D1Mwfz5+PXUuWTt29hYY/v0QayQizOFXJzJndMx1X5179CKIgUL4OHWAIBrT5dabN21j7Kli9OpTXPyOuWiV6c2FC3kwrZdKRMLGe13eqYvWM6Fy360bdGYwX29KFemFAtWrOW30+eJj09g9Y87yJPLEZ81i7h9ei8zxg7j9+u3mDj76xRtWVhYpNg5/dmPlhaWGYgnL0v6e9IPlpbpP2SLiEhKNatWYPWcMVhYwMgZS9jw8wFi4+Lp06EFdtlsk9Xt7NEYj0bvcuLCFUbPXpqirYZvv0nXVk2Jio6lh/cUvQ1DRCQNv529RNdhk6n9ViXGfdQ9RTw6JpYPxswiLj6BwT3a4d2vE44O2Rkwbg5BwckTCOVKF6d3hxYUKpCXwZPm8fuNO6YEdGrP1hlJTotkFVkqAQGYll6s3bSDH7b+DPyxQSXAT3sP0aLLAEq6Nsazx0cAqe7R8CDoEQDOz2UJ8z/9dv3Bw0emMns7O7Lb25l+Dgx6DMD9Bw85d+kK5y5doUSxQrRoVPdv983KMmkmQILBQHRMLKFhETjndUpWJ38+JwKDglMMLhnt94s8ePiIb77fRMPaNZg/ZTSD+3Vl3eJZREXH8NX/fUvQ4xAio6LxbNaIqhXLYWNjTdd27hQvUpBTz+0R8YxLgXyEhIYleyANCExaH1ywQL704/mTpvIGBj16Lh5kiouIyF/TsUVDfH9exY2D6zAYEila0JnxH/dIUe/j7m1ZP/9zWtR/mwXfbkqxZtmj8bssmDCECR/35LSvH7uO6E0YIiJ/dvzcZZp2/4RypYuzfelUbG1tUtTZvPswJy5cYexH3Zg5cgATh/Rm3riP8b91j+Xrf0pWt9obZZk8rA+bvp5M8JNwlny/jcJPn43vP/c5BuDug4emmMi/QZZLQDSsXZPCLs747D3MnoO/Uq5MKVyrJO0hcOqcLz0Hj6FcmVIc/3kdh7asSrOdksWKAHDz6T4DADdvJ/29RNHCaR5XomghANyb1uerSaNMf6aNHfa3+/Y8e7tsuDjn5fad+6Zkg8Fg4Pa9AIoXKZgsk/ky/X6RuLh4jICjwx/TvHLkyI6lhQWhT8Ip4OyErY11sjdQRMfEEhYeQa6cOVK09/ZbVTAkJnLo2ClT2b4jvwFQo1ql9ONvJq1h2//L8RTxmtUq/6U+iohIEqPRSNdhk/G7eZdVMz4jl2PSOP7huDlUcPNK9v54Q2IiRsBgSOTbTTspWNOT0xd/fy6elPBOSOf99iIi/2tOnL9Ck27DKF28ELtWzkqxnOKZZ/vyPBuLAfI8nT0d8iQcX78bFKvdlq9XbzbFDYakTecTEgzUqFIeO1tbdh76IxF87rI/AUHB1Kmu52b598hyizmtrKx437MFM79eAcDHfbqaYtdu3gWgdImiJCQksHT1xjTbKVW8CPVqubJ1536qVSxPiaKFmbv0W6wsLena1j3N41o3a8ycxauYNGcRiYlG8jrlYvvug+TO6ci4TwZkUi+T9OjoyZR5Sxk9dS5u9d9l+64DBD0OYVDvLsnqvUy/AY4eP01UVAzhEVHExcWz+8Av5HXKTbVK5SlfthQ/7T3E4lU/UKZkcb7dsJVEoxHPZo2wsrKig8d7rN30EyWKFqJMqeJ8v9mHkCfhTB45GIC2vYYQEPiQfT+uoHsHT5av/ZEhY6cyrH93rvrfxGffEVo2rkuJYoXTjRcrUpDK5cuyZNV6stvZk93ejhkLl1O0YAE83muYqfdaROTfbv+x00RGxRAWEUVsXDzb9/2Cs1NuShYtSJUWPWn8risrZ4wy1Z8w9xu27j3KiD7vU6/mH5v9Vq9cjoWrN+PWYzjd27zHqYtX8Tn4Gy0b1CJPLkeqVy5HaFgErfqPwrtvZ0LDIpi2ZDVFXJxp8Ha1f6LrIiJZ0hlfP5p0G0ZkdAxVy5dl+NSFGI1ga2PNuEHdWbRmK1+uWM+BNV/RsNab5Mhuz+SFq8iZIzt22WwZM2cZ1lZWtH2vLv8pWQw722wMnbyAh49DcXbKxZcrNmBtZUUn90bkzOHAB53c+fKbDXQdNok6rpWZtmQN1lZWDOvV4Z++FSIZluUSEACd2zRnzuKVZMtmS9uWTUzlbg3eoVL5MoyfuZBp85fxQbf2lC9bKs12FkwZw8gv5jB+5gJi4+IpWsiFpXM+p1KFsmke4+Bgz9pFMxg+YSaDx0wh0WikdPEijB2WuckHgA97diI2Lo6lqzeybM2P5HLMwYgPe9LzT29/eNl+Dxs/g5tPX/8J0PWjkdSuUY31S+ewcu4XjPziSybNWUR8ggGn3DnxHtiL3p3bADBh+IdYYMGiVT8QFR1DXqdcTB87jNbNGwEQ8uQJT8IjMCQYKOTizJqvZ/DJ+Bl8OmkONtZWtGneiOljPgFIN25pacnKeVMYPGYqs75egRFwrVKBOZ9/mmxZjIiIQJ9RM7h2+4+xvWXfkTR8uxrfTB9FWEQUj0OemGJb9xzl83nfUK9GFSYOSf7WjG6t3XgQFMzURavpPWo62Wxt8PJsypejk5b3/adUMTYunMigz79i4IQvsbSw4N23KjJ//JA0v9kTEflfNHv5OkLDIwBYtn5Hsph7w3cIeRJORFQ00TGxVC73GtuWTGHwpHl0HjIRI1CmeBF+mDeetyq+DsD2pVPpPXI6E+auSBavXrkcANO9+xOfYGDZDzv4bstuShR2YdPXk6hc7rVX2W2Rv8XC+OfNBjKJY9NBAPhvnpvpbYeEhuGQ3T7V9VWpMRgMREXH4PiSD07RMbHExMSSJ3fOv3KZLyX0Sbhpo820vGy/X8RgMBAeEZXmOY1GI8EhYeTJ7ZhsF9+EBAOGRAPZbJNvZBYc8gR7ezvs7bKl2l568cjIaAyJBnI6plzqIZIZXmuVNCaF78z8MUnknxYdE0s2W5sUu66nJzg0jFyODsneVvS8sIhIstnapBjzRf5Nnj2TavyXf0JkVDQOf3olZ3RMLAZDIjkc7FM9JjYujti4+DSTvrFxcYRHRJPPKVemX6/IM+YaO7PkDIj0vGxCwMrK6qWTD5C0T0NaH5gzW3rJB3j5fr+IlZXVC89pYWFB3lQGNWtrK6xJ+aDqlOfFA2B6cYc0BmAREUnfX/1d5ZTO7xXNeBAR+Xv+nHyA9MfsbLa2L0z8ZrO1JZuTEsPy75TlNqEUERERERERkf8+SkCIiIiIiIiIiNkpASEiIiIiIiIiZqcEhIiIiIiIiIiYnRIQIiIiIiIiImJ2SkCIiIiIiIiIiNkpASEiIiIiIiIiZqcEhIiIiIiIiIiYnYXRaDSao2HHpoPM0ayIiIiIiIiIvALhO+dmanuaASEiIiIiIiIiZmdt7hP4b87cjImIyF/xWqukWVmZncUVEZGs7dmsXI3/IiIZZ64VDZoBISIiIiIiIiJmpwSEiIiIiIiIiJidEhAiIiIiIiIiYnZKQIiIiIiIiIiI2SkBISIiIiIiIiJmpwSEiIiIiIiIiJidEhAiIiIiIiIiYnZKQIiIiIiIiIiI2WWZBMTdgECCHgWnGQ98+Jj7D4Je2MbFy36s/GELAYEvrpeZjEYjx89cYM3GHWz22fvKzpueR49DuHDJj9An4anGw8IjuHDJL817nt7xqYmKiubOvQCioqKTlcfExnHO9yo3b99L9Tij0chV/5tcunoNg8GQ4fOJiPyvefg4hDO+foRkYGwODg3jxPkrBKYxzsfGxXHx9+vcuBOA0WhMEY+JjePUxatcu5X62C0iIkni4xO45HcTv5t3M/QseyfgIWd8/YiKjvlL8Vv3HnDywhUi//TMLfJvkGUSEMMnzKBifU9OnL2YIrbn0DEqN2zN57MWvrCN/UeP4z1xNn7Xb5nrMpOJjIzGw2sg7l4DmfzVYtZt8Xkl532RmNg4+o/4nDfqtaJxh95UqOOe4r59PvtrKtRxp3GH3lSs70nfT8YTFxef4eNTYzAY6PKhN65uHdl18BdT+Y49h6jSwJOmHftSs3knPLwGJkt6/H7tFnU8vKjr2Y0GbXtSw60jJ8/6ZtLdEBH57xATG0enwZ9ToEYrqnn0xtnVneFT0x6bR89eSoEarajeuh+F3m5Nv9Ezkz0Ur922h8K12lCxWQ9K1e/Imx59uHk3wBT/cechCr3tyVut+vJaw07U7jAwzUSGiMj/Mp+DxyhRtz0V3utG2UadKd/Ui3OX/VOtG/IknDYDxlCsdjuqefQmd9VmfD7vmwzHIyKjadHbmxJ1O+Dq2Y8CNVqx5PutZu+jSGbKMgmIru3cAfh2fcr/RM/KvNp7vNJrSs+85as5fvYi8yaPwvfQVtYumvlPXxJTvlrCJp+9DOrdmQ1L51DvHVcWfrOOHXsOAUn3cuGK7/Fwa8DGZXPo0rYFW3fuZ/naHzN0fFpmLFzBryfPJSvzv3Gb/iMm/D979x0V1bU9cPxL74Ig0sWGEXtDicbeSDSo0VhjN/bYEbtiV1TsUZ/dqLF3jYhdE0vsYgPFhkjgVa0OAAAgAElEQVQVKVKH+f0xMDoCljzx4S/7s5ZrZe4+99w5897anNlz7rkUsizIxqWzmDCsH39fC6T/qCkApKam0W3QGJ6FR7Jg6mj+M9eHpNQUug4a/VErL4QQ4v+7MXNWsHn/UUb37cTRDX40qe3GnJVb2Hk4e25eu+MQ05ZuoFl9dwLWz6PrDx6s+H0fM5ZtBCAwKIQuI6bj7GDD4TVzWDhhENduBzNo8kIA7j54TIchPhS2KsjBVbPw9e7HX1cC6TR0ymcdsxBC5HfPwqP4ceBETIyMOLByFqtnevPoWTidh0/Lsf0vPvPZfeQ088f9wunfF9HGox4TF6xhl/+pD4oP9PHjwIlzjO3fmcNr5lCuVDH6jJvL6YvXP9uYhfhv6f6v30CWJnVrYWttxT7/E0wbPRgzUxMAIqNiOHr6HC7FilDTrRIAEZExBN4NxrKgOeVdXdDWzr2OolAouH47iPj4BFxdimNdyFIdCw55jEUBM6wsLbhw5Qb2NtY4OdgBkJDwimu37mBuZkZpl+Lo6upo9BsWHsn5S9cwNjLEvWoFnoS+/uXIqqAFxsZGhIVHkpqahrOTPXeDQ4iNi6e8aymMjQw1+gp68IjQsAgc7W0oWaxIrmP5kHGHPA6ldbNGjBncGwBTU2OOnj7PhcvXadaoDvfuP6KmWyXm+ozEQF+f8q6l+G37fm7du/9B5+fk5J8XWfif3+jWvhVrft+lPr5+6x5S09LxnejF19Uq0rC2O7eD7rNtnz93g0MIeRzKg8dP8erfnXYtPDI/90SGTpzNroMBdO/QKtfPQggh/k2CH4XSybMR00eocnMBU2MOnTzPmb+v80NTzdy8YO12zEyM2DhvPCbGRtR3r8zxc1dYtG4HY/t35uqtYL4q7sTm+RMpVcyJJrXdWL3toPoXu2WbVLl7xTQv6lSvyLd13bl+9z4bdvsTGBRCWZdin338QgiRH12/cx9nBxtWzfDGvXJZAHb8cZIDJ84Rl5BIgczvMwDp6Qp2/HGKJrXdGNytDQBVy33F1oPH2RNwhu8b1HpnvHa1imzcE0B998pMHdYLgJLODpRo0IGF67ZT263CZx69EP9MvilA6Orq0PGHZsxbvp5dh47SJXNFxNa9f5CuUND5R08yMjIY4TOH33cdJCPzftWabpXYsnwuenrZh3I3OIQ+Xj7cCQ4BQE9Xh2F9uzG0TxcAeg4bj00hK4wMDTl84iwtPRqwzHciBwJOMWzCLBJfJaFQKHAtVZz1i2fiaGej7rv7oLFcvXUXADeP9hrXXTx9LG2+b8LClRvZvPMAjeq4sz9zBYGTnQ17NyzBzsaauPgEBo+bwaFjZ9Tnft+4LvOnjMbExEh97GPGvX7xDI3Xz8OjALAtbA3AlFG/aMTPXrwCQOXyrh90/tvCI6IZMHoqjep8Tde2nhoFiAtXbqKnq0P1yuXUx2q5VWbbPn8uXLlByJPQzLFUfh2vXiXz3BtSgBBCiEx7V2jm5tDnqtzsYKOZmxMSk7h2O5h67pUxMVb9HdHW1qZO9Yqs33WYoIdP6dSiMZ1aNFaf8/BpGCFPwmhS2w2As5dUubtW1de5u757ZTbs9ufspRtSgBBCiEwedWvgUbeGxrHQ8CgKmBpjamykcVyRoSBdoSA5JVV9LCk5BaVSyYuXCe+NX7h+m3SFgno1KqnjxYvYU8SuMGcv3cijEQrx6eWbWzAAOrZujraWFpt2HFAf27zrIIb6+rT19EBbWxsba0vm+YzkxvFdeA/syZ8Xr7L38PFsfaWnK+jtNYnwyCj2rFvE9WO7aOHRgFmLV+F/4qy63elzl3iVlMTciV78/FMbHj8NY4D3FGq5VSbo3CEuB2wnITGJSbMXa/S/77elVCpbGgN9PS4f2c7lI9vx8RqQ7X0kp6ZiU7gQf/tvxXfCcJ6EhbN2y24Aps5bzqFjZ5g3aSSBJ/cybfQg9h05ie/S1Rp9fMy435SWls78FRsoYGrCj55NNWL3Hz6hukd7ug8eR5c2nnRr1/KjzgfV6pJ+oyajq6OD3+RR2eJR0TFYmBdAR+f16pGsFSiR0S+Iin4BQCFLixzjQgghsktLS2fa0g2Ym5rQ5QfN3BwZE4sSKGxloXHcNjO3hkdp5tbqrfpQqlEnShVz4j/TvTLbxGD5Vu62tc75fCGEEK/tPnKaq7eDGdj5h2wrlQ309WnyjRsnzl9l2LTFrNp6gO97jyJDqcStQun3xrP24SlsVVCjX1trSyKiYz/bGIX4b+WrAoSjnQ0NatfgauAdbt97wIUrNwh++ARPj/pYmJsB4D2wF+1bfUdBC3Nq16gKwJ3gB9n6uhscwt3gh7TwaEiNKhUobG2J9y+q5Ur7/E+o25mYGLFu0Qw6tWlO1Ypl+eP4GZJTUylsbcXmnQc4dPQ0doUL8dclzf0N9PR00c9cfWBva429rTUWBcxyHFe3di1xtLOhhUcDAO6HPAZgr/8xSpVwpmPrZlhZmtOzY2uc7G3Z55+9sPCh486iUCgYOGYqN27fY8mMcRpf8gHMC5jRodV3VCnvym879rHv8ImPOh9gzq9rOPf3NZbMHIeVpXm2uJaWVrad1bNeamtpo6WleUz136oX2tpauY5NCCH+rRQKBZ1HTOVy4D1+mzcO67dyc055FUBJzrm1U4vGtGj0DRdv3GHcvJWZfbw7dwshhMju/NVbdB4+jdrVKjDxl245tlnrO5r2zRqwYbc/c1b+zs17IRgbGtCjzXfvjWtlJvic8nNWTIgvQb65BSNLlx89CTh1js27DvAqWfXomawNKgEOHj3F0jW/cy3wjvpYenr2x908j1QtT7V+o0pYOPMXoOcRUepjRoaGGnsyhEdGA/DseQRJyapH2xQtYk/pkv/9klMdbdWvSekKBUnJKcTGJVC2tItGm8KFLLkWeBelUqmRTD503KC6ZWPQ2OnsO3yCRdPH0rhezWxtCllaMLRPFwZ070DFBq1YsmYTnh71P/j81NQ0Fq3chL6eHhMyV4ekZC4Zm+a3nHv3H2JrU4jL12+TmpqGvr4eAGHhEQDY2RQiKUX1v294ZBSlSjhnxiPVcSGEEK9lZGTQ1Ws62w6eYP2csTRvkD032xSyREdbm2fhURrHn4apcqvDW7l1cLc2DO7Whu9/HsWSDbuYNvxnHGwLcf6qZu5++lyVux1sJTcLIcTbLly7TdNuI3At4cz+lTPVufNt1pYWbF4wEYAVv++lz7i5zBszAPvM3PyueFb+fhbxVn5/HpEttwuRn+W7nzIa1nbHwdaaQ0dPE3DyL1xdiuNWSXUf6qVrgfQYMh5Xl+Jc+GMLp/asz7WfYkUcAXj45PXzyx8+Vv13USeHXM8r6mQPgGfT+iyYOkb9b9aE4f/12N5kZGiArbUVj588U1cyFQoFj0PDcHa00yg+fMy4s4oHOw8E4DfZm9bNX9/nm5aWTtN2P9Pf+/VO5kqUKJVK0jMfz/au89+kr6+Hz8gB9PqpDfVr1aB+rRpUr6La/KbMVyWpXM6Vr6tVQpGRwalzl9TnHTtzHoAaVSrwdVXVPWzH/7yQLe5epeIHfIpCCPHvkFV82LQ3gFUzvTX2cHiTkaEB1Su68veNu0S/eAlASmoqx/66TBG7whR1tGPARD/KenTReH68IiMDJaBQZFC3uip3B/z5OncfOqnKzbWrySZnQgjxpovX79Ck63BKONvjv26uxsaTufnrciC/+Cyg4ddVGNL9xw+K16hUBkN9fQ6fuqhud+12MGGRMdSpLvNm8eXIdysgdHR06NCqOXN+XQPA4J87q2P3Hz4FoERRJ9LT01m5cUeu/RR3dqReTTf2Hj5OlfJlKOrkwMKVG9DR1qZzG89cz/vhu8b4LV/PVL9lZGQosbI0Z/+Rk1gUMGPiiP6faJQq3du3YsailYybuRCP+t+w3/8EkdEvGNTrJ412HzPuoRNmsn3/Ecq7unD5+i3OX1FtSlOjcnnatfyW0i7F2bLnD/T19aheqTx7/Y8TG5fAkN5dPuj8Nj2HEhYewbGda+jZsbXGte8EPWDTzgO0+q4hjevVpGxpF1Zv3snQCTMZ3q8bd4MfcujYGb5vXJeiRRwo4mhHxTKlWLF+G8aGRhgbGeK7dDVOdja0+LbhJ/uchRDiS9dj1Ex+23OEymVcOH/1Fmf+VuXmb6qV57t67lRq3oPG37ixzncM3r070rLfWJr18ubndt+z5cAxwqNfsHjiEACqV3Rl6cbdeHT3olvrb7l08y6HTp7n+wY1KWhuRv9OrVi8YSc9vGcycVA3AoMesvvIGdp41KWEc+4FfCGE+Le5EhhEk67DSUxKpnKZUnjNXIpSCfp6ukwc1I1lm/Yyf802TmxaQEXXkgCERUTTesA4TI2NWOc7JtvtE7nFC5ia0LejJ/PXbqfz8KnUcavIrBWb0NXRYXjPdp997EL8U/muAAHQqXUz/Javw8BAnzbfN1Ef92hQiwplXJg0ZymzFq+ib9e2lClVPNd+lswYz+jpfkyas4SU1DSc7G1Z6TeZCmVL5XqOiYkRm5f54uUzhyHjZ5ChVFLC2ZEJwz9t8QFgQI+OpKSmsnLjDlZt2om5mSkjB/Sgx1tPf/jQcT98HMqWPYcBuHE7iBu3g9SxO0EPaNfyW2aMHYpSqWTHfn9+332IguZmeA/sSZ8ubT/o/BcvX/IyPgFFugL03z0+e1trNv3qy4hJvoya6oeerg6tmzVi9vgRgGpzzXWLZjBk/Ezm/roGJeBWqSx+k0dle1SpEEL8W91/FMq6narcfOVWEFduvc7NN+89oFHNasQlvFKveGjR+BuWTx3O2Lkr6TVmNgVMjZk2rBcDOqv+tnT9wYPnkTHMXLaRXmNmY6CvR5dWTZk/TvWUJEc7aw6t9uXnMb70n6jK3Z08G7FsyojPPHIhhMjf5q3eQmx8AgCrth3QiHk2rMWLl/EkvEoiKTkFUN3C3HrAeF7GJ7LJbwIOtppPMnpffLZ3P9LSFazaeoDf9hyhqIMtu36dqi5uCPEl0FK+vZPJJ2LWdBAAwbsXfvK+X8TGYWJslOv9VW9TKBS8SkrG7AOWRL0pKTmF5OQUCloU+Cdv86PEvoxXb7SZm48d97soFAri4hM/emzp6QoUGQoM9N9TfXhLzIuXGBkZYmRokGM8MTEJRYaCAmamH9WvEB+qZEtVToo//OlzkhD/a0nJKRjo62nsup6RkUF0bBwFC5ihq6uT43kxsXGYm5loPPHiTdEvXmL8jtwtxJcga04q+V/8LyS+SlI/FvlTSUlNJT4hiUI5bAIvxKeSV7kzX66AeJ+P/dKso6Pz0cUHUN1L+7kmXe8rPsDHj/tddHR0/lF/uro66JLzRPVdLAu+O0GamHzaxCyEEP8mOf2t0tbWzvaUjLdZvufvgNV7crcQQoh3+9TFB1A90tPA8uN+DBQiv8h3m1AKIYQQQgghhBDi/x8pQAghhBBCCCGEECLPSQFCCCGEEEIIIYQQeU4KEEIIIYQQQgghhMhzUoAQQgghhBBCCCFEnpMChBBCCCGEEEIIIfKcFCCEEEIIIYQQQgiR56QAIYQQQgghhBBCiDynpVQqlXnRsVnTQXnRrRBCCCGEEEIIIT6D+MMLP2l/sgJCCCGEEEIIIYQQeU43ry8QvPvTVkyEEOKfKNlStSrrU1dxhRBC5G9Zq3Il/wshxIfLqzsaZAWEEEIIIYQQQggh8pwUIIQQQgghhBBCCJHnpAAhhBBCCCGEEEKIPCcFCCGEEEIIIYQQQuQ5KUAIIYQQQgghhBAiz0kBQgghhBBCCCGEEHlOChBCCCGEEEIIIYTIc1KAEEIIIYQQQgghRJ7T/V+/gSxPw8Ix0NPDupBljvHwiGgUGRnY21rn2sfN20FcunGLJnVrYmeTe7tPSalUcvHqTYIfPMbY2JCW3zb8LNd9n6joF4SFR+HkYIuFuVm2eFh4JNExsRQr4oiJiVG2+JNnz4l+EUupYs4YG2ePvyk5JZW7wSGYm5lStIjDR8eVSiX37j9CoVDwVcmi6OjofMRIhRDi3yMi+gWhz6Mo6mhLwRxy+9sSEpN4HhWNs70tenqv/+THxMYRl5Co0dbKwhwzU2P16+SUVAKDQrAwM6WEc/bcLYQQQiUjI4MHT56RkpqGi7Mj+vp6ubZVKpU8Cn1OXMIrShVzwtBAP1v8dvAj0hUKyrrkPC9+FPqcyJhYXEs4Y/KeeboQ+U2+WQHh5eNL+fqtuHj1ZrZYwKlzVGz4A5PnLn1nH8fPXsB7yjyCHjzKq7epITExiRZdBuLZZSDTFixny55Dn+W675Kckkq/kZMpV68ljdv1omwdT43P7UVsHG1/HkblRm1o1LYX5ep6smzdFnU8MTGJnwZ449a0HR7t+1CuXks2bNub6/UOBJyiUoNWNG3fG/dmHWnRZSCRUTEfHL93/xF1WnShbquuNGjTgxoe7fn7auAn/lSEEOLLlpySSschk7Gp0ZIqLXph7eaJ18x3/028++Axlb7vgUvDTtx/HKoR6zFqJsXqtdf4t+XAMXV85+FT2H/dimote1OyYUdqtxtI+Bu5WwghhMrVW0GU+7YbLg07Ue7bbhSp/SP+py/m2Pb+o1Cqt+pDsXrtqdi8B3burdi8L0Advx38iDJNu1D2265UbN6D4vXa89fl1/PihMQkmvfypmjddri16oNNjZas+D33eboQ+VG+KUB0/tETIMcvu1nHurRt8Vnf0/ssWr2RC1dvsmjaGAJP7WXzsjn/67fEjAUr2HXoKIN6dWL7Sj/q1XJj6dotHAg4BYDP3KWcOX+ZFXMmcenINprW/4ZJc5aqCz9jZvgRcOocQ3p35vdlcyhdshhek+dy7tL1bNcKDnlMv5E+FLIsyMals5gwrB9/Xwuk/6gpHxRPTU2j26AxPAuPZMHU0fxnrg9JqSl0HTSa2Jfxn+kTE0KI/G/MnBVs3n+U0X07cXSDH01quzFn5RZ2Hj6VY/vj5y7zdZt+3H/8LMf4zXsh1KpSDl/vfvh692PhhEH8+F09QFW46DDEh8JWBTm4aha+3v3460ognYZOybPxCSHElyg9XYFnn9E8j4xmy4JJ7FgyBS0tLdoPnkR6uiJb+x9/mcjNeyGsnT2afStmYFWwAN29Z/IsPIrU1DRa9BnD0+eRrJ09mm2LfEhKScGzz2heZM6LB/r4ceDEOcb278zhNXMoV6oYfcbN5fTF7PN0IfKrfHMLRpO6tbC1tmKf/wmmjR6MmakJAJFRMRw9fQ6XYkWo6VYJgIjIGALvBmNZ0Jzyri5oa+deR1EoFFy/HUR8fAKuLsU1bvEIDnmMRQEzrCwtuHDlBvY21jg52AGQkPCKa7fuYG5mRmmX4ujqai5/CguP5PylaxgbGeJetQJPQsPUMauCFhgbGxEWHklqahrOTvbcDQ4hNi6e8q6lMDYy1Ogr6MEjQsMicLS3oWSxIrmO5UPGHfI4lNbNGjFmcG8ATE2NOXr6PBcuX6dZozpcvnGLYkUc8GxaH4Cu7Vqy+49jXL5+i+JFnNixP4Ba1Ssz6pdeABQr4kCN7zqwauN23KtW0LjW+q17SE1Lx3eiF19Xq0jD2u7cDrrPtn3+3A0OYeOO/e+MhzwO5cHjp3j17067Fh6Zn3siQyfOZtfBALp3aJXrZyGEEP8mwY9C6eTZiOkjVLm9gKkxh06e58zf1/mhaR2NtiFPwmjabQRfFStCffcq7PTXLFIkJacQ8iSM/p1aMqxnu2zXWrZJldtXTPOiTvWKfFvXnet377Nhtz+BQSGUdSmWdwMVQogvSNDDpxQwNWHWyL60baaaW5++eI35a7fzJCyCYk526rbhUTGkpyuYPaovXX9QzXvv3H+M16xf+fvGXZRKJUGPnuIzuLs6HpeQSM/Rs9m0N4B2zRqwcU8A9d0rM3WYap5e0tmBEg06sHDddmq7VUCIL0G+KUDo6urQ8YdmzFu+nl2HjtIlc0XE1r1/kK5Q0PlHTzIyMhjhM4ffdx0kQ6kEoKZbJbYsn6txb2uWu8Eh9PHy4U5wCAB6ujoM69uNoX26ANBz2HhsCllhZGjI4RNnaenRgGW+EzkQcIphE2aR+CoJhUKBa6nirF88E0c7G3Xf3QeN5eqtuwC4ebTXuO7i6WNp830TFq7cyOadB2hUx539mSsQnOxs2LthCXY21sTFJzB43AwOHTujPvf7xnWZP2W0xr4MHzPu9YtnaLx+Hh4FgG1h1Z4YZUuVZP+REwTeCabMVyXwP3EWgPKlXbhy8zbpCgU1q1VSn+/sZI+jbWEuXLmR7fO9cOUmero6VK9cTn2slltltu3z58KVG++NhzwJzRxL5dfx6lUy+74hBQghhMi0d4Vmbg99rsrtDjnsd1TMyY7fF0yica1qjPdblS0eGBRChlLJ5cB7eM1cSokiDnT4viHmZqYAnL2kyt21qr7O3fXdK7Nhtz9nL92QAoQQQmRyLenMzUPr1K9fJSVz4fpt7Atb4fjWvnU2hSy5fnCNxrHQ8EgAHGwLqW+Dq1fj9by4vrtqXnz20g2KOdmRrlBQr8breXrxIvYUsSvM2UvZ5+lC5Ff55hYMgI6tm6OtpcWmHQfUxzbvOoihvj5tPT3Q1tbGxtqSeT4juXF8F94De/LnxavsPXw8W1/p6Qp6e00iPDKKPesWcf3YLlp4NGDW4lXqL90Ap89d4lVSEnMnevHzT214/DSMAd5TqOVWmaBzh7gcsJ2ExCQmzV6s0f++35ZSqWxpDPT1uHxkO5ePbMfHa0C295GcmopN4UL87b8V3wnDeRIWztotuwGYOm85h46dYd6kkQSe3Mu00YPYd+QkvktXa/TxMeN+U1paOvNXbKCAqQk/ejYFYPqYIZR2KU7DH3tSrFoTfl23Ba/+3alZvTJR0ar7ewtZFdTox7qQJVExsdn6j4qOwcK8gMbmOFkrTCKjX3xA/IXqepYWOcaFEEJkl5aWzrSlGzA3NaHLD01zbPND0zoaG0q+6Vl4NDra2hz76zJbDxyn34R5lGnahbCIaED1K53lW7nb1toyMya5WQghcjJo8gJs3VsS9PAph1b75vjj6JsehT5nzfZD1KxSlqrlvlLn18JWr+fFb+berH14Cr81T7e1tiQiOvs8XYj8Kl8VIBztbGhQuwZXA+9w+94DLly5QfDDJ3h61Fc/ycF7YC/at/qOghbm1K5RFYA7wQ+y9XU3OIS7wQ9p4dGQGlUqUNjaEu/M2wr2+Z9QtzMxMWLdohl0atOcqhXL8sfxMySnplLY2orNOw9w6Ohp7AoX4q9L1zT619PTRT8zsdjbWmNva41FgZx3JO/WriWOdja08GgAwP2QxwDs9T9GqRLOdGzdDCtLc3p2bI2TvS37/LMXFj503FkUCgUDx0zlxu17LJkxTv0lf/aS1dy4HUSb5o0Z0rsLri7FWbJmM+cvX0dLSwtQ7b77JqUSdexNWlpaObYF0NbS/oC45rE3r62tnf16Qgjxb6dQKOg8YiqXA+/x27xxWL9RwP1Qno1qkXDjMM/+2sWj09tYO3s0zyKimb1iE/D+3C6EECK7hl9XpXPLprxKSqG79wxSU9NybRsZE8u3PUZiZGjAxnnjAd47L/7YeboQ+VW+m0lk3XqxedcBtu79A3i9QSXAwaOnaP5Tf4q5NaZV918Actzk5Xmkanmq9RtVwsKZv64/j4hSHzMyNNTYkyE8UvUL0LPnEVy7dYdrt+5QtIg9zRvV/a/HpqOt+jUpXaEgKTmF2LgErK00HztauJAl4ZEx2ZLLh44bVLdsDBo7nX2HT7Bw2hga16sJqMa99vddNKxdg8UzxjGkT2e2LJ/Lq6RkFvxnA7aFC2V+BlEa/YWFR2CXGXuTrU0hXsTGaSTYsPAIAOxsCr0/nnlbyJvXC8tcimZnk/16Qgjxb5aRkUFXr+lsO3iCdb5jaN6g5j/u683HvnXybIwWEBj0EFAtBY5+K3c/fR6hjgkhhMiuReNvWOIzFJ/BPbgcGIT/mZyfhBEV85KGPw0lMiaWI+vnUtRRtU9E1i11z974nvL0+etbNBwy58ZvxlVtItQxIb4E+a4A0bC2Ow621hw6epqAk3/h6lIct0qq+1AvXQukx5DxuLoU58IfWzi1Z32u/RQr4gjAwyevHz32MPMxZEWdcn+eeVEnewA8m9ZnwdQx6n+zJgz/r8f2JiNDA2ytrXj85Jm62KBQKHgcGoazo51GJfNjxp1VfNh5IAC/yd60bt5YHUtNTUMJmJmYqI+ZmhqjraVF7Mt4qlQog6G+PsffSJiBd4IJj4rBvVrFbNf6ulolFBkZnDp3SX3s2JnzANSoUuH98aqqe9iO/3khW9y9SvbrCSHEv1VW8WHT3gBWzfSmU4vG7z/pHd4sct++/wglqO9XrltdlbsD/nyduw+dVOXm2tVkkzMhhMiyYddh7NxbcfnmPfUxRYbqB8J0RfYfCqNfvKRh5yGEhkdyZN1cypUqro7Vra6aFx8+/XpenJV767hVpEYl1Tz98KnX8/Rrt4MJi4yhTnWZN4svR77ZhDKLjo4OHVo1Z86vqk1aBv/cWR27//ApACWKOpGens7KjTty7ae4syP1arqx9/BxqpQvQ1EnBxau3ICOtjad23jmet4P3zXGb/l6pvotIyNDiZWlOfuPnMSigBkTR/T/RKNU6d6+FTMWrWTczIV41P+G/f4niIx+waBeP2m0+5hxD50wk+37j1De1YXL129xPnPzyBqVy9Ou5beUKVWcg0dPsXz9VlyKObNh+14ylEpafdcIM1MTurT1ZMVv2xk4eiruVSqyeM0mdHV06NtFtVN6m55DCQuP4NjONXRr14rVm3cydMJMhvfrxt3ghxw6dobvG9elaBGH98aLONpRsUwpVqzfhrGhEcZGhvguXY2TnQ0tvm34ST9rIYT4kvUYNZPf9hyhchkXzl+9xZm/Vbn9m2rl+a6eO5Wa96DxN26s85ctQVIAACAASURBVB0DwPU793n8LJyQp6onNJ04f5UHT8L4rp47nYerbuHo1bY5hgb6+K3ehpGBPl4/dwCgf6dWLN6wkx7eM5k4qBuBQQ/ZfeQMbTzqUsI59wK+EEL821Sv6EpsXAIt+43Bu3cnYuMSmLViI4621jT4ugo+C9cyf802TmxagLODLQ07D+X63Qd836AmSzfuJiNDiZYWdG/zHY1qVaVquVL4rd6GiZERJkaGTFywGmd7G9o3b4ixkSF9O3oyf+12Og+fSh23isxaoZqnD8/hiUZC5Ff5rgAB0Kl1M/yWr8PAQJ823zdRH/doUIsKZVyYNGcpsxavom/XtpR5o3L4tiUzxjN6uh+T5iwhJTUNJ3tbVvpNpkLZUrmeY2JixOZlvnj5zGHI+BlkKJWUcHZkwvBPW3wAGNCjIympqazcuINVm3ZibmbKyAE96PHW0x8+dNwPH4eyZc9hAG7cDuLG7SB17E7QA9q1/JZ1C6czevp8pvotIy1dgaVFAbwH9qRXp9YAjB/Wj7R0BZt3HmD7/iM42duyZv5UypYuCcCLly95GZ+AIl2Bva01m371ZcQkX0ZN9UNPV4fWzRoxe/wIgPfGtbW1WbdoBkPGz2Tur2tQAm6VyuI3eVS2R5UKIcS/1f1HoazbqcrtV24FceXW69x+894DGtWsRlzCK6JfvFQfX7huB6u2vd7Qud+Eeehoa5N+7zgdPRtx/c59hk1fgraWFpXKlMR/3VxcSzoD4GhnzaHVvvw8xpf+E1W5u5NnI5ZNGfGZRiyEEF+Gr4oXYcfSKQyavICBPvPR1tLim2rlWTxpKAVMTXjxMp6EV0kkJaew44+TXLtzH4B9x/7U6MfKwpyaVcqxd/kMunvPxGehal5cs0pZVs98PS+e7a2ap6/aeoDf9hyhqIMtu36dSkXXkp976EL8Y1rKtzcb+ETMmg4CIHj3wk/e94vYOEyMjdDX1/ug9gqFgldJyZiZmry/8RuSklNITk6hoEWBf/I2P0rsy3j1Rpu5+dhxv4tCoSA+4VWu10xJTSUhIQkrS3ON4+npChQZCgz09TWOx7x4iZGRIUaGBjn29754YmISigwFBTIfAyfEp1aypSonxR/+9DlJiP+1pOQUDPT10Nb+8DsrX8YnoK+nl2teBtVyYeN35G4hvgRZc1LJ/yIvxSUkYqCvl22OnPgqCRNjo4/qKyFzXmyey7w4JTWV+IQkCr01TxfiU8qr3JkvV0C8z8cWBHR0dD66+ACqfRo+16TrfcUH+Phxv4uOjs47r2mgr4+BpX6247q6Ouiik+24ZcF3J8D3xU1MPi4xCyGEeO2f/K3KbWL7Jqv35G4hhBAqBXL5rvGxxQcA0/fMi3ObpwvxJch3m1AKIYQQQgghhBDi/x8pQAghhBBCCCGEECLPSQFCCCGEEEIIIYQQeU4KEEIIIYQQQgghhMhzUoAQQgghhBBCCCFEnpMChBBCCCGEEEIIIfKcFCCEEEIIIYQQQgiR56QAIYQQQgghhBBCiDynpVQqlXnRsVnTQXnRrRBCCCGEEEIIIT6D+MMLP2l/sgJCCCGEEEIIIYQQeU43ry8QvPvTVkyEEOKfKNlStSrrU1dxhRBC5G9Zq3Il/wshxIfLqzsaZAWEEEIIIYQQQggh8pwUIIQQQgghhBBCCJHnpAAhhBBCCCGEEEKIPCcFCCGEEEIIIYQQQuQ5KUAIIYQQQgghhBAiz0kBQgghhBBCCCGEEHlOChBCCCGEEEIIIYTIc1KAEEIIIYQQQgghRJ7T/V+/gSxPw8Ix0NPDupBljvHwiGgUGRnY21rn2sfN20FcunGLJnVrYmeTe7tPSalUcvHqTYIfPMbY2JCW3zb8LNd9n7j4BB49CcO2sJX6M83IyCA0LDzH9to6OjjYFla/fvLsOdEvYilVzBljY6N3Xis5JZW7wSGYm5lStIjDR8eVSiX37j9CoVDwVcmi6OjofMxQhRDiXyMi+gWhz6Mo6mhLQXOzd7ZNSEwi+NFTrC0tcHjrb2dMbBxxCYkax6wszDEzNVa/Tk5JJTAoBAszU0o4Z8/dQgghVDIyMnjw5BkpqWm4ODuir6/3zvZhEdE8j4yhpLODRt59U3q6gtDwSEyNjbAqaK4RexT6nMiYWFxLOGPynnm6EPlNvilAePn4cvzsRfZtWIJbpXIasYBT5/hpgDctPRqwzHdirn0cP3uBaQtWUMzJ4bMUIBITk+jQdwQXrt7EqqA5FcqUyhcFiMnzfuU/G7aRlq4AwLNpfRZPH0t8wivcPNrneE4hSwtuntxDYmISfUZOIuDUOQCMjQzx8RpA5x89czzvQMAphk+cRWxcAgA1Kpdn5bzJ6qLH++L37j+i59BxBIU8BsDRtjDLfCdRrVLZT/RpCCHEly85JZUe3jPZvP8oADra2gzt8SO+o/rn2H7W8k34LFxDUkoqAE2+cWProkmYm5kC0GPUTPYEnNU45z/TvOjVrjkAOw+fotfoWbzIzN3fVC3P9iWTscnlRwIhhPi3unoriI5Dp3D7/iMAbKwKsn7OWJrUdsvWNjYugY5DJ3Po5HkADPT1mDykByN7d9Ro9+JlPNV/6EPo80jObFmiLkAkJCbRfvAkDpxQzdNNjAyZN3YAvdvnPE8XIj/KN7dgZH3B3bBtb7ZY1rEubVt81vf0PotWb+TC1ZssmjaGwFN72bxszv/6LbFh216WrvmdFh4N2LHKj5/aNGfv4eOs3ryTghZmTBs9iAnD+qn/jRrYCz1dHaqULwPAmBl+BJw6x5Denfl92RxKlyyG1+S5nLt0Pdu1gkMe02+kD4UsC7Jx6SwmDOvH39cC6T9qygfFU1PT6DZoDM/CI1kwdTT/metDUmoKXQeNJvZl/Of70IQQIp8bM2cFm/cfZXTfThzd4EeT2m7MWbmFnYdPZWu7N+Aso3yX0+DrKhzd4MfInzvgf+Yi4/1WqdvcvBdCrSrl8PXuh693PxZOGMSP39UD4O6Dx3QY4kNhq4IcXDULX+9+/HUlkE5Dp3y28QohxJcgPV2BZ5/RPI+MZsuCSexYMgUtLS3aD55EeuYPgW/qP2Eeh06eZ7Z3X46sm0vVcqXwnr2cSzfvarTr7j2D4EehrJ41iirlSqmPD/Tx48CJc4zt35nDa+ZQrlQx+oyby+mL2efpQuRX+WYFRJO6tbC1tmKf/wmmjR6MmakJAJFRMRw9fQ6XYkWo6VYJgIjIGALvBmNZ0Jzyri5oa+deR1EoFFy/HUR8fAKuLsU1bvEIDnmMRQEzrCwtuHDlBvY21jg52AGQkPCKa7fuYG5mRmmX4ujqat4WEBYeyflL1zA2MsS9agWehIapY1YFLTA2NiIsPJLU1DScney5GxxCbFw85V1LYWxkqNFX0INHhIZF4GhvQ8liRXIdy4eM+979R9R0q8Rcn5EY6OtT3rUUv23fz61799HW1qZnx9Ya7ectW0dauoJBvX4iOuYlO/YHUKt6ZUb90guAYkUcqPFdB1Zt3I571Qoa567fuofUtHR8J3rxdbWKNKztzu2g+2zb58/d4BA27tj/znjI41AePH6KV//utGvhkfm5JzJ04mx2HQyge4dWuX4WQgjxbxL8KJROno2YPqI3AAVMjTl08jxn/r7OD03raLS9fvc+buVL89u88VgUMKXB11VYunE3Z/6+AUBScgohT8Lo36klw3q2y3atZZtUuX3FNC/qVK/It3XduX73Pht2+xMYFEJZl2J5P2AhhPgCBD18SgFTE2aN7EvbZvUBOH3xGvPXbudJWATFnOzUbTMyMnj8LJwh3drg9XMHABJfJdOy31iu37lP1XJfAbBg7Xb2BJxldN9OtG/+emV1VMxLNu4JoL57ZaYOU83TSzo7UKJBBxau205tN815uhD5Vb4pQOjq6tDxh2bMW76eXYeO0iVzRcTWvX+QrlDQ+UdPMjIyGOEzh993HSRDqQSgplsltiyfi55e9qHcDQ6hj5cPd4JDANDT1WFY324M7dMFgJ7DxmNTyAojQ0MOnzirvsXjQMAphk2YReKrJBQKBa6lirN+8Uwc7WzUfXcfNJart1TVyrdva1g8fSxtvm/CwpUb2bzzAI3quLM/QPUrlZOdDXs3LMHOxpq4+AQGj5vBoWNn1Od+37gu86eMxsTk9f1cHzPuKaN+0Xh99uIVACqXd832+byMS2DZui18U70K1SqVJeDUOdIVCmpWq6Ru4+xkj6NtYS5cuZHt/AtXbqKnq0P1yq9vmanlVplt+/y5cOXGe+MhT0Izx1L5dbx6lcy+b0gBQgghMu1dMUPjdejzKAAccrjdcNyALowb0EX9OiY2jldJyTjYFAIgMCiEDKWSy4H38Jq5lBJFHOjwfUP17RlnL6lyd62qr3N3fffKbNjtz9lLN6QAIYQQmVxLOnPz0Dr161dJyVy4fhv7wlY4vrX3jra2Nme2LlG/ViqVnLxwFW0tLaqVLw3A5Zv3GDnrV9zKl6ZW1fIaRd8L12+TrlBQr8breXrxIvYUsSvM2UvZ5+lC5Ff55hYMgI6tm6OtpcWmHQfUxzbvOoihvj5tPT3Q1tbGxtqSeT4juXF8F94De/LnxavsPXw8W1/p6Qp6e00iPDKKPesWcf3YLlp4NGDW4lX4n3h93+vpc5d4lZTE3Ile/PxTGx4/DWOA9xRquVUm6NwhLgdsJyExiUmzF2v0v++3pVQqWxoDfT0uH9nO5SPb8fEakO19JKemYlO4EH/7b8V3wnCehIWzdstuAKbOW86hY2eYN2kkgSf3Mm30IPYdOYnv0tUafXzMuLPcf/iE6h7t6T54HF3aeNKtXctsbZav30JcQiJD+3QGICo6BoBCVgU12lkXsiQqJjbb+VHRMViYF9DYNDJrhUlk9IsPiL9QXc/SIse4EEKI7NLS0pm2dAPmpiZ0+aHpe9tPXrSODKWSX7qoVsA9C49GR1ubY39dZuuB4/SbMI8yTbsQFhENQHhUDJZv5W5ba8vMmORmIYTIyaDJC7B1b0nQw6ccWu2b44+jWTbuOYJtjZYsXLeDtbNHU/6r4iiVSnqNmU1qWjoXb9zh+59HUe7bbrTqNxaFQkF4lGqeXvitebqttSUR0dnn6ULkV/mqAOFoZ0OD2jW4GniH2/cecOHKDYIfPsHToz4Wmbt9ew/sRftW31HQwpzaNaoCcCf4Qba+7gaHcDf4IS08GlKjSgUKW1vinXlbwT7/E+p2JiZGrFs0g05tmlO1Yln+OH6G5NRUCltbsXnnAQ4dPY1d4UL8demaRv96erroZyYWe1tr7G2tsSiQ847k3dq1xNHOhhYeDQC4n7nh4l7/Y5Qq4UzH1s2wsjSnZ8fWONnbss8/e2HhQ8edxbyAGR1afUeV8q78tmMf+w6f0Ii/iI3jPxu341aprHrVgZaWFqCqyL5JqXwde5OWllaObQG0tbQ/IK557M1ra2tnv54QQvzbKRQKOo+YyuXAe/w2bxzWbxRwc7Jkwy4WrNuOd++O6g3RPBvVIuHGYZ79tYtHp7exdvZonkVEM3vFJuD9uV0IIUR2Db+uSueWTXmVlEJ37xmkpqbl2ta1hDO92jXH3saKIVMXcS/kCeev3uLKrSCqVyjNk9Pbibv2B91bf8vuI2dYte3AR8/Thciv8t1MIuvWi827DrB17x8AGk9gOHj0FM1/6k8xt8a06q663SCnTV6eR6qWp1q/USUsnPnr+vOIKPUxI0NDjT0ZwiNVvwA9ex7BtVt3uHbrDkWL2NO8Ud3/emw62qpfk9IVCpKSU4iNS8DaSnNH8cKFLAmPjMmWXD503FkKWVowtE8Xdq9dhHkBU5as2aQR/3Xd78QnvGJo767qY7aFVctzwyOjNNqGhUdglxl7k61NIV7Exmkk2LDwCADsbAq9P17YOtv1wsIj1XEhhBCvZWRk0NVrOtsOnmCd7xiaN6j5zvbLNu3hF5/59O3gycyRfTRihgb66v/u5NkYLSAw6CEADraFiH4rdz99HqGOCSGEyK5F429Y4jMUn8E9uBwYhP+Zi7m2rVKuFNOG/8yuX6cR8zKeFb/vI/iR6tbkkb074mhnjamJET5DegBw7sot9W10zyI05+lPn0eoY0J8CfJdAaJhbXccbK05dPQ0ASf/wtWluPqxnJeuBdJjyHhcXYpz4Y8tnNqzPtd+ihVxBOBh5j4DAA8fq/67qFPuzzMv6mQPqB5duWDqGPW/WROG/9dje5ORoQG21lY8fvJMXWxQKBQ8Dg3D2dFOo5L5oeNOS0unabuf6e/9eqdyJUqUSiXpitfFiuiYl6zatJOKZUrRoHYN9fEqFcpgqK/P8TcSZuCdYMKjYnCvVjHb9b6uVglFRganzl1SHzt2RvVYoRpVKrw/XlV1D9vxPy9ki7tXyX49IYT4t8oqPmzaG8Cqmd50atH4ne1X/L6X/hPm0ePHZiydPCxb/M0i9+37j1CC+n7lutVVuTvgz9e5O+uRcbWrySZnQgiRZcOuw9i5t+LyzXvqY4oM1Zz7zbk3qPbfKVK7Db9u3P26rSJD1TZdgbODLaDatyfLs3BVscGigCk1Kqnm6YdPvZ6nX7sdTFhkDHWqy7xZfDnyzSaUWXR0dOjQqjlzfl0DwOCfO6tj9x8+BaBEUSfS09NZuXFHrv0Ud3akXk039h4+TpXyZSjq5MDClRvQ0damc5vcn5X7w3eN8Vu+nql+y8jIUGJlac7+IyexKGDGxBE5P2/9n+revhUzFq1k3MyFeNT/hv3+J4iMfsGgXj9ptPvQcevp6VLapThb9vyBvr4e1SuVZ6//cWLjEhjS+/WGZEvWbiLxVRJD+nTRON/M1IQubT1Z8dt2Bo6einuViixeswldHR36dlHtlN6m51DCwiM4tnMN3dq1YvXmnQydMJPh/bpxN/ghh46d4fvGdSlaxOG98SKOdlQsU4oV67dhbGiEsZEhvktX42RnQ4tvGyKEEEKlx6iZ/LbnCJXLuHD+6i31Ey2+qVae7+q5U6l5Dxp/48Y63zGs3naAvuPmUsjSHEMDfX4e4wuAtaU5M7z60Hm46haOXm2bY2igj9/qbRgZ6Kt3Ze/fqRWLN+ykh/dMJg7qRmDQQ3YfOUMbj7qUcM69gC+EEP821Su6EhuXQMt+Y/Du3YnYuARmrdiIo601Db6ugs/Ctcxfs40TmxZQ1qUYhvoGDJu2hIjoWKwtzZm/Zju6Ojp09GxE5TIulHUpyni/VaSlp2NooM+MZRsxNjSg/08tKWBqQt+Onsxfu53Ow6dSx60is1ao5unDc3iikRD5Vb4rQAB0at0Mv+XrMDDQp833TdTHPRrUokIZFybNWcqsxavo27UtZUoVz7WfJTPGM3q6H5PmLCElNQ0ne1tW+k2mQtlSuZ5jYmLE5mW+ePnMYcj4GWQolZRwdmTC8E9bfAAY0KMjKamprNy4g1WbdmJuZsrIAT3o8dbTHz5m3DPGDkWpVLJjvz+/7z5EQXMzvAf2pE+XtgBERb9g7e+7qft1NTzqf5Pt/PHD+pGWrmDzzgNs338EJ3tb1syfStnSJQF48fIlL+MTUKQrsLe1ZtOvvoyY5MuoqX7o6erQulkjZo8fAfDeuLa2NusWzWDI+JnM/XUNSsCtUln8Jo/K9qhSIYT4t7r/KJR1Ow8DcOVWEFduBaljN+89oFHNasQlvCL6xUsAJi5Q5dPImJcs+W2XRl8TB3Wno2cjrt+5z7DpS9DW0qJSmZL4r5uLa0lnABztrDm02pefx/jSf6Iqd3fybMSyKSM+z4CFEOIL8VXxIuxYOoVBkxcw0Gc+2lpafFOtPIsnDaWAqQkvXsaT8CqJpOQUdHV12L9yJr1Gz8ZnoSpPuzg7snXRJKpXVD2tbt+KmfQe68vgKYtIVygo61KUQ6t9KemsWtk921s1T1+19QC/7TlCUQdbdv06lYquJf+Hn4IQH0dL+fZmA5+IWdNBAATvXvjJ+34RG4eJsRH6+nof1F6hUPAqKRkzU5OPuk5ScgrJySkUtCjwT97mR4l9Ga/eaDM3HzNuhUJBXHziP37vKampJCQkYWVprnE8PV2BIkOBgb6+xvGYFy8xMjLEyNAgx/7eF09MTEKRoaBA5mPghPjUSrZU5aT4w58+Jwnxv5aUnIKBvh7a2h9+Z+XL+AT09fRyzcsA0S9eYvyO3C3ElyBrTir5X+SluIREDPT1ss2RE18lYWJspHEsJTWVlNQ0CuTy3SQ1NY2EV0lY5jKPT0lNJT4hiUJvzdOF+JTyKnfmyxUQ7/OxX6p1dHQ+uvgAqn0aPtek633FB/i4cevo6PxXhRMDfX0MLPWzHdfV1UEXnWzHLQu+OwG+L25iYvTOuBBCiNz9k79V5h9Q8LV6T+4WQgihklsx4e3iA2TOs/Wzz7Oz6OvrYfmOHxxzm6cL8SXId5tQCiGEEEIIIYQQ4v8fKUAIIYQQQgghhBAiz0kBQgghhBBCCCGEEHlOChBCCCGEEEIIIYTIc1KAEEIIIYQQQgghRJ6TAoQQQgghhBBCCCHynBQghBBCCCGEEEIIkeekACGEEEIIIYQQQog8p6VUKpV50bFZ00F50a0QQgghhBBCCCE+g/jDCz9pf7ICQgghhBBCCCGEEHlON68vELz701ZMhBDinyjZUrUq61NXcYUQQuRvWatyJf8LIcSHy6s7GmQFhBBCCCGEEEIIIfKcFCCEEEIIIYQQQgiR56QAIYQQQgghhBBCiDwnBQghhBBCCCGEEELkOSlACCGEEEIIIYQQIs9JAUIIIYQQQgghhBB5TgoQQgghhBBCCCGEyHNSgBBCCCGEEEIIIUSe0/1fv4EsT8PCMdDTw7qQZY7x8IhoFBkZ2Nta59rHzdtBXLpxiyZ1a2Jnk3u7T0mpVHLx6k2CHzzG2NiQlt82/CzX/VBh4ZEAuX4eOcWfR0SRlpam0c62sDV6ejn/3yU5JZW7wSGYm5lStIjDR8eVSiX37j9CoVDwVcmi6OjofNjghBDiXyYi+gWhz6Mo6mhLQXOzDzon+sVL4hNf4WRXGB0dHZ6FR5H6Vo7P4mDzOtcrlUru3H8MgEtRR3R1JTcLIUROMjIyePDkGSmpabg4O6Kvr5etzaukZCKiX+R4vomxEdaWFurXYRHRPI+MoaSzA2amxtnaPwp9TmRMLK4lnDExNvp0AxHiM8g3BQgvH1+On73Ivg1LcKtUTiMWcOocPw3wpqVHA5b5Tsy1j+NnLzBtwQqKOTl8lgJEYmISHfqO4MLVm1gVNKdCmVL5qgBx8s+LdOjrRXFnR87s+y1b/OdhE9h35CSzxg+ja9sW6uN1W3blZXyCRtu/DmykWBHHbH0cCDjF8ImziI1Tta9RuTwr501WF5LeF793/xE9h44jKEQ1yXW0Lcwy30lUq1T2E3wCQgjx/0NySio9vGeyef9RAHS0tRna40d8R/V/53lhEdFUat6DiJhYwv7aha21JU26DScw6GGO7W/9sR7Xks7cuPuAn4ZN4frdBwBYW5qzcro3no1qfdqBCSHEF+7qrSA6Dp3C7fuPALCxKsj6OWNpUttNo93BE+f48Zecv8e0/a4+WxZOIjYugY5DJ3Po5HkADPT1mDykByN7dwQgITGJ9oMnceDEOQBMjAyZN3YAvdt75tXwhPjk8k0BovOPnhw/e5EN2/ZmK0Bs2LYXgC5vfEnODxat3siFqzdZNG0MP3o2/V+/HQ3hEdEMGD0VpVKZY3z5+q3sO3KSrj96ahQfnj2P5GV8Am09m1K6ZHEArCwtciw+BIc8pt9IH4o42LFk5njuBj9k2vzl9B81hW0r/d4bT01No9ugMYRHRbNg6miMjQwZNW0eXQeN5uy+jVh84K97Qgjx/92YOSvYvP8oo/t2olGtasxZ+TtzVm7h68rl+KFpnRzPUSgUdBjiQ2RMrMZxn8E9CHkSpnFs6cbdJLx6RfEidiSnpNKq31gSEpPYvngyBUyN8Z69nI5DJ3PH/zcc7T7PCkMhhMjv0tMVePYZTUJiElsWTEJXV4cBE/1oP3gSERf2aqwcq1mlHHNG9deYmwc/CmX573upUdEVgP4T5nHo5Hlme/elchkXJi5Yjffs5TSsWZWq5b5ioI8fB06cY2z/ztRxq8iE+avoM24uriWKUtutwmcfvxD/RL4pQDSpWwtbayv2+Z9g2ujBmJmaABAZFcPR0+dwKVaEmm6VAIiIjCHwbjCWBc0p7+qCtnbuW1koFAqu3w4iPj4BV5fiGrd4BIc8xqKAGVaWFly4cgN7G2ucHOwASEh4xbVbdzA3M6O0S/FsS0/DwiM5f+kaxkaGuFetwJPQ15M5q4IWGBsbERYeSWpqGs5O9twNDiE2Lp7yrqUwNjLU6CvowSNCwyJwtLehZLEiuY7lQ8etUCjo5+2DsZERFWt/xaMnzzTiV27eYdr85XxdtQJTRw/WiN0JUv3a1atjGyqULZXrewFYv3UPqWnp+E704utqFWlY253bQffZts+fu8EhbNyx/53xkMehPHj8FK/+3WnXwiPzc09k6MTZ7DoYQPcOrd55fSGE+LcIfhRKJ89GTB/RG4ACpsYcOnmeM39fz7UAMXHBGv66EkjPts1YufWA+nhrj7oa7U5fvI7XrF+ZPvxnDPT1OX3xOvcfP2OmVx+Ntk26jSDgz7/p1vrbPBihEEJ8eYIePqWAqcn/tXff0VGVif/HP1Myk957CCGhGXqVbgFUVlAsrK7s2tC1r2td193VtX6ta+8/e18L2FFERASl9957SEhv02d+fwQGYgKCywNB369zOMfMvfPcO+E4TN557nP1wN+u0DkjT5QkfT9nkR579QNtKSpRfm5WeN/sjFTdeOm5jZ4/7E/XKzkhTpf94XQFg0Ft3l6s6y4ao5v/fJ4kqa7erTOu/KcWr1ynvOxMvfXxZJ3Yv6fuueFSSVK7vBy1HXqennjtAwIEjhotJkDY7TaNPWukHnn+dU2Y+I0u+H3DO28n9QAAIABJREFUVKL3PvlS/kBA5/++4X/Mm+58WO9O+ELBXfVwYN8e+u/z/2l2fYJVazfo8pvv1Mq1GyRJEXabbrjiIl1/+QWSpEtuuE0ZqSmKiozUV1NnhC/x+HzyNN1w+wOqq3cpEAiosEOBXn/qfrXKygiPffG1/9TC5askSX1H/KHRcZ/6v39qzGkn64kX39I74z/X8OP667PJ0yRJuVkZ+uSNp5WVkabqmlr99V/3aeKU6eHnnnbS8Xrs7lsVE7Pneq6Dfd0PP/uKZi9Yqk9ef0rPvPJOo221tfW6/KY7FB8XqwvOGa1Fy1apR5djwoFl9/fqs8lT9enX36rLMe112sknNBs7Zi9Yqgi7Tcf23DNjZVDfnnr/00mavWDJz27fsGXbrtfSc8/2Y3vtGnsJAQIAdvnkhfsafb1tR6mkhjUbmvP19Dm679k39eAtV8rZzLXIe7vt0ReVGBerq89veM/1+f2SGi772K3O5ZYkVVTV/LIXAAC/QoXt8rR04mvhr+tdbs1evELZ6SlqtZ916yRp6swFmjJzvu66bpxid33un/7e0+HtoVBI381eKKvFoj5dj9HsxSvkDwR0Qr8e4X0KWmerdVa6ZsxbcohfGWBOi7oLxtizR8lqsejtD/f8puadCV8o0uHQOaePkNVqVUZash65829a8u0E3XLNJfphzkJ98tW3Tcby+wO67OY7VLyzVB+/9qQWT5mg0SOG6oGnXtKkqTPC+30/c57qXS795983689/GqPNW4t09S13a1Dfnlozc6LmT/5AtXUu3fHgU43G//TNZ9Sj8zFyOiI0/+sPNP/rD3TnzVc3OQ+316uM9FTNnfSeHrr9Rm0pKtar//1IknTPI89r4pTpeuSOv2nZd5/o3luv1adff6eHnnm50RgH87qn/ThXj7/wpv529Tj16tapyfYHn35Jm7cVqbS8UlfdcrdGnX+Vhp59sbbvaFiMsrS8XFaLRR9/OUVvffiZLr/5Tp172Y0KBoNNxiotK1diQnyjRSN3zzDZWVZxANsbFuJJ3WvRnb23AwCa8vn8uveZN5QQG6MLzmp6+V9RSZn+dMM9OnlIX91wyTn7HWvKj/P13exFuvbCsxW/a+Zhn64dlZGSpEdffk8P/b939OTrH+qaOx6TJPXtdsyhf0EA8Ctw7V2PK7P/GVqzcasmvvzQPhdv3+32x15WfGy0/nLB2U22vfXx18rsd4aeeO1DvfrgrerasUDFpeWSpPSUpEb7ZqYlq6SssskYQEvVogJEq6wMDR3STwuXrdSK1es1e8ESrd24RaePODG8HsAt11yqP5x5qpISEzSkX29J0sq165uMtWrtBq1au1GjRwxTv17dlJ6WrFv+0jBd6dNJU8P7xcRE6bUn79Mfx4xS7+6d9eW30+X2epWelqJ3xn+uid98r6z0VP04b1Gj8SMi7HLsemPJzkxTdmaaEuObX7PgonPPUKusDI0eMVSStG7XgoufTJqiDm3zNPbskUpJTtAlY89WbnamPp3UNCwcyOsuLinTVX+/WwP79tQ1l4xtMobP59db4z9XUkKcJr79nDbP/0YP3X6jVq/fpLsfeVaSdPuNV2n9nEmaNfFdLZn6kcaeNVLfz5qvSVN/aDKexWJpssbE7i+tFusBbG/8WMN/N3xhtVqaHA8AfusCgYDOv+kezV+2Wm8+8q9Gq6bv3j72+rtksVj06oO3ymLZ/3vpvx97WXExUfrrRWPCj8XHxuiLlx5U98K2uu/ZN/Xy+19oe3GpenZqr8F9mOILAM0ZNqC3zj/jFNW7PLr4lvvk9TZ/tyFJmjxjrr6fu1jXnH+WEuNjm2wvbJunS88dpeyMFF13z5NavWFL+P28uc/WP/deD7QkLSpASApfevHOhM/13idfSmpYoHK3L76ZplF/ukr5fU/SmRf/RVLDbIef2rGzYXpq2l6VMH3Xb9d3lJSGH4uKjGy0JkPxzjJJ0vYdJVq0fKUWLV+pNq2zNWp442tmfwmbtWEmgD8QkMvtUWV1rdJSGt92ND01WcU7y5u8uRzI637tvY9UWl6pTVu366RzLtWwMeM0beY8bdm+Q8PGjNPyVetUV+/SmacOV8+uhYqIsOv835+uvFZZmrd4eXicSKej4XxtNp116nBJDUHnpzIzUlVRWd3oDbaouESSlJWR+vPb0xumphXvLN1r+87wdgDAHsFgUBfe/H96/4upeu2hf2jU0IFN9vlu9iJNnbVQgWBQp1x0k3qMGqf7n39LkjT8guv1yeQ9MwAnfT9H0+ct0VV/PFPJifGNxunVpYO+e+dJlc//XIVt82Sz2fTc3TeafYEAcBQbfdJgPX3n9brzr+M0f9kaTZo+Z5/7/vvxlxUTFanrL25+llqvLh10741/1oRn71V5VY1eePdT5ez6bLx9r59jJGnrjpLwNuBo0OICxLAh/ZWTmaaJ33yvyd/9qML2BeG7YsxbtEzjrrtNhe0LNPvL/2rax6/vc5zdd23YuGudAUnauLnhv9vk5uzzeW1ysyVJp59yoh6/5x/hPw/cfmg/eEVFOpWZlqLNW7aHY0MgENDmbUXKa5XVqGQe6OsePWKY/nLJWI0eMVQnDuqnEwf1U3pqsqKjIjX8uAEqyMuRI8Kuyr2u4XW5PaquqVXCrvr60/Cxal1DeMjKSG9yvAF9eigQDGrazHnhx6ZMb7htUL9e3X5+e++Ga9i+/WF2k+39e3Xf7/cPAH5LdseHtz+ZrJfuv0V/HH1Ss/sd261Q/7r6fF3y+5EacVw/jTiunzq1ayNJOrF/T7XL2/Pv378ff1lRTsd+L9P4z4v/1TuffaPbrrlAx+5apR0A0OCNCV8pq/+Zmr90dfixQLDhF4T+QNNfkErSl9/N0g/zl+mKsaOVmpwQfnzZmg1qPWSMnn3roz1jBRougfb7A+rXo5MiHQ59NW1P2Fi0Yq2KdpbruGP53IyjR4tZhHI3m82m884cpYeffUWS9Nc/nx/etm7jVklS2za58vv9evGtD/c5TkFeK50wsK8++epb9eraSW1yc/TEi2/IZrXq/DH7vlfuWaeepEeff133PPqcgsGQUpIT9NnX3ykxPk7/vmn/91s/WBf/4Uzd9+SL+tf9T2jEiYP12aSp2llWoWsv/VOj/Q70dXds10b/vO7yRo9t3LxVK9du0K3X/lmSdO7o3+mdCV+oTW622hfk6d2PJqqiqkb33nqd6utdGnHe5crJStfIYcerrKJST778ljoU5Om0U06QJI255HoVFZdoyvhXdNG5Z+rld8br+tvv141XXqRVazdq4pTpOu2k49Wmdc7Pbm/dKkvdO3XQC6+/r+jIKEVHReqhZ15WblaGRv9u2CH9XgPA0Wzc3+/Xmx9/rZ6d2mvWwuWaPrdhwbHBfbrq1BP6q8eocTppcF+99tA/dPf1lzZ67lOvj9fXM+bqn1ddoMy0hll3X0ydqZkLl+uvF45pcj3xbt/8ME+3PPicBvTsrH9edX6z+wDAb9mx3QtVWV2rM678h2657I+qrK7VAy+8pVaZaRo6oJfufOJVPfbK+5r69uPqXthOUkP8jXQ4dNOljRex75jfWpEOp26492mVlFUqLTlBj73ygew2m8aePlzxsTG6YuzpeuzVD3T+jffouL7d9cALb8tus+nGS85t7vSAFqnFBQhJ+uPZI/Xo86/J6XRozGknhx8fMXSQunVqrzsefkYPPPWSrrjwHHXqULDPcZ6+7zbd+n+P6o6Hn5bH61NudqZefPSu/d5eMiYmSu8895BuvvNhXXfbfQqGQmqb10q333ho44MkXT1urDxer15860O99PZ4JcTF6m9Xj9O4n9z94WBf9/7cefPVssii515/T/Uut1KSE/Tg7TfqrJHDFQqFNPaskXr21Xf17Yw5cjoidMLAY3XvP/6qqEinJKmiqkpVNbUK+APKzkzT288+pJvueEh/v+dRRdhtOnvkcD14202S9LPbrVarXnvyPl132/36z7OvKCSpb4/OevSuvze5VSkA/Fat27RNr43/SpK0YPkaLVi+Jrxt6er1Gj6wj6pr61VWUXXAY97x+CvKzUrTLZc3XS9IkjZuLdK5196hrPQUvfmffzVaTBgA0KBjQWt9+Mzduvaux3XNnY/JarFocJ+ueuqO6xUfG6OKqhrV1rvkcnskSZ9/+6PmLV2t2665MByEd7Pbbfrsxft16a0P6s4nGj4Xt89rpfeevCM8A+3BW66Uzx/QS+99rjc//lptcjI14dl7wnEDOBpYQj+dc3+IxJ1yrS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Spesa esempio
Come già accennato prima, è un valore variabile. Ma puoi benissimo calcolarlo attraverso il nostro sistema immediato e gratuito di calcolo delle spese notarili per acquisto prima casa inserendo solamente la rendita catastale e il valore dell’immobile. Altrimenti posso riportarti un esempio in modo tale da poter facilitare il calcolo.
Il costo dell’appartamento è 100.000€ con una rendita catastale di 400€, considerata come prima casa per voi.
La parcella del notaio sarà intorno ai 3500€ di cui 1100€ di imposte: Imposta di registro al 2% del valore di rendita rivalutato (400x115=46200x2%=924€ si paga 1000€ che è il minimo di imposta.
Imposta ipotecaria e catastale: 50€+50€=100€;
Onorario del notaio: 1100€+22% iva= 1342€;
I rimanenti 1150€ sono dati da tutte le spese mancanti, come visure, certificati, bolli.
Un ulteriore elemento che incide nelle spese è il mutuo, in questo caso la parcella e l’onorario del notaio aumenta in quanto bisognerà sottoscrivere due atti differenti.