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

add code to report the average of all the numbers in the list.

counter

add to report true if the list contains at least one negative number, and false if all numbers are non-negative.

false

add code to report true if each value in the list is greater than or equal to the one before it..

counter1true

add code to report the largest number in the list..

add code to report a new LIST that is the same as the argument, except all negative numbers have been replaced by their absolute value. .

add code to report a new LIST that contains only the even numbers from the argument list..

Takes a text string as input, and reports a new text string containing all but the first character of the input.

pt:_ sem o primeiro caractere resulti2

Takes a text string as input, divides it into words treating one or more spaces as a word separator (only spaces count; punctuation is part of the word) and reports a text string containing all but the first word, with one space between words and no spaces at the beginning or end. (Note: consider using SENTENCE->LIST and processing the resulting list instead of doing recursion on sentences in text string form. List operations are faster.)

pt:_ sem a primeira palavra

Takes a text string as input, and reports a new text string containing all but the last letter of the input.

pt:_ sem o último caractere resulti1

Takes a text string as input, divides it into words treating one or more spaces as a word separator (only spaces count; punctuation is part of the word) and reports a text string containing all but the last word, with one space between words and no spaces at the beginning or end. (Note: consider using SENTENCE->LIST and processing the resulting list instead of doing recursion on sentences in text string form. List operations are faster.)

pt:_ sem a última palavra 1 1 11 1

pt:a primeira palavra de _

Takes a text string as input, and reports the last character in the string.

pt:o último caractere de _

pt:a última palavra de _ 1 1

Takes a text string as input, and reports TRUE if the string has no characters in it of any kind, otherwise false.

pt:a palavra _ está vazia

Takes a text string as input, and reports TRUE if the input contains no characters other than spaces (therefore, no words when the string is considered as a sentence), otherwise FALSE.

pt:a frase _ está vazia

de:füge Wörter zusammen _ ca:uneix les paraules _ es:unir las palabras _ fr:fusionne les mots _ pt:uma frase com as palavras _ 121

de:Liste $arrowRight Satz _ ca:llista $arrowRight frase _ es:lista $arrowRight frase _ fr:liste $arrowRight phrase _ pt:uma frase com as palavras em _

de:Satz $arrowRight Liste _ ca:frase $arrowRight llista _ es:frase $arrowRight lista _ fr:phrase $arrowRight liste _ pt:uma lista com as palavras da frase _

report a list in which each item is one letter from the input word

de:Wort $arrowRight Liste _ ca:paraula $arrowRight llista _ es:palabra $arrowRight lista _ fr:mot $arrowRight liste _ pt:uma lista com os caracteres da palavra _

join all the items of the input list into a single word, and report it

de:Liste $arrowRight Wort _ ca:llista $arrowRight paraula _ es:lista $arrowRight palabra _ fr:liste $arrowRight mot _ pt:uma palavra com os caracteres em _

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wCEIAABCAwHAEE8HDU8BkIQAACEIDACAUQwCMExMchAAEIQAACwxFAAA9HDZ+BAAQgAAEIjFAAATxCQHwcAhCAAAQgMBwBBPBw1PAZCEAAAhCAwAgFEMAjBMTHIQABCEAAAsMRQAAPRw2fgQAEIAABCIxQAAE8QkB8HAIQgAAEIDAcAQTwcNTwmXEn0NnZuX0cx6doLWIieiQMw4WbC8F1XZ+Z/6wlHzdXm2gHAhDY9AII4E1vPCZb6OjoOFxEjk2S5OpyufzymDzJ9KQ6Ozub4zh+VMsjMvOzAwWwBiYRTYqiaK6WA/Y870D9/+GG9lCKTmxJ18H3/TeJiN601F8vOo5znRaYSG8qDmj42aBuajzPm0ZER4vIK3Ec36YVptbTjh52XVu1Wu2NG+rDlmSFvoxPAQTw+LzuIz5r3/cjEZlIRN8Ow3DeiA+4BR/A9/23iMjNYRgerIE6UFfTwJzBzEcHQfBbz/PO1BrCYRheNNBn1/fz0RrAWlGJmb/GzFrl6dVQ1ABOz0nLIf4x/dmAAez7/sdF5GQR0WpMk5h5OhEdxMyTGkNWRHZn5r0dxzmqUqmcsKE+DOda4DMQ2JgCCOCNqTlOjtXZ2fk6nX1Yay81xrwvDMOTiIhd153PzBpUtymF7/sfFJGDwzD8QFtb2065XE4Lvr+TiH5rjHlvV1fX4mKxuKMxJiKia4noW8y8NkkSr1wuP9ne3v5mY8wNzHwYEa0Qkc9GUXSDHtt13XYiuoaZd2lg3zMMw6c9z/skEX1ORPLGmEuCIPhaf8Gp5QPjOP4sEX1Ca/oaY25evXr1hRMnTuRqtXqBMWZ3EZlJRNdrW8x8axAEf9jQ5dZwEZGV+vMoij5cD+Bly5Z9ZvLkya+W/9MSiSJyexRFh3iet0BEljLzBSLycWb+kpZ0DMPw3DSstL0OItqXiL4ehqH+XHzff5u19npm1vq9C5n59CAIXkzLL35fRO4koku0JKS1dma5XP59OmP8Qb3MY5IkHd3d3dqvfl/Tp0/fvrm5ebGInNdYFnJDH0pLGp4chuHpfd+j52Stvb1cLt89ULv1n3ued1dq3zVt2rQJra2tT9VqtePnz5//18ZjuK57MzOXwzC8s78+DLZdvA8Cm0oAAbypZMfwcT3Pez8z77R27dorm5qaHo3j+G133333S8VisdMYc0oYhroEy57n3Ssi/xVF0aOe5wXMfPcBBxzw/V/84hfHMPN/L1u27G077bTT9saY/9Pw0CL2RHSaiBwVRdF72tvbdSZTKJfLf+jo6JhirQ0dx9lvwoQJtZdffvkXxpiTd9hhh18tX778RmZ+LAiCa4vF4gnGmE9r/sdxzI7jBNbai8vlstb5Xe/Ldd1TmPnsOI47tt9+++rLL798CzM/nM/nvzOCAH6QiNrjOD63UCicoDPggQKYiNaIyAPM/IVcLle01t707LPPTpk8ebLWXz7UWlvUGxFjzEO5XK59zZo1f2tqano4SZKzJkyYsDiO408R0eQwDM9LA1hD+6Y1a9Zc0Nzc/CljTGsQBB91XXeuMWZp6vUGa21eaxUPNGSHE8Dp7LOLmf+SJElX/XFFfQYsIhr8T0yZMuWBOXPm2P76UCwWpxhj7hCRRcy8h4gEURTpjdurL9/3DxCRGyuVypE9PT2Vhln4f/RhoPPFzyGwqQUQwJtaeOwdX2e6Pblc7nM6g01nG4EuQ8+YMWPbpqamx5IkebvjOFslSXLHjjvuePTy5cu3IiL9ov0hEVWJSJcez7TWHqI8xpgnK5XKvj09Pas6Ozt3qtVq04IguGXOnDlm8eLFxxtjDmHmCSJyjrX2rRpUzLw0l8ud2Nvb++umpqYfpM9lr3Fd9xoNIWb+hR5bw5yI7oui6NJ+Avg2Zr6rvpTu+/4xIvKxMAx1lq2zbZ2BX6Mz1cFczvqSsfaTiHYjouWDCWBm/p6IbKerBiLyFWPMPcuWLTskDeD7wzC8Sdv3PO9Wa+1duVzuRRHRFYFb0nPdjoiOTGfUb9Sbmkqlso8Gkc56rbX7RlEUeJ43m4gu13DO5XK3zps3r74MPJjTG/R76s9mRUS/Z6Yy855xHB+hN2v1Z8DM7IjIidrXMAw/0t/BZ8+evVeSJD9m5l9Za3WJ/4YwDC9uWN1g3/fvTJIkLJfL60z668OgTwRvhMAmEkAAbyLYsXrYGTNm7NzU1KSbka4XkVi/WDVo0mVoDauriOjxdLdwIYqiy2fNmrWd4zi/ZmZd9tTPaDBWC4XC1ZVKZStmfqK3t3efhQsXrm508zzvKzqLFJHIGJOvB/CqVatebG1tLWuoEdHrROSOQqHwwVKp9Irv+98VkR2JaGn9WNbae8vl8sMbuia+75eSJLmtXC53pV/aGsAXhGHojSSAV6xYcXtra+udzKzLy3v1nQEXi8U9mfm2+hK0tfZaY8xr9bystZf1E8D6zP0Ga+1aY4xu9FoXNvpi5r8GQXB9OgPuWbZs2b5PPfXUOvPGV1tb2y65XO49zHyWiFwVRdF1m3LMTps2Ld/a2rpURM6KokjHx6uvdJPanRvqa/3UPM9bKCJ3RVH0vfTRhY7DE4MgeFTf097efkgul5tbqVQO15uOvufTXx825bnj2BDYkAACGGNjSAKu655rjDlJRH6afuE71trTjDEHpc8edcfvF4loQqVSObenp+c5neTql6c+v3vppZd+tNtuu+VXrlx5cBAED+kXaT8BvIiIbnUc5/vVavVEZr5WZ3HM/BoN80qlcpzOmvt8mb9bl7IdxzmtVCq90N7evk+SJC/qbtkNnajruucx8+w4jk9sbW1NVq9efZuIlPWLfiQBrDNW3/c/KSJHEtHTYRh+0vO8J6y1X0qS5BHHcUq6kW2QAfxkGIZXe56ns3CdBR5Zq9U4l8s9LCJnRFH0hO/7+qtSu86fP39xfwHsuu6RhULhl3rDoteTiKbpkv9AA2GoS9D14+kz9iRJZllrr65Wq4c3XovOzs6t4zjWGy1dOu/UezN9f7Va1f0ExnGcmbppS1dDlixZ8hgz3xgEwdxisfhaY4z+/ylpAOvsN0yS5M767LfxfPrrw0DnjZ9DYFMJIIA3lezYPK4+170vfaa6LoD1pRuINBR081W6oel+EflHFEUn19+TLgVqoB1NRC+LyLVRFH1hgADWGahuJGrR8CaiQ6y1xzU1Na2K4/hJItqJiJpFxDLzdx3H+YS2V61WL2bmDxPRViLyeJIkp/T3jHPGjBlNTU1N39TZGTPrbPFKx3Eu1i/+kQZwe3v7Drlc7ne6/K67oHX5V59R6mYzZr7UWutGUfQONdzQDHiXXXY5R5+lE5HOjn9prf1Y/Zl2usnoCiLam4ieMcZ8oqur667+AtjzPN1wps+LtyGinzHzuf1tKqtfw6EGcLr5TB8PVPXZdi6X+7w+tmgYMzP0mbbaOI7zpVKptG7jWjqGdEzxihUrZi5atKimf64bzkTk2yKiv770TyK6IooiPXfRmwoi+s7KlSsPW7Ro0dqGsak70Nfbh7H5VxRnNZoEEMCj6Wqhr+sEXNedycyfXLFixXH65ay7sqvV6m+Y+aAwDP8CJghAAAKjQQABPBquEvr4bwK6SUo3IelyJBG9opuWmHnrSqUyfX3P/sAHAQhAYEsUQABviVcFfRpQoFgs7s/MuoTZxMy/dhynu1Qq6Q5rvCAAAQiMCgEE8Ki4TOgkBCAAAQiMNQEE8Fi7ojgfCEAAAhAYFQII4FFxmdBJCEAAAhAYawII4LF2RXE+EIAABCAwKgQQwKPiMqGTEIAABCAw1gQQwGPtiuJ8IAABCEBgVAgggEfFZUInIQABCEBgrAkggMfaFcX5QAACEIDAqBBAAI+KyzR2O6n/GL/W3NW6v8z8Ry1DONSz1Wo6IrK7ltob6mdHy/v130eu1WpnWWsfjqLoN5uq38Vi8ShjzMG1Wi0YTI3gTdUPHBcC40EAATwervJGPMfOzs5CrVb7qIhojd/665EwDBcOp5mGAN6XiLYLw3DmUI+T/qP/x4ZhePpQP7slvX/27NlvTpLkijAMZ/XtV1pr+ZdaKCIMwys3Vb/TANb6vKcQ0UfCMLyz3pbneR+x1jrlcvmbm6p9HBcC40kAATyervZGONd6ABPRm0REw/J6Ihp2ANe7lFb1OX88B7DruocR0TVannAjXKoRHcJ13f20jnEcx/vffffdL+nBPM+7QkSWR1F06YgOjg9DAALrBBDAGAjDElhfWKQz0bdpbVciOlZr6q5cufIULQ+XlpjTEngfT8vgXRaGoZbYW/daXwB7nvdjIrpf6+pOnTrVmTx58s+ttdPL5fI/Ozo6jkqS5NvMrPWHtfzcvHQGrCUTP0lEnxORvDHmkiAIvqYl69KSiD8QkSN0uTtJko7u7u5f9wegfWDm34mIzq53Y+avBEHw3/oZLY9nrb2emfciIq13fLrWRE7r2V6SlkRs1veKyJNp3V8tsXgZEe0pIr83xpz17LPPPjl58mTthx6n8fU+PfeGsn76s3V/lgailtpzwzD09f9d153MzA84jjOlVCqtHolDZ2dncxzHf9BawSKyAzM/1qdva6y1e+i18DzvYSL6hoh8lZn3SGfO3+8b2K7r/pyZTw7D8E+zZ8/eK0kSPY/DiWgxM586mJKIwxqs+BAEtlABBPAWemG29G71E8Bar/Wk3t7eB1taWvSL+cIwDBf5vn+2hpi19uRVq1Yt33bbbfcpl8u6pDrkAE6SpOo4zuMi8v4oih7yPO98IjpMA7hYLJ5gjPm05mMcx+w4TpDWL/6J67pzjTFLgyC4tlgsvsFamx/oOWd6E3CotXZWLpcz1toHarXaftbapKmp6eEkSc6aMGHC4jiO9eZCi8qfVywWj2PmLxcKheMqlcq2xpifVqvVYxcsWPBMsVg8uKmp6ZlSqfSC67rnMHNnGIbvSgO03xlw4w1JegPwGhF5IkmSw7q7u1/wff+DujIRBMHHR+Kg18paqzdShxYKhYNKpVJvGvjrnQFrsBJRi4h05PP5ray1t1cqlf2ampq+1jhjrgew4zh/ieP4Pq0JPWXKlK6lS5dqjeRzwjCcTkR2Sx/76B8ENpYAAnhjSY6z42wogEXkXVEUnZZ+Yf9Yv4zL5fLdnufdR0SXhGF4//qohjIDFpF98/n8R4MgcBtmguueAbuue40GITP/Ip15HkVE9+myqed5s4nociK6KZfL3Tpv3rw/DnTZNPS0mHwURT9onIXncrk3i8gNRLRu05iIbEdER+osV+sVE9EXNYCr1ep2zPygMeadXV1dz+jMslardYrIHsy8k7X2wPqS80BL0H0DOA3hG0Xk3jAM73Bd9x6tkxyG4ZKROKSBeo+19koN9rrRhpag9f25XO7Crq6uh/URRbVaPbtQKFwfx/El6wvgWq22NpfLPcnM+vjCMrNjrT2tt7d3n4ULF64e6Jrg5xAYKwII4LFyJTfzefQzA351M5QGRj2AXdd9kIi+EEXRz4YTwOmz558nSXI8M081xrwvCILONIR0dv12DWDf978rIjsS0dJ6O9bae8vlss7Gqa2tbZdcLvceZj5LRK6Koui6/ug2tAxORPsYY+bWA1iPwcx/DYLg+ra2tr3y+Xw3Ee1CRDp7/EIYht9Jl+F15rdKbxA2UgDrMvhF1tqP5/P57+fz+eNKpVIyEgdd8nYc565SqfRKo01/AUxEH46i6PH+3u953pNEdJKIVI0xT4jIugBO7Vbn8/mrUFJyM/9FRnOZCiCAM+UfvY0PNYA9z5tDRFOTJHnfhAkTXqpUKvsOYgn6W0RUXbZs2RcmT578VSI631r7xnSZ8z5jzFHVavX1+Xy+i4h+pgHsed67iej9juOcpsu87e3t+yRJ8uKCBQv+4brukYVC4ZcaLK7rnqvPN6Moes9wAlhEklwu97CInBFF0RO+728fx/Gu8+fPX+x53hd1UlypVL7R09NTqR9/1qxZ2zmO83tmPmb16tV/bmlp+byIHNcwA96HmXXmeVi5XP5b336tbwZ8zjnnOMsx+ee5AAAgAElEQVSXL9dVhQeI6G9hGOpNgW6YGpbDtGnT8q2trWcz8536PLtPoH6BiN4yadKkM+fOnRvXf5bOmNcXwJ/VZ90rVqw4d+LEiRfpCog+L1+2bNmzkydP1huiSx3HCVeuXDmhubn5gCiKHhm9fyPQcwgMXQABPHSzcf2J448/fqvm5ua/MPMODRDfDMPwor6/DtQ4A04/p8u/upkpl26O+rIGed8NPiLyGV0yLhaLextjFojIG5hZw3iatdZPN/5oyH2eiPQ58tVENF0DON0AdXG6AWorEXk8SZJT9Fmv53kaCPqsdhsNbGY+d6CNP/1tBEuXza8gor2J6BljzCe6urru6ujoONxau0hE1jBzKxH9g5k/FARB2fO8i9M+vCwiusns0CiK9HkrpTPky0Xkg8w8ob7hSmee6ea1xrG3p25mSsNWz+nDSZIcVF8yHq6D7/uTRORX+qy+XC7/pLHBtra2nfL5/J3pJrbe+iasDQVwR0fHztbaBUT05nS3vP6q2fu13x0dHQclSXKtPrsnoheZ+ethGOp54gWBcSOAAB43lxonurkEPM+7iZkXB0GgNwY6G9Wbjg+FYXjk5uoD2oEABLZ8AQTwln+N0MNRJuB5ns7sdPNXmZlzInIiM38vCAL8Axaj7FqiuxDYlAII4E2pi2OPS4H0n41sE5H9iaiWbgLTDUh4QQACEHhVAAGMwQABCEAAAhDIQAABnAE6moQABCAAAQgggDEGIAABCEAAAhkIIIAzQEeTEIAABCAAAQQwxgAEIAABCEAgAwEEcAboaBICEIAABCCAAMYYgAAEIAABCGQggADOAB1NQgACEIAABBDAGANbhIDv+++w1r42iqK7togODbITnuftRkTtjuN8b6SVfIrF4lHGmINrtVqwvjrFnZ2dWvDhFCLSf4f7kTAMF26om9OnT9++ubn5Av25iCyNoigY5CnhbRCAwGYSQABvJuix0kxaFvCjIrJVwzn1GwaDOXfXdbWKz96FQuEYLac3mM9sCe8pFounGmOustZqdad/jqRPaQCfSEQash8Jw/DO+vG0jnAcx4+KyGJmfnYIAXwAEb2ihSpG0jd8FgIQ2PgCCOCNbzqmj1gPYCJ6k4ho4Xmt6TriAB7TaEM8Odd192PmBXEc73/33Xe/pB/3ff8tInJzGIYH66R2sIfsW6FqsJ/D+yAAgU0vgADe9MZjsoX11QPWmvS+739aywkSkZbTuyYMw0/0B1AsFnc0xjxNRC1E1BOGoYb6upeWAmTm34mIzt52Y+avBEHw3/ozra2bz+evJKJ3M/MaETkziqJuz/PeSETfFxGdPWr92RestTPL5fLvZ8+evVeSJDcR0eFEpDPJU7Ucod5UVKvVa5n5JCJqEpE7CoXCuaVSqbezs3PrarX6XWbu1JkkM58fBMHt2gctw8fMB4vIC729vbstXLhwddrvM4lISwxOJqJjRaS8cuXKUxYtWrRWy/CJyA/Sfyd63Xlaa9vK5fLdfWa7f9Dyi47j/LNarV5gjNm94YaHmPlW7bvv+xeIiJq/npkfTZLktO7u7j83GGpfjm2cAfu+rzdP2ocjmPmPSZJ0dHd3/zo9p3OZ+asisrUx5pp8Pv+Z0bQiMSb/suGkxqwAAnjMXtpNe2LrC+CZM2fuWigUFlprD161alXvtttue2C5XB5UEYK0tu75fQNY6+Vaa2flcjljrX2gVqvtp7NC13Vv1jqy1trPTpgwwaxdu3bn7u7u36UBrOF105o1ay5obm7+lDGmNZ/PfzyO4/tE5NopU6Z0LV26dLaInBOG4fTOzs58rVY74tlnn31kjz32aKpWq/cS0WX63LRYLJ5sjPEdx9Fl4eZqtbp7FEW/quvqDQQzP9Hb27tPnwD+toic1Nvb+2BLS4sWn78wDMOfep73IBFdeeCBBwZLliz5nIjsFEXRh+rH833/bGuthvehhULhIK2d3F8Au657dKFQ+AUR9cZxfDkzmyAIPtpfAOtyvzFmaRAE1xaLxTdYa/NpveRDiUhvRGZtvfXWq1etWnUrM9/SuBS+aUcVjg6B8SWAAB5f13ujne36Ari9vb0ll8vdQ0TLieiOSqUS9fT0VAbT6IYCWEQeiKLoB1OnTnUmT578c2vt9KamprXVavUXxphDgiB4sfH4aQAvrFQq+2jbOtvT57NJkjyRy+WeZGZdMrfM7FhrT6sHZzor9HQmLiI+M38rDMOb2tra9srn87rZab7OqqMoeqhxCXhDASwi74qi6LT6TN5ae3u5XO5xXfcRZv6G4zhhHMdfZObXBUHwwfo5pMXt77HWXtnd3f1Cw59r4fproig6pPF8dWNWtVo9mZknEdF/PO9d3xK053mziehyvUnJ5XK3zps3749pP79EREcTkZ6jvvR4T4dheNFgriHeAwEIDE0AATw0L7w7FdjAEjRpKb5KpTLLGNOhszgiOjIMwxUDwfUzA75fg7AxgJMkqTqOs9hxnANLpdLK9QRwz7Jly/Z96qmn4oYAm2yMeUJE1gWw/jkzr87n81dVKpX9jTELmPmHIrK6MYD1fcVicZt0efoUZv57upy77hj9zIBfXfbVpfQ0gO/2PO86IpouIrsz8wOVSuXMnp6e5xpnrI7j3FUqlV5pPK/1ec+YMWPbpqYmnf3+lIieGWwA63Hb2tp2yeVy72Hms0TkqiiKrvM878vpsrTO2OsvPN8faPDi5xAYpgACeJhw4/1jG1iCfl1zc/Nr5s2b99vOzs6WOI6f0jCLoug3A3kNJYDL5fLznufpMvHPKpXKJUmS5JuamiY3LEH/RwCnAa7BcqnOPleuXDmhubn5gCiKHvF9/3wRKTqOM7Nare7NzPqM95sa/LohKo7j5xcsWPCPYrGoQV3SwK7P7IcSwE1NTQ/FcfyItfa4crn8j/qNQN1m2rRp+dbW1rOZ+c6+M/v1eWvfiGihMeattVqNjTHfZuZa4/Pe9c2AXdc9slAo/FJD3nXdc/VZcxRF7ykWi+9k5ktyudyJXV1dzxWLxT2NMXq8vwx0/fBzCEBg6AII4KGbjetPHH/88Vs1Nzf/hZn1d1HrLw2rizo6Ona11s4jogOJ6CVmviwIAl3q3OCuXQ0WZn6sEVU3cUVRdKnOHInoP2bA+us+HR0de1hrdTZ5LBGtEJH3RlG0IF2C/o8A1uPrBqgkSa4lIl3OfZGZvx6G4RVtbW075fP5sohMSfvydyLq1gAuFosnGGO+S0S7EtHvrbUX6YapDTis20TWN/QaZsDav4iI3qnPdonIIaKy4zjv1TD0fX+SiPzKWntyuVz+yUAz4HTz2I3MfLKI6K8m6Sx+ogZwekMzv89gfZ+ek+d5nyWiTxHRNnoTw8zn6oaudBPdJ0REf7YdES0RkTMGcwM1rv9S4OQhMEwBBPAw4fAxCAxVoFgs7m2MKVcqlUN6enpWTZs2bUJra+tTRPSx/v5RjaG2g/dDAAKjQwABPDquE3o5BgTa29t3z+Vyuix/JzPrEvQe+itRSZIc2bjhagycKk4BAhAYhAACeBBIeAsENpZAuvlpti4VE9FfdMm+XC6/vLGOj+NAAAKjRwABPHquFXoKAQhAAAJjSAABPIYuJk4FAhCAAARGjwACePRcK/QUAhCAAATGkAACeAxdTJwKBCAAAQiMHgEE8Oi5VugpBCAAAQiMIQEE8Bi6mDgVCEAAAhAYPQII4NFzrdBTCEAAAhAYQwII4DF0MXEqEIAABCAwegQQwKPnWo3pnvq+/w5r7WujKLprSzxRLfsXx7HWBNZ/AxsVgrbEi4Q+QWCUCSCAR9kFy7q7ad3c9kmTJl09d+7c2PM8LbwwbcWKFdcsWrSoNtz+aZF4Itq7UCgcUyqVkuEeZ1N8rrOzszmO40dFZDEza9GDAQNYyzLGcewx8/ZBEGgJxHUv/fNqtXoiM79JRBZFUfSz+s/S8oLvFZEWZr4rDMM/bYrzwTEhAIEtQwABvGVch1HTC9/3NSC+QUQzwjB8ynVdrcZzzJo1a/ZduHDh6lFzIkPoqO/7bxGRm8MwPLi/yk71Q2pZP2PM9RrW1tptoig6RH+WlhsMiEhrDv+emX1mvjIIghs9z2sloodF5HFm/hcRnSQi01GJaAgXCm+FwCgTQACPsguWdXdd1/0AM+9PRK8w8xUi8hUR2b9QKBSJqFqr1a7X2roiYpj5hmXLln18m222ybW2tj4gItdHUfQDnTWLyG25XO64Wq0WG2OeJqIWIlpXzk/PUevsGmMCEdGiBfsxs5YE/AoRzbbW6kz0id7e3n009NPSeydrGT7XdR8koqeY+WwiupCILtPPBkHw+Q3ZpbNVLdGnpfiajDE3r169+sKJEydytVq9wBizu4hov9bNZJn51rR833oP2dnZuVMcx461dl9mnlMPYN/33yoicw888MC3zZkzx6bVkX6g/79kyZKPENE+YRhqfV52Xfd7aW3f87K+5mgfAhDYNAII4E3jOmaP6rrup5n5nzo7E5F7c7ncMmvtF0Tk3WvXrn1l6623PjCXy2l934lxHNdrzT6UziK7mbmdiG601mow3dMwa5xljDm/TwD/HzN/UETOEpHlzPwIEe1mrdVQXW8Ae573RLpUrDV9T7XWvk9nmfUQXN+FcV33FA3sOI47tt9+++rLL798CzM/nM/nvzOcAG48p8YATmsV36+T4TAMny0Wi8caY+auWbPmrS0tLd+x1oZNTU0Lq9Xqtcyss+7eKIreMWYHE04MAuNcAAE8zgfAUE/f87wvW2sfN8a8mYjaHceZEcfxg8aYk7u6up4uFov7G2NmEVFTGoAXagF7bSctVH8VEV0dhuEXG9tOZ7F9A/jnOos0xtxhrf26MUbL9+3XXwC7rvtzIvooER3NzBOI6GYRuX2AAL4tfeY6T/vk+/4xIqI1evVmgVzXPYyIrunvGOtz1HNqDOD02B8TkS8RUbOI/JSZ93QcZ584jrUPugStS8+3GGP+x1r7o6G2OdTrifdDAALZCSCAs7MflS17nneFtfaBfD6/2Fp7ZBiG8zzPW2Ct/ZgxZlciuklEfsTMa9cTwB/W4vMi8kAURec0Pk9dXwDXZ7ktLS0lEblYZ4XrC2Df99s0uNIlaA1gbWdaulx810AB7Pt+KUmS28rlcldDAF8QhqG3sQO48aKnG9iuCMPwXZ7nXatL93ojEwTBQ57nzSCiD4RhOHtUDhR0GgIQGFAAATwgEd7QKOC67g+1oHx9VpvObBdoQBKRPid945QpU85YvHjxQcaY26y162bAOovUZ8LW2ncxc2iMuSoIgtvrxx5KAFcqlYubmpr+N5fLHZ8kyVoR6WHmJ4cbwK7rnsfMs+M4PrG1tTVZvXr1bSJSjqLoe5sigNNnzlOJ6Dsi8tUoioJisXiCMWZOkiRtuVxOd5Pr8299Zn4rRiAEIDA2BRDAY/O6brKz8jzvVhG5Koqix+uNeJ7XnSTJt/L5/HMiEhLRm4hoEREl1tqr9ZmwiPxMl3X1ua/neVOZOapWq2/P5/OvZWZ9ZvzqS0Q+IyI3bWgGHIbhRb7vf1I3gBGR/lrQDTozHm4Az5gxo6mpqemb+qyZmWMiutJxnIvrvw411CXo9GZift9ziqLoUl0tIKJjiehJ3cQWBMG6WbduvPJ9/9Mi8rl0A9vljuN8ZUv7laxNNrBwYAiMQwEE8Di86DhlCEAAAhDIXgABnP01QA8gAAEIQGAcCiCAx+FFxylDAAIQgED2Agjg7K8BegABCEAAAuNQAAE8Di86ThkCEIAABLIXQABnfw3QAwhAAAIQGIcCCOBxeNFxyhCAAAQgkL0AAjj7a4AeQAACEIDAOBRAAI/Di45ThgAEIACB7AUQwNlfA/QAAhCAAATGoQACeBxedJwyBCAAAQhkL4AAzv4ajIseuK7rG2N+3V8h+40BMX369O2bm5sv0GOJyFItdFA/rvaBmQ/Q/+/t7b36nnvu+dfGaHOox/A8r5WI3k9E3w/DcMVgPq8FHGq12lnW2oejKPrNYD6D90AAAlu2AAJ4y74+W1zvfN9/k4i0T5o06eq5c+fGaUm9aStWrLhm0aJFWsVnvS/P835srb29sYrSpji5hgDWoH1FCzT0CeApRHQeER0WhuGfNkUfBjpmR0fHIVrS0RhzTFdXl5ZPXPeaPXv2m5Mk0fKEWk/5314zZszYtqmp6ZdaKCIMwysHamO4P29ra9sll8u9W2spi8i9jUU3XNfVGsvTROQPhULhrpEWiujs7GyO49gTkb20IEcYhgs9zzueiI5s7H/fG6mhnFs6Xk9p+MyLjuNcN5K+b8ihs7OzEMextrWztfZ/yuXyk0Ppa9/3FovFHXO53Kn657Va7Ufd3d0vjOR4nue9kYjeTUQvVyqVH/X09KwayfFmzpz5OsdxTmPm+8IwXFI/VjpWzxCRrdI626/+PduYfUirimnNbv27/ndrrZYUfXkk57S5P4sA3tzio7w93/ffKyLfIKIZYRg+5brujcx8zJo1a/ZduHDh6qwDuN6+53lnatWhxgDWn02dOtWZPHnyr9P+ZxLAGzIaatWljT2UfN9/iwYHEd1mjElE5FQROS+KogWe532WiLTu8n3KyMzPh2F4VmNN56H0R4PRWlsmoseZ+c9E9Mj6ApiZ3ykiPw/D8BNDOX79vVqZipm/xsz1lZARBfCGHKZOnZrfeeed9Xyqxpj/FZFTrLUfHu4NZxpU94iIVsvakZnfVqlUpgw3NLUCmYhERHQrM08Skf17e3uP7u/vbD/exnVdvQk8hplbiOjLYRjepO/3fX+StfZBIlqoC03MfDIztwVB8L8buQ/keZ5WQXs9EelN7JuJaKcVK1a8s7+JwHDG0Kb8DAJ4U+qOwWO7rvsBZt5fZ5daTk9LAupf5kKhUNQvn1qtdr0Wlk9L6t2wbNmyjz/11FM6U67PgBf4vv9FEXm7tdbXO1bXdc9l5q+KyNbGmGvy+fxnBpqh+L5/gYho+b7XM/OjSZKc1t3drV/k614bK4C138z8SxE5g4j2JqKvh2H4JQ0e3/c7rLWXM/MuIvLTXC73ga6urqcbSgt+hogmENE19QDR4xHRaWk399RZeMNNwV59hsz79IstPZcfpD9b92cN5+iGYejr/7uuO5mZH3AcZ0qpVFrted4niUjLG+aNMZcEQfC1/gLT9/1Oa+3sKIpOTo9/pbX2d6tWrbqptbV1sc5+gyBYruUbC4XCE4VCYXqpVPrHcIa553nzrLU39hdQ7e3tLblc7iFjzImp65CbSktDntz3RmzIByKiadOmTdiQQ6VS2Y+Zv1AoFI7Rset53oV6ScIwPGY4NynTpk3Lt7a27qrjI/3vpVous3FFYijn4HleqHW8tb50uvKg5US/GobhnUM5TsPfr0Mdx1kSx7GWH72zPia1tjYR7RZF0afSMfk+/b4Iw/BjG7MP6exXS3qeruHe2dm5U7VaXVitVg/q6empDOecsvgMAjgL9VHcpuu6n2bmf4rIdF2izOVyy6y1XxCRd69du/aVrbfe+kCt/0tEE+M4/hkznxsEwUMaPEmS3JHL5fbR77I1a9Z06t2353mHEtG1zDxr6623Xr1q1Sq9Q79loC8GXQYsFAq/0LvsOI41BE0QBB/dFAFMRIdaa/UGY4Ux5qFcLtdeqVSSfD6/gJmL+Xz+D9VqVcPubVEUtc+cOXOXQqGw0Fp78KpVq3q33XbbAxuXIzc0Cx9oBpyG9/0Ns43XiMgTSZIcpsuTvu9/UGsxB0Hw8WKxeIIx5tM6KYnjmB3HCay1F5fL5Z9saPgdf/zxW7W0tNxGRFuJyHNEVCgUCmc//fTTlZ133lmtPxVFUU9bW9ue+XxeZ1NnhmH4xFCHc2dnp46NRcz8KRE5TEReKhQKPyyVSq80HsvzvA+JyEFRFJ091Dbq72+YAXcx81+SJOka7jKlXrcNOeiYJqKmFStWXDJx4sQv6rggom0cx9mvVCr1Drf/+rlZs2Zt5zjOYmPMtK6urmeGeqxzzjnHWb58+eJarXZCoVBoSpLkFu0rM98dhuEXh3q8PtdI61u/GsCe550mIu/ddtttvRdeeKFWKBQ+oqsYkyZN8jZ2H1zXbWfmq5m5rONERC6Loqh7JOezuT+LAN7c4qO8Pc/zvmytfdwYo0s+7Y7jzIjj+EFjzMk6SykWi/sbY/QZZhMRnWqtvVBnOWl4bENEzY7jePUvJc/zdDZ5NBE9lNLo85ynwzC8qD+qzs7O7avVqi5vTUqfAf3b896NOQMmoldDz/O8W621dxljdtCZfxRFH9Z+ps+edSauz5gpl8vdQ0TLieiOSqUSNd6Vb6wA1nZ8379Rb4TCMLzDdd17mPmT+jzOdd1riEhnxBqcuiHtKCK6L4qiSzfkms5sr2TmPYhIlxYTZp4dBMGLruu+i4jm6uyGmZ8UkTfo0mLjs7/BDm19tsnMf9Jnh/p8l4h09rjDihUrjqkvHxaLxW2MMY/VajVv/vz5fxzssfu+r/4MWET0u06XzveM4/iIu++++6XhHHNDDsysqwfNzLwvM/9u7dq1Xy0UCj/r7e2dOsxl3nXd09nvxIkTdRXmd2EYXjycPqczXt0/oI+OPioieqOq1/EtA/09G6g9z/P+LYDTtq4jIn0WrjceT+kzZ8dx3hPH8Ubtg+/7b7PWXmuMeVREPGb+dBAEPxyoz1vSzxHAW9LVGAV98TzvCt1AlM/nF1trjwzDcJ7+JbTWfswYsysR3SQiP2LmtX0DmJkfFpELkiQ5q7u7W2fJulT8ZRE5Qn/WcPrrngf2ExS6IUmD5adEpDOC/9hwtQkDeB4R3SAiuxPRPo0BPGHChIcLhcJBenOhS2SVSmWWMaZDZ9C6sai+43kjB7B+CV1krf14Pp//fj6fP06XQH3f/66I7EhEGnDrXtbae8vlcqPzvxGnjwI6HMeZue+++8qSJUtu1s0tfb+kdaa81VZbPaLPADWchzpsfd/XmftPKpXKIXpjki7tLq3VasfMnz//r3o813U/lvoOe/bbt18bYym38ZiNDtbak5j568x8ThAEt7e1te2Vz+fvcBznkIEep2zIL93U9X0i+ueBBx74qTlz5tihWuv70x30izUI9ZlsV1fXc67rXsbMz4ZhqDdqw371DeC+B/I8T29Qd3QcZ06tVttofUiD/lfM/P4gCB4sFotTjDH3VavVfRcsWDCsxyLDRhjBBxHAI8Abjx91XfeH+iyp8dmd/iUUEb07n0lEb5wyZcoZixcvPsgYc1vjDFh3QTPzC8x8BzPPCILgt8Vi8Z3MfEkul9PnfM8Vi8U9jTG1MAz/siFf13X3000expi31mo1NsZ8m5n1M6/ueN7IAfx4GIbXep53iG5iqVQqR0yYMOENuqlFz+Oll176Y2trqy7D7x1F0Xt0d2hzc/Nr5s2b99vOzs6WOI6fEhG//utD/QTwPsx8j7X2sHK5/Lf1fJnp8+NXZ+P683R58X4ieoCI/haGoc5S9cZGd7u+X3eplkqlF9rb2/dJkuTF/r6c9PGCrkb09vaetNtuu1WXL1/+XV12bwzgjo6OXa21Oov+a+Of+75/voh8zhhzmF7H/v5upM/vfmKM+VZXV1foed47ROQaa+2h3d3da9Il6idqtVpb39nvjBkzXtvU1PS/RPS1MAyvGuzfQW0zSZJZ1tqrq9Xq4XUHz/OOJaJ5xpgTurq61t0UDubV1yGdac+v1WqzkiR5tlAofEevRxRFX9DjpTN6vWm8bTDLvhruzc3NtxLRr6Io0mViaezXUB1c172EmSdWKpWPtbS07J4kSXetVptZ9x2uw4YCOF1N0SXi/06S5ATdn7Ex+6A7rQuFgv463plRFN2XrrxpAO+PAB7MCMZ7RqWALsGKyFWNm0E8z+tOkuRb+Xz+ORHRTRlvIqJFuoSpX3j1Jej6ryEVi8UOY8xlIvLOKIqe833/EyKimza2I6IluuGpv9911ZlBtVrV3dcni8izRKTPYidqAKebbub3wV23ccl13Z8z88ENP/vjsmXL9tVNYhu6GOnSuS6n6c3qL3WmX3+OWt88RkT6e70BM39IZ4Tpl7POlA8kopeY+bIgCC7XL9H++pAG0+Ui8kH9NSAiqm/CuoKIPt6nj+s2cKVhq3YfTpLkoPqvquixqtXqxcysMxB9pvt4kiSnzJ8/X73W+0pnphocuolOmFlvMM5Pl6A1nPVL/I/MfMNrX/vaK/XX0OoHSp/HhfqsfDA7fzs6Og6y1urs7gARWZLL5c6rB6DneXo+e4dhqL8r/W+vdNb5uF73MAz1hq/fV8MGtqqIPJDL5T7f1dWlM7F1r/b29n2NMboh6Sv9Lc83nOcGHVzX1XFyBTNvLyK39Pb2fqS+/JyOWb1JaoqiSG/k+n2lv22wbrNdw+vm+k3mUB06Ozu3rlar32Xmk4joH8z88SAISsN1SIN3RkPf1lhr99B9IM3NzXrzrMvx9zLznCAI1q3CbOw+FIvFk40xurFwdx2XSZL8V7lcvn0g2y3p55gBb0lXA33Z4gT6bnza4jq4hXSoWCwexcxhkiRT+wv5kXY3nUnqhrJF5XL5qyM9Xmdn5+5xHP/UWntquVzWRxqb5JUumerq0d+jKHp1s+BwGxutDv2d7+a6FsM13xSfQwBvClUcc8wIIIAHvpSe5+ns/l36a2FRFOnms03ySn83Vpfz51ar1S+O9NdN0tnxl6y1XymXyzdukk7//+XnHY0xvyKiuxzH+VTf3d5DbXe0OvR3npvrWgzVelO/HwG8qYVx/FEtkP7zlX8ezm7fUX3i6DwEILDJBRDAm5wYDUAAAhCAAAT+UwABjFEBAQhAAAIQyEAAAZwBOpqEAAQgAAEIIIAxBiAAAQhAAAIZCCCAM0BHkxCAAAQgAAEEMMYABCAAAQhAIAMBBHAG6GgSAhCAAAQggADGGIAABCAAAQhkIIAAzgB9PDbpeeU6LcQAAA7CSURBVN7xWhFIz91xnOtLpdK6qjd4QQACEBivAgjg8XrlR3De+g/L12q1Dmvtm5j5sf5KB9abaQjgs0Wko7GYwwi6ssV+VP+5QBE5kZlXVyqVH/X09Kyqd9Z13elEpIXolxx00EHzh1tmbqCTd11X6wG/R+uyViqVHzb2YaDPru/nWrggl8v5WufYcZwfj7TQfFtb2y65XO4UY0xXEAR/qLfZ1ta2Uy6X035rMY8f1wtM6M83Zh/q41hE3szMf87n83eO9JyG44rPjF8BBPD4vfbDOnMtM9bU1FROi21rgW0NmVuCIPjvwRxQqwFp5Z6xHMCe503T4vXMrNVmXmOtPaJQKByl/waw53lanm42EXUT0fEicn8URZ8fjN1Q3pNWG7pDRO4yxuwpInuuWLHiiEWLFmmd5iG/0nJ1P9AqP8z8RmbeIZ/Pn1AqlapDPZiWY9x5551vYOa3MvMbkiT5QL2Ckud5WkGqJCJaIrBZRGYkSXKkhvDG7AMRGc/zupg5FpFfE9FBWjI5DEO9wfi30n9DPT+8HwKDFUAAD1YK71snUCwWO40xp9a/qDo6Ol5vrX1Ui6s3NTXNIqK3EdFkIjpWRMorV648pfFLv28Aa31hZl5cr+3qed5sETk5iqLO/sh939dC9Ncz815aG5iZTw+C4F+u685nZi3bdpt+3vf9D4rIwWEYfmD27Nl7JUmiJd4OJ6LFzHyqzrzSEobvFZE8MxeJ6MFKpeLrjLGhhJr255W0PF+/Jc9839cAuTEMwx7tg+d5P7LW3hXH8aOFQkFL6R1RLpf/2dHRcYi1doHjOHuXSqV/bcwhpkXut99++x27urqeaW9vbzHG/IGZ31EvYTjEtjSsFqVFC+71PE/LL/7CWntWvTTjEI+n1+WIfD7/RLVafUxE5jQE8HXM/HgQBD9M7bQU42/CMPzBxuyD+rS2ti4VkXdFUbTMdV2txfxDx3EOL5VKyVDPB++HwHAEEMDDURvHn3Fd9xpm/mW98LtSuK77oNYXJaL9iOjbInJSb2/vgy0tLQ8T0YVhGGpt4HWv9QTw0cz8dcdx3q5ffJ7nBTp7rIfX+qi1GHdTU9PDSZKcNWHChMVxHGv92MlhGJ6X3iCckt4gsOd594rIf2nwxXF8n4hcO2XKlK6lS5dq0J8ThuH0YrE4wxij9XvfV6lUuiZMmNBjrb0uiqK70pqjvuM4Wuu1uVqt7h5FkVa22eDL9/0bReQ5x3EuXrVq1cTm5ubvMPOTIvKg1tQNw/BY3/c7iOjLWkvYGDNz3rx5upqwSV6dnZ07VavVR4wxB2lt36E2cvrpp2/18ssvL3Yc59BarTZZRH7EzDkRuSEMw28P9XiN79fx0BjAvu9/XUS2nTRp0keXLVvWXCgULjXGvLL11lvP2dh9cF33DGb+kq5G6E2aMebzQRDoNcILAptFAAG8WZjHTiNpeb7uMAzvrJ+VFucWES3+/pZ0RnGa/kzfa629vbFAe98APuecc5zly5c/xsyn5fP5F+I4vnvFihVv72+p1Pf9d+iXPxHdou2IyHa6wUsLnafh/FiSJG93HGerJEnu2HHHHY/+29/+NimXyz3JzNfrUiMzO9ba03p7e/eZMGHCNC1cH0XRugLjnufprOtXYRje1NbWtlc+n19IRPNF5M4oih4aaImyo6NjV2vtrTrTJaJlzPwCEeks+DfGmM/ojF9EplhrzzDG3CQiXxzukny6ZOulDtVCoXB1Y7m7dKYXikh3FEXXDmck+r6vy+galJcZY843xpydJMkx+ox2MEXs+2tzPQE8SURuJqJjROR5IvqLMUYL2X9zY/fBdd2ZekNkjHlCRIrW2rPL5bI+XsELAptFAAG8WZjHTiOe533ZGLO2q6vra3pWGqD//Oc/dTmyPZfLvUOXnsMwPH2wAZy+T2ewTUT0N31mGobhZf2JFYvFdxpj5tYDWN/LzH8NgkDDVWfZVxHR40S0AxEVoii6XDckpV+06wI4/czqfD5/VaVSOU6DJQxD/UL+twDW/9fi58x8EhGdwsx/T89v3TEG8/I87y5mvk43L4mILntetuOOO/6XflbtCoXCzFKp9OxgjtX3Pf0F8PHHH79VS0uLLpc/Eobh1we6cdhQ+2mI/0GflVprT0+fx+rz4P+JouiO4fS7/pm+Adz3WK7rfoeIFq1cuTJqbW3daH2YNWvWdvl8/lf5fH7d6oPv+xr4P65UKm8Z6Wa1kXjgs+NLAAE8vq73iM/W87xDiehOZp6Rz+f/UK1WP6ahO2XKlFlLliw5YzgB3NHRsbO1dj4RvWiMOUufW/bX0fb29h1yudzDInJGFEVP+L6/fRzHu86fP39xGqC6keeLRDShUqmc29PT85xu/Jk8ebIuiV/qOE64cuXKCc3NzQdEUfRI+gx4vQHsuu5+cRw/v2DBgn8Ui8X9jTGlSqWy/2CKweuzUhE5n4hmVKvVY3t7e7m1tfVRXRKfMmXK3UuXLn2/iJzqOM6x9eeOnudpoO0wadKkE+bOnRsP94JpwBQKhXlJkswvl8vfXE9wH0tEutHphK6urscGasfzPF1x+PuKFSsu3mabbabkcrnbqtXq29RFP+v7/vki8jljzGFdXV3PDXS8gQJYn73XarWzROR91tq3l8vllzdmH2bOnPm6QqHwS2vtzHK5/KTrukcTkZ7TPgjgwV49vG+kAgjgkQqOw897nncOEc0hotfq0mYulzu/q6vr757nnbmhANZlag2iOpeIvNDb27vbwoULV6eheRcR5cMwXLecOtArDU1dKt6biJ4xxnyiq6tLj0GdnZ25OI7vF5F/RFF0cv1YujM4SRJdhj1Mw16fPYdheEV/AVwsFk8wxnyXiHYlot9bay9qXFJfXz9d1z1Mfz1LZ7y6E7pWq82p/ypNujv5+yJyADM/ZIw5s6ur6+mGQPoGM59nrd1DN2oN5LChn/u+/0mdaff5+TfDMLxI/0x/nccYo6sEXxnMMnK6DH0jM+tGu7/ojUUURfc09LudmUNrbXEgH/2MznyZ+eC+46GlpeV1RPR/RPQvEYlyudx/1QN9Y/dBx7HeDOlObCL6tYh8OooiHad4QWCzCCCANwszGulPYNq0afnW1tZ7NDAav9THm5reOFSr1Qt0d/aKFSsOX7RoUW1TGXR2du4ex/FPrbWnlsvln460nWKxeJQGcJIkU+fPnz+s5fSx0IeRngM+P74EEMDj63pvUWebzlTPIyKdVT1/4IEHvndT/aMUW9SJb6Azrus+ysz/qtVqF86fP/+Pm6rP6UrFl9JfK7pxpO14nnc5Eb0rnUG+Oise6XGH8vktoQ9D6S/eCwEVQABjHGQmUA9gEVleKBTuwu9fZnYp0DAEIJCBAAI4A3Q0CQEIQAACEEAAYwxAAAIQgAAEMhBAAGeAjiYhAAEIQAACCGCMAQhAAAIQgEAGAgjgDNDRJAQgAAEIQAABjDEAAQhAAAIQyEAAAZwBOpqEAAQgAAEIIIAxBiAAAQhAAAIZCCCAM0BHkxCAAAQgAAEEMMYABCAAAQhAIAMBBHAG6GgSAhCAAAQggADGGIAABCAAAQhkIIAAzgAdTUIAAhCAAAQQwBgDEIAABCAAgQwEEMAZoKNJCEAAAhCAAAIYYwACEIAABCCQgQACOAN0NAkBCEAAAhBAAGMMQAACEIAABDIQQABngI4mIQABCEAAAghgjAEIQAACEIBABgII4AzQ0SQEIAABCEAAAYwxAAEIQAACEMhAAAGcATqahAAEIAABCCCAMQYgAAEIQAACGQgggDNAR5MQgAAEIAABBDDGAAQgAAEIQCADAQRwBuhoEgIQgAAEIIAAxhiAAAQgAAEIZCCAAM4AHU1CAAIQgAAEEMAYAxCAAAQgAIEMBBDAGaCjSQhAAAIQgAACGGMAAhCAAAQgkIEAAjgDdDQJAQhAAAIQQABjDEAAAhCAAAQyEEAAZ4COJiEAAQhAAAIIYIwBCEAAAhCAQAYCCOAM0NEkBCAAAQhAAAGMMQABCEAAAhDIQAABnAE6moQABCAAAQgggDEGIAABCEAAAhkIIIAzQEeTEIAABCAAAQQwxgAEIAABCEAgAwEEcAboaBICEIAABCCAAMYYgAAEIAABCGQggADOAB1NQgACEIAABBDAGAMQgAAEIACBDAQQwBmgo0kIQAACEIAAAhhjAAIQgAAEIJCBAAI4A3Q0CQEIQAACEEAAYwxAAAIQgAAEMhBAAGeAjiYhAAEIQAACCGCMAQhAAAIQgEAGAgjgDNDRJAQgAAEIQAABjDEAAQhAAAIQyEAAAZwBOpqEAAQgAAEIIIAxBiAAAQhAAAIZCCCAM0BHkxCAAAQgAAEEMMYABCAAAQhAIAMBBHAG6GgSAhCAAAQggADGGIAABCAAAQhkIIAAzgAdTUIAAhCAAAQQwBgDEIAABCAAgQwEEMAZoKNJCEAAAhCAAAIYYwACEIAABCCQgQACOAN0NAkBCEAAAhBAAGMMQAACEIAABDIQQABngI4mIQABCEAAAghgjAEIQAACEIBABgII4AzQ0SQEIAABCEAAAYwxAAEIQAACEMhAAAGcATqahAAEIAABCCCAMQYgAAEIQAACGQgggDNAR5MQgAAEIAABBDDGAAQgAAEIQCADAQRwBuhoEgIQgAAEIIAAxhiAAAQgAAEIZCCAAM4AHU1CAAIQgAAEEMAYAxCAAAQgAIEMBBDAGaCjSQhAAAIQgAACGGMAAhCAAAQgkIEAAjgDdDQJAQhAAAIQQABjDEAAAhCAAAQyEEAAZ4COJiEAAQhAAAIIYIwBCEAAAhCAQAYCCOAM0NEkBCAAAQhAAAGMMQABCEAAAhDIQAABnAE6moQABCAAAQgggDEGIAABCEAAAhkIIIAzQEeTEIAABCAAAQQwxgAEIAABCEAgAwEEcAboaBICEIAABCCAAMYYgAAEIAABCGQggADOAB1NQgACEIAABBDAGAMQgMD/a6+OSQAAABiG+XddGX2iYBAGJUCAwCAgwAO6SQIECBAgIMA+QIAAAQIEBgEBHtBNEiBAgACBAByFrJR4NVvYAAAAAElFTkSuQmCC89,67,5,90,-2,0,190,8190"89, 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