Lesson 3 - Unit 2 : My World

Submitted by api on Mon, 04/11/2022 - 01:34

<p style="margin-bottom:13px"><span style="font-size:11pt"><span style="tab-stops:404.25pt"><span style="line-height:115%"><span style="font-family:Arial,sans-serif"><b><i><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span new="" roman="" style="font-family:" times="">Name:</span></span></span></i></b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span new="" roman="" style="font-family:" times=""> ....................................................</span></span></span>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; &nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;<img alt="Description: C:\Users\admin\Desktop\Hellokids.jpg" id="Picture_x0020_2" 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" style="width:120pt; height:113.25pt" /> </span></span></span></span></p>

<p align="center" style="text-align:center; margin-bottom:13px"><span style="font-size:11pt"><span style="tab-stops:15.0pt 404.25pt"><span style="line-height:115%"><span style="font-family:Arial,sans-serif"><b><i><span lang="VI" style="font-size:18.0pt"><span style="line-height:115%">Lesson 3 - Unit 2: My World</span></span></i></b></span></span></span></span></p>

<p style="margin-bottom:13px"><span style="font-size:11pt"><span style="tab-stops:15.0pt 404.25pt"><span style="line-height:115%"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span new="" roman="" style="font-family:" times="">I.</span></span></span></b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span new="" roman="" style="font-family:" times=""> Look and match.</span></span></span></span></span></span></span></p>

<table class="MsoTableGrid" style="margin-left:17px; border-collapse:collapse; border:none">
<tbody>
<tr>
<td style="border-bottom:1px solid black; width:321px; padding:0in 7px 0in 7px; border-top:1px solid black; border-right:1px solid black; border-left:1px solid black" valign="top">
<p>&nbsp;</p>

<p>&nbsp;</p>

<p>&nbsp;</p>

<p>&nbsp;</p>

<p><span style="font-size:11pt"><span style="line-height:normal"><span style="tab-stops:15.0pt 404.25pt"><span style="font-family:Arial,sans-serif"><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">1. The birds are in the tree.</span></span></span></span></span></span></p>

<p>&nbsp;</p>

<p>&nbsp;</p>

<p>&nbsp;</p>

<p>&nbsp;</p>
</td>
<td style="border-bottom:1px solid black; width:265px; padding:0in 7px 0in 7px; border-top:1px solid black; border-right:1px solid black; border-left:none" valign="top">
<p>&nbsp;</p>

<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="tab-stops:15.0pt 404.25pt"><span style="font-family:Arial,sans-serif"><img id="Picture_x0020_9" 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" style="width:127.5pt; height:1in" /> </span></span></span></span></p>
</td>
</tr>
<tr>
<td style="border-bottom:1px solid black; width:321px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:1px solid black" valign="top">
<p>&nbsp;</p>

<p>&nbsp;</p>

<p>&nbsp;</p>

<p>&nbsp;</p>

<p><span style="font-size:11pt"><span style="line-height:normal"><span style="tab-stops:15.0pt 404.25pt"><span style="font-family:Arial,sans-serif"><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">2. The clouds are in the sky.</span></span></span></span></span></span></p>

<p>&nbsp;</p>

<p>&nbsp;</p>

<p>&nbsp;</p>
</td>
<td style="border-bottom:1px solid black; width:265px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p>&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="tab-stops:15.0pt 404.25pt"><span style="font-family:Arial,sans-serif"><img id="Picture_x0020_11" 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6Kub5dSpurVkoxW7aOWnlWZTqqjTUpSeyTvc+ij4o1Z/mbULwKOgEpUuR2GO3qf608avruoR+YJ710HQrLtH4DI6f55ri/gn8bfCn7Q3gez8Q+EdXttW065hV/kO2aDJYbZIzhkbg8MBnkjIOa9K0/UrVLGMPLHCY1CsjMARgY/EVtGvRnCNalaSezVmrfIwlRr06kqNdyi1um2nf59jk5I3lkkkfdI8pzLvY7nPuTzuHr1H5ivBf29P219N/Yd8HeGdXv8ATr3V/wC39XWxW3gQbmiVGeUliwVGUbcZzkngYJYfTA0n+1rme4Ui3tydwZl+9jgnGR6Zz71+e3/BwrJbQ/s2+AYQrtcSeMUeOUrgFBZXQYe2SyEDqcE+w8/iLNamFyyticK7Tir+R6PDeU0sZmlHDYpXhOVt7Nn2j8O/GVh8UPAOi+JNLaRtN16xhv7UyLsfy5UDruGeGwRkdjRXGfsC60PE/wCxd8MrkRGLy/D9taYIxnyE8nd/wLy8/jRXs4DHe3w1Os3rKKf3pM8bMMD7DFVKCXwya+52OJ/Y1+Bfhf4G+Lfjn4H8H6fZeD/FVlq/2uyvY0BH2GSCOe1AD7h5UbSMrqBjD+p46H4C/E7Uf21tZv8ASfEB0xPD0OiSW9zpFtLmPXvPV4JpJO/lKrMnlgkBpFYkkLj5J/aJ+NPiiX45a/qyXEGm614m0+00jUYLSVcXcMlrbBnXklIplMbANyu1lJypNe16x4Am/YV+M3gowTS3FtcWEE08iMSs8h+S8jXJ+6zEuOu3zR6DH8z4rjjEYavGrRi1hMPU5autouFSX7uVu8b3ltfZ3vp7s6k6lT2laTcu7d35andf8Ezvhj4P+APwn8a+GtN0saHfeG9fvYNbmnuJCJ0hlk8i4Dux2IIcAEYGUcnqST9lj9q69+JHxtvtI1vXLm70RPNs/D1xLbrCdS/ekq854JfYoVMYBJcMC+DXz5+0T4q8WR/tU+MvDPh6+WW3+Jt/DYpHFws9u8oSIAj7qmWN1P8AsSPnqTXvH7aHwGg+Bnw2+H+q6AHiXwyqaPNMg2ySHBmjmOOh8wTEn+9NXTjuKsyoYaeKy6nanl7/AHi6VI89rK1lpT99t/aa87mIrTrzdStJyb3bd2ez+Gvipcad+0nr3gPV3B+02kWs6FKQAzwFQk0J/vFZUkZe+3cD93n45/bc/YP0f/gpj+0n4hv/AATfr4f1/wAG6OumXWuzb5bHULtZS0UJjUgjaPNQyjPGfkbahPW/t4/FW+TwL8K/iv4fvRp+uy2d5YyzxEBw4QBtg7Y3XAHoJBXsXwf/AGWNR8FfsWWNrpr3Nh43dB4kSaElJ0vCm5YSf+uOICDkcscHNe9LPK2b1qmAjB1aNP8AfXW84Sip04RfRttr0glfVmmBxNbB1lWw0nGS6r+tj56/4JleNP2iPgP8Upvhz8dNL1ODwgkZs9K1zUpBcQC8DKIIIbtSQ6Srv2rIeCEUbWIRvrT9sL9gnQP+CgvwgfwXr39oWv2W5XUbG/sZVjn0+5VHRZBuG1l2uwKsMEE9CARkfDP4gWf7bH7OPiXw1qSwprVxpsljdquUVy6ERXCY5X5gDxyrL24rzr4Bf8FBLj4Zfs2TT+Lbq5vfEujxNaaZNK+2XWZEKoYpSP8AlrFujaQ85jkR+WLAetl/EeVLLoR9rz4epCU4ynrZRtzRl1vG6Vt73W6OrFZnOvjlj1FU5aP3NNV1W9m+p8U/Cf4f/tI/8EuP2yD8OdHe/wDGfhQagrTwwRNNa3towEjSmAF2il8n5sxbjldoLkFK+9P2J/2WvhP8Nv8AgoJ8Tn0eK0+3+LNHtPE+g6hZTu8F9ZXjM115RLsgH2hM/KoyuMYAYV55+0L8P/Fvgfwx4P8Aixr19fSeNdauhLqszEq1i5HnWkMa9IliRXXHQOSep58v/a1+Muo/Bn44eHPit4HnXSP7X8ORy3QhYmCxu55L+KZoY87VVmEzEDjzG8wjLMT+eYfiTE5fia2Erwa9hKFWEXv7KorPlve0oXs0nulbqenjeIZYp89WNm9JNaOa/v20b+R9RfEv9qzS/Bv7YZ0W11TVNQ+HWjX1vBrlwlqp8i8CyhraOZQMxhlRpFILsYpgpAyGrf8ABTj9nX4QW/x0+Cnxr8X6LC/hmwv20nWdSt2lZBbG3nubOVlRsNFHOrOflOQ+MEHBTwf+zCmjf8E2rnS7i3lHim8i/wCEtmeRd0v2kLvWP13fZ/3RB43Mx75r5/8Ai78SfEnx0/Yq0/w3PPpg0j4e6tFflpXke7u1+z3WIwuQgjjiExJbfndGAF25NYziHN8JiJYbNPedem61JPXllD3pUtd7JJ/f5JcOFxioXdH3W1dcujXdX3tb9Ti9Z/4KcfGX9t/9szTNH/ZvvdV8JeDdHm+zWQa3gN14mmO4mW481GVIioJCEYjjRpGG7Cj9pvBvh0eFvB2m6bdX13qMmnWkdvJdXkpkmuCiBTJIx5Zmxkk9STX5m/8ABBT9nDRvAlj4g8aTW4ijs5pdK0oyYyZCQ08v1CeSit6GQV9nftC/FIfEOPVPhb4Z8u81zXtNkh1a7kZvsvh2ynRozPKUIYyuN4iiVgzlSxKorMPq+GK2NxmGlmuMbbrO8F2jsrf4t/Sx70swws3+4ioU1pFdbd33b3Phv/gqf/wWp+1z3vwl/Zs8TDUfGDTqmoeIdPQTxoAcNaWL4Ky3BOMuoIAyEJkJK/Xv/BLjxL498Yfsp6PffFbW5NW+IHnzRarFLIpns2jfZDFNEmEhm8sAsmASTub5iceP/sHf8Eb/AIS/sF+OpvFMV9e+N/EUZZdMuNUt41TSkP8AFGigjzscGQ9vuhcnO3+1V8RNT/Zg/aO0L4h6C8x0jxAv2TWLIHEN1JHj73be0eCrckGFj0JBzzHEY3KqEs4zFP2aaUorXki2lz+dm1fyu+ljvzbN8up0o4bCK6Tu5Pdu3TyMH/grN8Jv2krq0t/EP7Onj3xFdajpNz9s8ReE4NSgEqxso8iS1WRA235Zd0Jk2SYG1CVIry3/AIJ0f8F4T8S/HNt8L/jhod/4Z8dwzNYHUI7R4vNuU48m5tNvmQzEjHyAgsQNiCvoX49/tJRfDL9oD4WfEvT5mPh3xZanw9rBJ2xyQOwmtnPOAY2klfJ5Cq4GMmvK9F8I+HP2+/21vEHxCttE0/StO8E2w02w1/TIVttTv7sHMdwblRvfyygdAxKqFhyuHdTVbHVPr6p4Of71yjHkveMouKnz+SUb6rrpuzhjxBg1hZYatSUnrytaNN9b9V5P/gn37MiuRslYA9cjNeY2PjPRPiD8XdY8FXRbRPFum4lhiuhhdStyoZZoSDhxtPI4ZSrDkKTVD4T/AB78Q22t3PhPxTHYt4n0yETRXccPlQ65aZCi6jUHCsGIWWMfccjHyOhPjf8AwUZGp2b+FviTpn+hax4cultZbm3yrCNm3Qsc54WTcuO/nkHNe9xJmuOyzLZZrhY8ypazj15F8dvOK97s7W63PBrYrDTjaSv5Hi/xP/4Jv+KNR/4Li6H4qHirSoLDUdGi8R2sTxOsmyyWG0ls0PIZnLeYTxhZG4OOfrP42+KV+CCadbXlnNfa3rt0LHR9Nt2Bl1KckDCnnagyCzkYUepIB+eP2y/2tHv7D4C/FvTLUR6xoepXUc4jborxoLmA9wkgjwM84cHvW5+yr4y1P9sj9onxF8YdS86LRNF3aP4Yt2yBbqy5dwOz+W4LHnJuGH8Ax4+U8Tf7bLBZfaVTESjUT3XJOCk6nokmkv5nFMWbY6li406c3/DSjG38q7992fQ5sSnyyKUkHDL6HuK+Mv8Agqn+0v4D+G2r+BvB17emfxtq2og29vblWaxtZFKGSfn5EeQRhe7FMjhWNfRX7ZXjzxF4M+Ces2PgKZJvidr1rLb+F7QxrNLPdYGZNrfKFjB3GSTEanbvOCAfgP8AYR/4IueLviZ8RdR+Iv7RT6pJfXFwZ1sLnUBLf6nP/wA9p5UZika8bUDZOB91QA30fGyq5ngp5HQpc/touMm/hiu7fdbpb7PUeTZVgqlKrisbWUYwTtFfFJtaWXbu/wAj6X+BcGmftW/s36z4G8QWVjqd9pMJOnPeRrKbdtp8iZCRlXhkwQy/dBQV8FfCr4fLYeOdWXwyviGTXPG0qW+oabGUMN0rPE8McaABg5mileTcSPlQj+IH6Z/Z6+KS/su/GfVm8QyvFZ6KLuz1QgfNJ5RZCFHfMioR64HrXL/8E0tcsvHX7Y8d/qFtbx3d3balLYQJzHBcFieM8kCDz1H+9+X8/wCVZjPOMPluX4upy4iMqmGqP7TgnFr529y/Vt+Z5NKvUpKUacmlNWa76p/mkz75+Dnh3SPCHw30LTtBliuNJtrRIbeTaMyDHLOOuWbJYHncTnBrxP8AaG8Sat+zX8f9L8Q2Rf8AsTXoy89oD8krIQsqE+uGR1Y8hnbqN2fYri3l+DPxSsnwE8LeNLryZ0GSunas+SkuT/DcgFG9JRHjmVjWJ+3l8Of+Ew/Z61G9iTddeHJF1OMgdEXKy59hEzt9VHpX7pxrgq9bIKrwD9niMMlOny9HTV0l3Uo3jbazszBws9HozzD9rn4lWnwr+L/we+J2n3ROn3q3el320cXdhMsMpB75TYzhf7wGelJ4r8Xt+2B+1Pb+CNPlE/gTwZL9t1lkOY9TmjYAISOGTzMIF74lbnCkfOXxy+LGn6/+zH4Z0rUrgnUdC1SX+z1HzE+aYwQf+Amc59wK+pf+CT3wysvDX7Mw16Nopr/xHezecyjLRRW8jwxRH6bXf/tqa+MyHiTEcSZjTw9OSjh60adeout4rlnT9HNR5u6T7sz9kltufRqpJbqSskiAD+EkV+JP7Qv7XPxi/wCCxPxltPh94a0q90vwit4XtNBjlYeYqNgXV/IePkyDj7iEgAM2GP606oLj9p/xVf6NZTTWvw60WdrTVbyBykniW6Q4ks4nGCLWM5WZ1OZHDRAgJJu9C8O/Crw58N4L6/0bw7pGiq8W+7msNPjgMqRqT8xjUFgqg4znGK/U85wdTNIKlGr7Oin71t5Lsn0Xn17aH0HDmaU8sqTruj7Spb3LvSL7tdfw9Twz/gnn+wLpX7Bnw0u7Cy1GbUvEWveTLrF+uY4pGjDBI4k7RpvfBPzMWJOOFX6O0vT9Y1mYpZteTsuN22RsLnpk5wKv+H/Cr+I9OtNQtZba40y8QSxXcE6TQyoeQyshIIPY13HhXVtNbTsaXJbS20cskLNC4cCRHKOpI/iV1ZSDyCpB6V20quGwmHhh8ClypadV/wAG5lKlicfiZYnGzd5bvq/Tsl+R53rGl65oLlbs30QBxu3sUP0YHFZ5vrxutzcn/tof8a9S1zx7o9jq+n6PqF3bC81tnS0tH+Z7nYpdyF/uqBkseBlRnJAON4q8B29wjXFgBEwGWh/hP09D7VvhczjJ8tVJPyMMVlUo+9Rlfy6nAyCWX77u31JNea/tL/si+Av2u/AY8O+PdAg1myhcy2su5ormwkIx5kMqkMjdM4ODjBBHFetGyKnBGD0xivzuu/2u/iR4b/4Lo3/w5/tC1PhLUEsdLbTfs6bXtxYNdJLvI3eask8pyDgjCnIAxObZnh8PThGvHmjUkoWsn8W112JyjK8Viak54aXLKnFzveztHez7nF6J/wAEoPjD+yV8d9P1b4Y+JU1fwrpUwmsryW6W31SC2375bG5iO2K5jYZCkEcnJVB0/R7wX4m07x7o9tf2MrPbSuUlV1McsDKcSRyKeUdSCGU4Iwa6YWhHb9K8z+J+lz/B3Xz4401ZG0Q4XxRYRpkPAMAX6ADPmQAAuP44geCyR1hhcBQytTlhLqEndq+3mvLuu3pYrM80xOYuEsZaUoK17Wb9e/8Aw/cwv2vdd17wFpuneMvDk7W8WkTJbahbkZivLd2whkX0WQgDGCPNJyMVxv7U6aZ+1V+wb4q1Cxtbeea206TUooJlWU2tzbDzWQgjGdqsoOBlXzxmvoTxf4RsviN4I1DSp2Saw1m0eAuhDZR1IDqfUZBB9cGviH4E+O7nwRoPxM8E6sdhuND1OF4s8R3MEEocDPQYVwfU7fSvgeJ83q5TnlKhUk3hcdGUHd/BWS91rtzpqNu6vve/mqMrqWzWx9CWX7VXhLw3+zVoXju4iFnpd7FFbQ2Foil0mBKPBGvyg+WUf0G2MkdhRXw/+zZ8INd+Pvxctfhjd6rdpovh77bdXEkWCtrIm2GV17EtIkC4z/ExHU5K8nBcW8aZrRjXyjD0lCKUJc97ucUudqz+G+i9CPYQbuzx745eFdZutXutdumP2LULZLVleQGaNBDHHnaCcKrKTn/a9jj9Dv24/BL6j+xh8OPEQlFzdaHb2MctwDkPFPbIrMD/ALUiQ/nXwR4j8X2mtQRyXkktvqF8GthYSBCjxJvJdCGJOA6qeP7pPJOff/2gf26tNi/4J+fCv4c6fqMepa9qFvZWmts2HazgtLgxojns7NbBh/EFQEjDjP43wlioTyPMcDmDV50o8ut7tNqPe7UrfJbHZCS5ZXfmfPmn/F69+Fv7Tlv4pupZrybRtRtNVWEPy0MbrKsIz0BjIX3JJr9W/j5pM3x0/Ys1u9mtrKK4v9G/tq2itLn7TGPLAuYgsu1dxZUUEhQPmIGRyfyc+O3hbTNN+GvhfxMGZtY1+/1CwnUsSot7WGxEZx05aWQZ9h6V7/4A/wCCnlz4B/YY0zwXpzN/b8Kz2l1qU6b0s7JwHUIDw8pMjIByFCDgkivc4J4goYHA4nC5pK9OtSu+rcpRUWl1cmn36fMVOUU2pnhvxq8Z6r4gtfD9m10bjSNCjldY2cBLaWUkOPcsqQ8DJwuQOM1+vf7Jfi6T4lfsyeBNbn2m5v8ARLUzkPvzKsYSTnAz86tX5FeFdE0zx38PNSCuI9VubSNdOjYExQrJcW8jSMRn5wkUozyWMrDpyPpH4Mf8FEdS/ZS/Zwi8CW1jY65faNDNbafqmSkdtNJcO7CZCx3LHvZRtI5RVPUkc/hlxdgMlryp5hW+OnbZtpwk1GLtdL3U7bXukrhSaTvNnd+IvFY/Y8/ba1qZ4Lh9Jud94YLdRvurWdTIVVSQMpIGCjOCYhXyte/FSzu/2k7zWo4pZPDtpr91ri6TvWeNnSfzBb43KpLgCIsM4UZAYDnpPiLa3do/hvxX4k8UDX/E/jeKbUb62ZjJJa2yPGsJd+gZ98o2LwgjCjGCB4JYXE2k+I3gnDG6trwwhm4+0ADyicnuGB577SOvX5vMM0xdHFV8HSp8sI1PbwhKzt7RJ8rt0vZ8t9/Mmbt0P2M/aw0Cz+Mn7IWv3mnMLq3l0pNcsZVHMiRBbhSvuyKR/wACxX5S+P8AQda+JnifThaZvLGz04Wjh5QkduA87MvJxyHVjj15xX3j+zf+1hp/hH/gmprl9rkkU174TNxoKWlydkkzS4+zIyHDbMTKuQPuRNj7pr4C8d+Mn0P4S6wIHksRYWq3Mk7OVkSNZogSRjBLGTJVsEjORjIP03iXjf7SxOAxuAaVWtRaktdI3Ule2rs+ay7rWyLqxTSfdH6B/s1fGrVf2vfg54Z+HbXVyupadaCHx7qULFWSzjOyKFHHSW9A5YcrGlyQVbYa+M/2qPDV78OJvGnha0uXtbLRNWeOQFiFe2RpI0JPUZ3wn35HOa6X9iT9vS6/Z28L+Ip7fTjeXHijTYZLOG4OIbK7Qn5psHO1UkkyF5ZkVcjORzPwj8cTftN/H4ReK7qW7GveKLa31OWdArzqs8DNuXgKMIQFAAQYGODnLiXiGnm+W5dztrFQmoza2Sd6b1/vW5vv8hSacUlufS//AATe/aLPhX9lTX9K0y3XVfEn/CQpYeHrCRsfbbm7hBjD4yVjQw3E0jD7sUch5I5+ufAvg3Rv2cvhncXGtaxEZXdtQ13XL5libULt8eZM/YZICIg4RFjjXhQK/MH/AII8fGvwp8OPi78QvE/i268m08LeHhJp4Zi2+YSpHMYo84aZvOjiU9RulGQGavoXwhqmv/t8eJtV+IfxAnn8P/B/wez3CWMcjLHKUGfKQjBklK8PIOfm2JtLfL+ncP8AE7wWT4XDQiqmI5XGMb2UYxbvOb+zFK13vpZal07OKXU+tvg/8aoPjjc3V5oWkX//AAjEG6OLWLseQt/KDgiCIjeyDnLtswwwAecYn7bfw2/4T79m3xCsce660eL+1bc9SrQZZ8e5i8xf+BV8w+Mf20fiL4n8K6rqvgqyfw54O8MRxRJa6dbRbLGEsI4jK5UnjgbUwO2MKzj6n/Y4+OSftU/s+Q6jqSQy6lCZNK1iMABJJVUZbb0AkjdWx0BYgdK7co4yy7iajWyWTlJzhL3nHlhUTvGTp3bbSeivrp1sy4wjJ2R8H/GL456TrH7Btj4Y1SQTatYeJIhYRZBKwtFLuY55Kgs4PvKvbp9l/wDBN7wLp3hH9jvwhJYSCeTVYW1C9nxgy3DMVbP+4EWP6RivzH+OvgW9t7670eFPPvPDGq3dtKSecQJLJOT9Fs3P1HvX2t+xJ8eZvC3/AASl8U6pZ6nBp2q+FDqemaXcSoJFivZR5trlTkN++uk4PGPavz7wuzmUMZ7TMEk6NCVPm62pSXX/AAuz9EY01zTs+35H018ffC39oeFbfXNPuLW18Q+GZf7Q0qSWZYknkAIe2Zif9XOmY2HbcrDlFxmeOrzQf2mvgVrWk6RfWt3da1oEepW9qXXz4BMrvaySJnKgyxHr3iYdjX5l+FfEPifxxpMOkaVc694q1PSoJ5vtUzNcyxoN808kYJwpLFjkYVcnGTgVt/8ABOT4q+MfCP7daaVoMWm61L4p8MSWMVpqd7Jb21tHbs90BGyI+MMJAFCYBnJAVRhfpcn8UKOcYyWDqYZwo1k4pt3ctLPRLezStdu1r2N6cY1JNLz/AAOX+LHxnvdP+DeneGlgElrdak03mOM/ZvmgLEejNsUfRXr7a/ZI+O/hz4F/8E5vDviE26lreW5skskcK95eG5lwu45xlRvJwdqA4BwBXwZ8XUi8e654oslSKy+zavezxw2k4uvs5hNyqwqdo8xfM2IHQFTw3A6Znw8+Jeq6h4FsfDt5d/ZtH02/ubi3jk/diBpFjWZ3yR08rvjGG/vGvynhzirFcPxqzj79SEJUYd01NOLa3sk3ZPe1vTl5rS1PoLxT8c/HGoavr/xEXUNbFzqEsVm09mXittNiO8xQKy8pDlWwpJ3yZJJOSPsj9hT9o0ftGfCMHULiKTxNoLi01IDCtMCMxXBUdA65Bxgb0kwABivmbwNda9+1D4Gn+EXwvs7ew8LWkAuNe125hyb+ZSGRjkZRC8aiNOJHEYLFQHAr/wDBI/x7qGi/GTxX4etooJL7VtFN3HbXUzQR+dbyoqo7KrlTtnk6KcY6E9Ps+BsyzPA5zh5YrE1K9PEqUZuV+T2i95qnrtF2jdJJvmtdLTVRfMl0Zkft++DB4U/ap8S2cS4bxPZpcW6AY2Ge3MJcepMySH2Oe9fOP7IvxL/4UB+0l4N1/VxLFaW17Hcv5al2a2u4eGA77op84967X9or9pTUvjR+2p4x1HUUt7QeHbq30m2t7e6N1DAtrJIknlyFULq0okcHav8ArOleV/taeINNHxruE0OSD7Dp2j6NZw+S+Vhe30q0iZM+qPGVPcFTXxuOnTo8Q47G4R6wrQnBd23KTdu10vkc9Rq9+zPtj9ov/goJq/jvwTq1laaXpGk6NfK0du9zHJPdROvzpP5iuiIyMqyD5ThlAy2Ca6oftseJv2t9G0zwR4A8PLHqWvaUseu398n7qz3xhbjYuCFiUsR5jgluixklSflz4t/GeD4jeC9I+H3grTjqWh6OP7Vup44Q0+s30cTM8oPaGFN6rjAYBpD1GPbv+CanxbtvA3wQ+JGoXrRxtoDf2tfTxKEka3Fu5WPd1KL5MpUE9ZGPUmvruGc8zzG5p9Qx2ObjVXvyUUkuVOUqdNrSyvZy9eXdM6KceafKnofIfxl8FPoGkyhoXm1nTNSaylKks5Yhty/MSdqtAAMnjPua+p/+CfXxyuNd+ANz8KtG1C5svFXiHX5T9stwC+h6OYYTd3o9HB3RRf8ATa4iJyFYV88/CLxyPibF4i1/XvLlnurLV9Vn24Ci4KXBUgdgHcEfhTP+CY/7U2jfAfU/iR4i1WFbu81fT4Y9FgGBJcCCZkWNW/hV2lMrH+6o4JAB8Xw+rU8Dj3ip1eWmpVYNv+VKMl6fpbQmkoKalLbX8D9XvHPxz+F37HXwe0+IxJBYaVBHaadpMGftE0abVIjU8MVU5JYgZ+8w3ZqX9mb40+MP2jrv/hKpo9O8KeCraWSGy0y28u5vdTcZUm4lYHy4x1CIqsT1YqAX+M/2U/gzrf7Wfjqf4mfEJ3vNKEu2ztXUrDeFScRqh6W8ZyNv8bZyT8+7tvhn42vP2WP2otQ8LfaJLfw3rFwrQx7sRxRycxOoPHyHMZJ6hG6kCv0mtxdjXXw2YYqDp4GpPkir2ld/BOfaDenKmraNtrQ9OlXlGSlFWi/61Nb4RfH2T4X/ABc1fwhoPiHUPDngzxyzS6TciCGWbw1PK7LxFMrxDyplkgdWBUiPdk8E/IHxf/4Ks/G3/gm/+3r468PeIZtF8XeEZtZ8+WOKxS0tNS3RoGmikjMht7htuXTcyrIH/dgYA7b9q65k+G/7VHiHS2+WHUdQfU7QgEBpJ41uHOPTcH/74PrXC/tR+HfAXiDwb8PvDUE4vb/V7S5vvEtzeJ5pzJeKIjJk5LqiseuduxurZr4PC8T4vA4vFZbe3sZ88Pes0nPklCKd7pSbkr7Q07W7cszmGEqv6zSVSOzT6X7efY+2P+CTv7T/AIa/bZ8beOPiRqWvW58YFksYNEZv3uiaZkMqx54KO+AWXOTGCdrORX3bNf6XHYlMRgY+/u+b86/MeP8AYg8P/wDBIP4kaf8AEf4W22tazoWuq+ja5pOp3a3DLCzJKq2sm1WR/wB0SPMLKSgUkbwy/SHxf/aYs9B+G/gn4oeHb86h4Pm1FLXV0APy2k4KOzL1WaGZEG08g704ya/Y8px2HwdCrhcXO1Wj70/NSd/aea3u+lmuljTG43CwryWBi+Tf3t/P8T2Dwz8UfCnxQF8dKujcXOmTtaX1vJGYrqymVirJInUHKnB5U4OCRX5m/Gb9kz4i+If+C8+m+KNNhsF0SVNO8QQ3BukVk0y1SC1uVZD8xkLh1AUEYkQ5Azj2X9tfxbN8Cf2lINZ8G+IIdL1jxVoxuJ1gCylOfK81lPysjgIVBz80TN6VD+1H8f8Aw38KfHnwM8YeHtT1S5udEW4sr1LyOZbjU9OmiiMpkeRQJmzGx3AsBISeorycTxbhcTLEYHH+7PCVISlZ6Si5LllHrs/eXRpq5y4HOK2EqTq0oxvKLi7rpLfqfYPjDxLpXw/8M3ms6zewadpmnxmW4uJjhI16fiScAAckkAAk1wPj/wDao8FeA9BsX1eS8F5q9qlwmkC2D3ojkXK+YmdseQejsO46givnT9o/9pnT/jl8YtQ8m4ivvhj8LIv7UvBG+YdevgyxwRbhwyPOyxgcgoJn5BGPMf2Wjpv7QHx0u3+IusSrHr0k0huA5gNzNJnam8H92OSqkHjywoAypHLxN4m4iGIjgMnUHOpPkjKbfLo+WU3teKk+WOvvNS3sk/GSTdkfSn7Ov7W/gfwl8DfG97qurPpPhb4YTki4vwBJBpsgL2yYVm3MpElugUkv5K4yWxXwl4+/a48K/tUfEzxvrnw3Gt2drrNnNhb+2W3lgnktynKh2yJJVZwQTwTnBwK+T9C0z4g/t0fHu0+HejvJY2WramLa102WbyLf92X2T3RBKsyLuOecEkICzfN9b/Gj9lfwz+wX430HwL4ZurnVfEUNhBeeI9amwI5Ll3LRxRRdECRqz4JJxIpYk4FfFcX5pmWZcNReLjGM8PKLck2l7ROyUfSLu1rtuz6zMchw2XZcqmLqf7RKzjGLTSXXm9Vt+B0H/BJD4iDQf2sbCwef5dds7+wkLvkHCm6BJPf9yOT6mivn39oSfUP2bPi/pmk+EdSm03XF0nTbtb22Cl7ZptLt5p3wRjkzbD/10or3+CuLKeSYGWBxLTanJrW2jt+tz46Cto2YfxI1R7K+8HXTZE8c15bOvcFhahh+HNch4y8UtJr9vAZCzW8rNjI43MpA/IfrXS/FkSal4fh1Mxia409XV4oyroTIEHmDGc/cT14z6VT+Lfw3OqaFoPjDRctp93JFZ39sBk2Exk25B6+WznAz03L2YAfjOAdGKpKrpfmj5Xu3b8Xbv6mcFd6m38bPENzqc/hvTEYiOK3laM5+6zytvOPYIv1q1DZ2mpfAvxBDp9lJf6otxbRweWwIt4UZ3mcg4JcsiAFd2R5nTNcn8T7h9Ms7G5hzJJLG1hbKuWdJTIW2jvnayMPyrqPAHh+Pwlo2+8Hn3GhGORYxP+6udRMcgSIIeJNiu7f3jiQDsK0w9ZYajGpdNpNJNXve62v0ukn0evQIu7uXbXxxffCz4VRho3i1N44bOBskOkzRnqMfKUReOc78ZA5FSfDeC40DwlFd3FuLzTjelAWO9JbiNYpZI8ZyPlliOO+/1zWQgg+IejC1kunXVFmOoWyyP8l0VDL83fOXY59wecHHU6L4g07Qv2O9B0y5kdfFN14ovb+5t/LI+zxeX5LZJ45aFMYz90+lPLsvoVaeIqTkozgufX7UlJWSvut9F1vtYad1fsP+IvirT5f2jJl0Jp/+Eeu3lbT2mYlpoQhVWGQG27o3I3DJB79TR+N3ibTYfHumm0JSKC2WW8BU/wCsluJbiTPqCJc8f3sV5foniHUbv4yxLqZAninMUYCbAIVhIjwP7uzGPbFa/jy9R/ibqE9y/wDotlFbSNxnJ+zx4H58/XFbV4zpZhN8kY80buKWitO6S8k9F5Db0/E6seOXtNEglv5Nt0oMlrbyEOsIA+Zj/tAHgdD0GCSTgfHW0m1rwLpENtJ9qsr3VYria5TJRovLmZgx7ZfYmD13YAzwMvV9F1LV/ixqvhaRY7+xHnR3F9C5+y2RgaTFyJOgTaM/7Sk8E4B6XQPEunHSbXw5LPJPHKPIDugQyOmArsMna54I5POOc5J5p4V4WpGra807tLtrt6O++++7EpNa9Tvv2KfFOi+FPjVoM2u2S6vpvhyK/wBUMEhAWae30+4uY2cdCquoIU8YABzznzz4E/Em88MWOveIIi9zqGnRXGopz80sy28jg/UsorJ1ay1D4T6S95bXUUl9qmnakLhsg7BJHc2zgjPykwEMB23Cuf8Ag9ri2fw+1ydycXBktVx1y8QQH85B+VetjYJZdGktZKalfvzKDX6+halyxXk/8iX4UXel+B9LsZ9f1A2kc7NGLjazYdgXdtqoxYMwPbuOcGvu/wCOH/BQXRviR+zP4a+Gng/SLPQdOsJI/thsb1bi1uYo/wDVqG65aXMjZyd0ancxJr82fFrS+NPFFho9km4o/wBniTJABGAxPoB3PotejeI71fg5H5emeTqMWi3S2t1GrNi3lDZkR88gFt4zyA2RzjneriK9OjUpUJ2niE1JafC3te11v0au2730tvCL9mlH4p/l+h+6f7PP7Neh+Dv2R/8AhDL+ayNz4k0uRdXl81GJlniIYZz/AABgB7rnvXxv/wAE4f2k4v2cvAXxw/teZFm0DSRq1tbnLB7i3WdGQY/vMYlzx0ryn9nf/gpjD8L/AITC41Ww1TxFocAVYUtnQ3WmHo0TbiN0YyMc5UEYypG3wpfj4vjHwN8Y9ft7X+yl8Tac8qWgl80W4l1i0ym7A3YVmGcCvuo5tlsll2Ky33JUY1IOD3j+7ej6PVXv1vfqdE20o1ErWuvwNPwB4vHiH4V67d6ncXE1zNZXs5n80rI85aRdxI67vMYEHqGI71z/AII+L+vx/Du98IpfSQ+FZtQTVZ4ELAzXQjMQ6f7BA9TxiuU8N6pI/wAAr7y92+TCpg4yTdxjH0PIrA1O6ubnSp9O0q7aC50kRXMjLkPJ8xLMpH8S4Bx/tHHK1+WYdVEqtKEuVuU035S5b3/rqefFc0lFO3Q/S3/gkR4sNr8N/FV3Lb2ul+IJNbk05oZFRp/skcELpHg5yuXdjt4OR1AGPjTxD8Upv2W/2otN8SWVu7XngzVNSs7eMS7Skm2SBMsjYO1gCRkggEHIJqX4ffELV/hv4r0DxQkNhP438PwLeG1l3DdDIpXY4BGJHjJPcLuXj5q+ffHfiafUvDyT3ZZrm41eWZiZDIcyPJLyx5J56nmvrIZ1QxWX4KlQgoVcNJ7bWavdaa3av573bZ6l1HlnHTl0fzT/AAZ7Z8LviOukfDPXLo6e99dLpeoJbBV3slwyErKg6h1LFxjoVzwAcVfBN9/wkM5tJbxlmePd5pXPmOCDzj1PPbIziuK8IeJZtG+Buq3lvPJb3EJ86GSNtrqySxMCD9V/SkTxE8uqaB4r0ewW+mivIzqOhrK8MTyB0JX5CGCvj7oI2b8jvs+Vp4BV3KEmornl72+rS3/re/c86EVUkoN2P2O/Yb+NvgrwJ+z9pGleG7ewsLlZY7fUo7uUfa5r+ReS+Mby+MpjgIoGBtIX5E+CfjqT4Df8FI/Es8Ijt4rS612UR4+VIRBcXCrg9giL+VeW/s/fH9/gx8ZINVkit77UPD7CLU7KBt7eVNHl0Rmx+8AYgHj51IOAWFeV/tO/tZT/ABN+NPjDx94Lt7zQV1KSS0hju0jadIXsRaTllOVVnjaU4BJUvwcgGv0ShxRQx2Awc5RUKuGqwXLHZx5fij5S7HVKd4xurOLRg/B7xNPrXi/VLq5laW5u0aeZz1d2cEk/Uk1D4mR9X+K/iGGVzJFFqt20hY5yoncKv0wAPoCKwv2fbzzdY1F8nEcKg/i3H/oJpPiN4lisrvXrqGTf/bOo3U6OveJpGbI/4CQPqxr8+qUJvMaiW7S/r7rs8+b15T9Mv+CVXw28L3nw11fXWlhvfEd+DaXMDjDWNmw+RVHcSgbiw4O0LwUOfl/QfGGo/CX4BfHDTQ8KxX2l2lozGQ+ZKDfi3BUAY2sksxyTnABwQwNO8KfFfSLXVLnU/hxrGsW/habRv+JhC6tDdW6MAr6c7sNrMZAoWRSRh4/myWx4B4w+Nkt58O/E8d+5W/8AE88CqqoQgWKYvs/2QoVAAeygdq+uw2cU+bD4CFNRlhlVi5Rd1Jzi7Nd3JK7v1aVu3a4uKUWrON1+D/yNrwt4nvdO/Z/8SDT3C3VzY3FpG2fuCVlUn8AxP4V3X/BP79nRfjv8WdI8OLJ9msltjeXjK2JIbCEopCf7TF41z2MgJyFryjwXqiQfBcQy7v8AiZmSJdvfMh9f9lTXpf7FfxY1rwN4n8SapoBnt7i4sf7EbUFcFzE0qSMI1GCrkxqS6kkBhhc4I+Yy+eGw1Scscm6MajlJL7WyS1tu1b0uc0JLmtJaI/UP47/tF+Hf2VvCGnaLp1raz6u0CwaXpEThEgiUbRJJjJSJQOOMsRgdyPkz4/fEPxT45GleMNZgcG5Y21lcxwiK0jEZ3mEAfM2d5PzknBOCSDt8g174krrnigu6xEW+Vb5yTPIcb9z9eWCryMjb0JzX2r+2m/heL/gn/b6hYSQxaZANNuNHZsEu8sscY6dXKSyZPruJ6GvocZj8w4yo4qTl7Chh6alGkmnzSWq5nbVJLbZNq3n2upKvGTTsl0Pjv9pf9pmP47fFS21kxPDBpNlp9szkYlMkZb7TIf8AgTSrjuoXoenIfFzRbmPWbTVo4xJZtbxwTSDkGR2mCL75SAe/GO1cL8Q9BuNI8Jf2yjOLfWtWudOhTHVoobadyPXJuAK9K+IXxHttJ+AcekyIz3Ws6zBdrMoB8hIbeZWAOc5zcrx0+90ODXxmMp1MRj4YvGP3qsZO/rBOP4nFJuV3Pqfple6gPjR+w7aTXl/HCdT8M29+Zp5gsUFwkKShmZjhQJF+Y5HGa+F9I+NviKH4T+NvDmmfZ4/ButWyahrDX27bZSwsrQzoP+WRlkSGI5zubyydmGYec+EviV4t+LPgvw/4V1HVbpvDfh6HdbwKc2yxCUlZmQYDkFgFL87iBkcAdR4i0az0rwlrGlRapqFra+IQ0QgjZPNniVw4Er7fmAKpnaF3bQAMAkfQ8W8Y4fEY7D4tRcGoOlNp6zi172iv7qd9W9bvZrTpq11OzWnT1PSf2dPghefFX9nb4g+O9ZuNR1TVPDyx2mkT3Nw0zrHbhJJ/vEkgWxSNAOBhgB2rM+Mvxw07VP2VNC8N6qZZb/StaeTStozs8wIGHsoXzST/ANNQO/Prv/BIXXB4j+HXxB8H6kFlW0u4pp4s5EguImicjvhhAp/EHvXyJ+0HosmgaDe204aTUPD+pvZHjlWO9JD+LwxipzmisFhsBmeH1+s06lKo9+Zt3u/+3ndeSXYUvdpRlHqncZ4rkPw9+FXhpLPxHJPH4tNxd6hpSBkSz+y3EkFrv+bEhKNKwO0Y3Hk9R7LYXWiftB/st6Xb6JHbafY/DRt2tQzPi98RTXMwSWRNpw1nE6wITyWYkEKq5l+UtEgl8W/GDQ9MS21N7cTxX+oXGnFUuILGN1E+13YKHxjYT0Z+uM4+v/2yfg3oPwYfw/4h+GV9aW/h3xfYtHZ6fbTBWtF8vDbVb5hAQecj5HBXglFGWHoJ5dXxUFFpU4wlG/vQi9qkb7fvFzW062IpRvFy6af8P95x3xi+JWpw/tF6J8QtJgs4tRttPsLu5a3OCJbcCJZHUAcH7NHu25AD84Brxn4lftGar8bf2hdV13UHa7u7+Np5kVuBI8kXyrn+GNNqKD0CYzXS6h4pm0jxLofiCaaI2LFtOmK5KtE7Bl+q7mZt3GdvTHJ4Tx78Ik+H3ximvLNWj0XXbKeWPb0gm3x+ZHn/AIEGHs2P4TXy8M5qYpSo4yV1Nc1r6SnFWm3/AHra+je1tcZScrv5nL/FfxrJ8X/2i/E+sQvhY/I0mByuVWK0t44CwH+0yBf+AA9qKu614Tmu/FSto4ht5vEMX215SmYoGAzLkDrlz9d0vtRXo18ZGo1NzUdFo99NOz6/iQ487cjgfC3xJaXXJ7O6ZS+qwSwyDtujjG0n/eXd+Jr1L9k/x7b+INa8TeD7/Bt5YI7xFwCdrYSRh7j90R6EVz3i79iA+Ho21eHxKlxrluv2mPTorf5SgJ2guW3ZOCB8vzEEdOa88/Z516TTv2p7SVXKxNZeXKP7+/CAf99FT/wGt8TTwWY4GvPBTvyxvs1aUWmrXS3Wia08zTlSlp2PTdHml0b/AISKK+tRcXvh3VGukjIyBMu+I4PsFH04Nc38ebPxJZ+GPDC6Xbz3EEEsl/dSxMN7XLkBXZAd2ACzbsYHmtzXpnxU+zWnxAu7eIIh1mya6x3clYo5GP8AwPP515t4o+LR8D3eh24g3zeJrp5LgMeYYFTCr77coB7Rt3Oa5MtqTq1IYilBN2vZ/wCHX0t7z9WiY6S2Mf4peJ7vRZY9X0+ci6tJkSZk6RsDv3YHGG3DI6fMR612+veLpNX8FW2pwWiQyao0P20MAWg46fiSoz1wB6mqvi3wnp/iP4fS6veRSacjbkmlWMN/aSfwssfd+QC+Qp5LEnFZC+KBq/gEXEYCW8wSMKcZEiuN2cdTncAf7qLXZyU61OEox1jKz/y87Wv5WXmRe0b2Of8AA+tzaz8Y4ZZchoUII3buEh2L+mK1PFevv4q8VQ28WFN9cJJMy9BGm2NGP4KDj1ArjPhFevJ458SXYYKthBMNzdEYyAA/jjHvmrng+/k8R/GG1s7MN9msyQwPLPhCuTjvubAHbPrkn2q2FjHESqz2hBfq/wBUbSiua/lc948V/EHRZPDdtoXie7kt7rxmkkUUkeIH+zRuAhdhwGdzxxtzGykEHnxb442U3gTVZIILgzRkRgTYKuyA5Rj/ALQPB7Zzya9R8Z+APC2tawut+J2v79dOZbWyitC3kQKCo3HHJJI3n+EFmHJrzv8AaD0prfTDC8wvI4k86zuccXVqxwASOrIxUH2dT3rxMldJV4RhfX4k17t/7vorJ/eiYJOxH8VvEUnjDwLBdzr5Goz2Vu0mcDewkBKn3649c4+uZ4c1dtG+Etk5wrTSzXTBgeRGSOn1C1n/ABf8QR6z4IF3AoW2ubCGRT3ZwfnBHsePoBVHxZq4i+GWnWxbF2ljCisTxI0hDMp/2sDr3r6GhhOahTpWt7+3y2+V0CXNHl7s9Q/Zl0rQ9W1F9dtTqdrqFkCub1UubYMMEtlQhA5GcjGCeabpvwJ8WeFdf1G5ne11nStQjY3UsdwCJkPJbDYO7PPTnOATmnfAS0fSfA+m2m1lkvP3txxggfe2n6lv/IdejXGoav4P8UG3ht57u2JV5DFGWjiD9cnBVcHIIbggZPWvnsZXxEMVVdH3k9Gn2T0s9073fXoaKvKN42ujzz4K+FtX0mfVHjiivPD5LQXgMq5TjKuUznGDgnGMZ9K434lWM3g+wnsYZn+zw3JBw+A8TYZQfXBKnHqua9G8EeJI/Bvxym0uVVTSvEqNCE5CAkFo+OvXcnrzXl/7TM76Re3UDsS8N6sLE9W2oRn8dor1MHTnPFQqLaaV/krX9d16WKlXqTmm+tv8rnU6d4i/sL4VaTGWIWWN7iRc/fUMXA/MqfwrS/Zy8Hw+KNeh1q6kknaGaSWa3UBDMqDcPmJ6szOoB4yB2Nee/EvVv7F8L2lpuI8i0t7X6Njcf0UV6x+z/bvoXw1to8/6TqPzLuONo3CQ5GOQCY/y6jqOXG03SwUpwdnUk/ud2/w/QzhJwvNddPl1Ma2vvFniD4w3t3Y6ab65ExuL9DMkTxRsxDoEYj7vQAdMKMcCs34h+NLr4a6hPc6ULR4JrtZpILm3SeFldMsNrA4y3OVweetauq+Nf+Fd/HTStWMmy1v5FjuGzlXjkwrH6A7X57j8+Z/a1P8Awhms6nCmPtEV0jIB0t1Zdy4/2gCB/s4/vfd68FhIVp0m4rlkrNd9t/T9S5151HHm8l/w56j4e8V+FfFnhTToNb0y18PX2pRmRfsTGG3iJOCSPuq53dGBx67unPn4Gap8Lm1K9t9QS+0YRxhWT5JYcMQGYZ4IJADAkHPY4FeUfE/VzpHhe0s1ODFa29rjvkLuP5gCva/hTe6t4X+HOlwaquoGK7gaMvcROvlqUGVLMPmUqxGOwU9unmYvDVcLS9rQleE5P3HrpveLeqdjN7X7nI/DWy8QXvjO+163tru/UTyDVZVIJkV/naUjOcjO48djjjIGb8bLSLTYNYNuMLcTR3bKOzHYGP6E/Umuq+Bvi2T4f/G6XRriQiDVw1uSTgeauWjf8RuH/AxXNftK2v2KTXLaP5Z7REBjAxujD8MB67MEj8RxwPVp0nPGU6sVuo/PVW/X70a1q8pzjJ76fOxQ+CmpGw8Ga9eqxV2Kwo3owBxz9XH51jajdtrPjK3sYgpWLZEqZwHwNzAe55H4Cn/Dy4+yfCa1Gdv9o3rSNn0XIz+aCqfwNt38ZfE77QAXETNKo9Xc7VH6n8q6HTjTqYjEv7N/w0X4pmdrTlLse7TX8/gLwbouh6VbTTySMNR1LyIi+IcvGmcDgF/ObB/uR+leL/Hi9SCcKAAjXkjYHT5sk/qc17Z4W8zT/H1/4oS+BguY1060t2X93PCirtJ54YiMtkerHnOK+fP2hLhvtrQpG8RGomONG64Knb+Yx+debkNGk8TFJ3lvL1d2/u2/Ar2icoJLbfz3PSdL8eaf4b8GaNBrdkuo2ps1uJmRvKuomYDDI4I3H5mGHyOg4zXoHgy/svhv8PppdOW+Nnp8Ut6cqHmddrOFkA4JYYjPGBuz0FeHeNvGNr4U1q18+2S+s4nispbdiAJotmSMkHHJ64yDggggEe8fDa70+5gtrnTdW2y6gqn7PephZlGQyB1O3cCe6544GCa4c2w6hRjWkm1JuT3s+tra23etrdzFO2vc5LRvic+geNdFjlibVdP8QJJI13KMNLuyScdPN353KehP0NdL8UvHPiqbwhpfg9tfluvA0V3JqelxXDMy29y+cx5VS2PmJUHgbmPByTjeIPBtz8LdNgtIWkaK4kdonxgGTdu2ccYK4GBzwOAafpPiiz1mzfQnfM93bm8ikLf6lxI4KL6EbRnH+1RRquF8RhX7jVpWfxRvvbuvu0fkaxrNJqOia189bmB8U/iXqSaXp+hqkYsLSa41CC42niaeO3jljznBwlvEeORvPXNddrehT+NvDXhuyW4tIriHzCkU0vlNdhkhDLHn5dw2qPmZT83FeH/ES/uJNetIAziJ4VEab8hXLEMcdjgLz3wPSu++JXiNvtEWnrdRW0SKLZHlJCRvIOSSOg2qnPbrXZjMPUmsOovVJ28rJJfnqZSu1FnsHwf1C70yW7sbyO6s1NwIjbtwUKZxJtHX5SSMdQx9ARem8Q2+sa3r9xJdSXKaRFLLFIr5jCRxO+2MDggbCu7ncdzcbiBxXwx1K50vyRqdzcw3FnshmmZt0sc7AkEnngFSd3TA645qbwB4euPANxrmlXuyazngIt5AuFdGjkUkL24IDL9P9k18picOnOpKcvesku1rq9n26287jirqx1Pw/wD2n/Ef7MvxPl1jRdOfXdF1S0EWvaYsrwfa4FJO7zo/nhZNow46ZIIIOKoWviSTxv8ACTX7+7lZ7mZZbqRmlZjvN2pJ3ElicMeSc+9eXeMtcSPw3ZTSMsk09oqpIOd+Wj3Ee3Ufoa09C1C4uP2fvEUNs+yee2niR/7hJXn8Dz+Fe1iXiJ4DD4WbtGnUVr9NbP5f8HuWqkpQUHsv1KXwo8X6s2uXmoadeRxpqsiqYpI9wntYX2qu4cqCXeX3Oz0FbHxf+J1/pNtZ6dBPKq3QcvdM2dxVixiUdlyWJA45I7nNP4S6ABDb2duTFJJbl+CoMFvGAMjJA4yvfq3tXc3v7L1x8S9CsptW1WPQbXTFLhlhM0jLlQMqSu3OFwpyxzggGubF4rB0cUquIaUNvN2+HRau2y0e1+w6FTlqRcldLoZ/iDW38T/s9W8rokbRXVvM6ZzsCSPFt/8AH1ru7m6m+IvwMeSHbLqNtbfaIizYDSw5WQk+hQSH8vSvP/Eegy+DfhZr2kySrc/ZvJljlC7PMjN5CwbGTg8MCMnkd66T9mHWBNpM1nef8e0twrsM4PkyjYw/EKx/4FXg46EVhXiqW0KjkvNO2nzuZ/aszh59YvfBfw1ia1P2m60uUwGQDhkZgcgc5HK4PoM8UVJLGrNqmjysFltZUjlC/wADKFGMf8Bor6GhXwsLrEQUm3e9ujs/zuVTrRgrOKfqc9ovxWmk/aKS9kuGeHxXbmNxkhQyoJI+/AAyijsCB2rhItOHh/8AaM12VCY0t5IJI9vGxQ7zAf8AoArndc8M698H/H+mWOrZuH0rUkltrmPO26tjKSGA6jhtpHbb3611fja8VPibq1wMb5YYyT6/IoH/AKDX0v1BYeSnR1hUp2TWzUZKz+52/AJR1/ruetfGdQnxE0XUdxw2ivZ47Apcs5P1IkX/AL5FcFYeGNOutYPi3xIsn2Dw7visIM83BAK5x3BO7A6HJzwOey+LRbVZvD6KWDyG4QkdVX9ySf8APc15b8WLnXde8QR6Nb6PqsVlARa2cQt2/wBLkIAJUAc/3QOv515GQYLEYikqdFPRe810jdr5X2v0VzJpt8yNjw54yl+MGteItRnu3W80yNYRpkcpMRsXB3KF7up2sGAyTx0IA5bwr40tdH0vXPDV7JMt091HNZyLGGiGGAk3NnIXA4wCSWH0NDQ9IPwD+MuqrdXVwdRjZE1FNuIoWI+aBe7FBgM3A3ggcKGPNfE+aOy+LNvNHt8qaYKuMYxkqP8A0EfnX2GFyqnDEezqwfspQUoOzWqj07q9nfs7G3KneK7G74M1RIIvE/lZSCfUlhyerlSzlj+B6dh+JOh+zRcSXt/rWsK22SRikTd1Zj94e4Lqf+A1yE92dE8G6nI3ymaW7u/xxsBrpvgDeJ4d+HFvcyg4ZXu39WUAtj8tv5VOYUnLD1JRV3Jxj9y2/AL+433svwO38YfFWXTviTaaRGUfSobOSG4U8rvOw7vwyFI9jXO6F49tvFnhrxD4Xl+abQWBs3Y/MYpBtPPsxz+K+leceHtcu9UgvZ9QV0uriabcWBBPmPuJHtz+lHg130nxF4huyzK8/lxqW4EuFwcHuMn9K2hw3OnF0+R80Utk9ZJrX5ptPyM0krp7r/McviN9d+H13o+xxLYlo0J/uyPuUfgd36U74s3v9oX+m6chIS7vFjUdMBVVP/ZjWVoHnWXi+83xOttcKHDEfLlXGOfoT+VT6qsmofETQJmVvs1s08sj4+VCemT+Ar2P7Oqwrpqm1ZOWz3cf80bJpVG1tv8AgfS3gXxRYaLai+1K6js7bSoVMty3ZByBju2WCgAHJPQ1ieJf29LWY28eh2OoW0cFzmSK4hjMd1DhtwZtxYO3BBHfOc15D8QdYOvfZ7aORmt4SzkAnazEkDPrgAY9MmuZOjgjpmvSyLw1wOLwv1nNE3OV7Reij0u11b89ltrdmUHZanuvx61qO607SfE+iuTDlL60l/55nIYg+hDBePVj3Brh/jP8RLP40apFqdjbXFrFqWo20TQzkFg20Ix4J4qpofiFp/hfe6HOxIt5DNbg/wB0gkqP+BgH/gVcz8O3F5b20ZP/AB56gZGHcYUkfqRXhPKFl0quHq6ypS9194vVX82rX879yr+7zdmb3xU1M694u0+xUk/a7xg2OwBVM/kDXtN58S9M+FuhxajqMd1NaoIrNI7bHmNkFyACQBjL857CvH/AHg+Txh8UYNRlMrW2l26pFHFH5klxcybtiY7LyCSewwOa+vvAf/BNO++OOh6ZqvjPXZPC+ltI81vZWUSzXd2zkYYHO1Fx93hic9BxnxcesBh6mFWZy5aK1la7b62Vursl8y3Sk1FI+Zvil4/tPF2gxXdmskc8ju8aSgCS067lIBID8A4B+Ube/Tn/AImfEtfjRpOl3BjljugbOwuzIB+9mUqruMdjnvzX2r44/wCCOnh7T9Ckg8LeL9bsNQ5aKHxDaKLeZmXBXzI1Upnjkqw4FfEniP4MeJ/gD8QtQ8JeMdIuNH1XT7tbpUkGUnjIJSSNx8roSpIZSR+orowWOymu5rLZXjB3indSSb6oJ03GN2tmj2DwfJ4a+HC23irxT5dzqmoXDf2Jp5AaRyPlE20+w4Y8KOepFddN+0DFeanb22ufZorHWbhbS2QKSYZSpYFievzDbnHUrwOa+VZ9duvGHx00ua7lMr2mnBh6IMlQoHYAEYFe0/D39lHxn+2F4lt7fQoo7DQdHHmX+tXjNHZ2TyHdt3AZeTaFIRQTz2HNed/q1hK2IjPMKvLHlcnNvSCV+VR+dvNt+djNwfuxXYxvjzNP4R8WW+o26vHdaTcRtG5GFlC4kice3DLzz+7PWsX45fGDTvi3Bq2t6TFf2kYt40kW4VUcSIc5G0njG3nrkGvvvxR/wTH8K+JvBNpaeJfE3i2S8WBUOow2CW0MzgD5wrhzjOf4v4jXx3+2B/wT/wBc/ZL8F3lzbainiXwvqz+Xb6jFF5bwufupKmTtJxwQSDjseKyyLOssrJYepL99Frl3SeqvbTra6RpOnJKN+jX3Hnuq6tHpnwu0zpDPBprSyKBhWaQZBHpznI9+PQaX7L8Bt/DupXysUluSURh1xwgI9wXYj6VxHxl1Yaf4Wu41OFUQ2q/QENj+degfBdV0bwZpcDEJ8qyyMeMfKS2fbLZ/AV6GOg1l8mt5y/8AtvzZDf7rm7s2f2hPEN14e0jRZ7NzH/ZconCg4DMR0I9Au0f9tDXH+NPGya14r8N6haR2k4vLmIslxbpOhQBmPyuCA2ONw5GOtZHib4gS+MtC1SG6LHM8s8Ab+CNirBB/u7f1rE+G2g6pcaZa6hLY3psNPmlKTmJvLAwRwcYx8/WuyjkVTBw9nXj79O6fmpK/5jUPc5ux63c+K/hv8UdZtND8UaTLoOpXTs1rqGmzOsLEHA3oSwXIHXBHXla77xD4NuvhxpdrPaNFf6XbbPKlVeOBx5g7Bhlc5II2jOTivmvRPC2q698fdGsY9Pu3uBYeZFEYmBkJLAkZ7fNknoMV9SaNpl78L9Pki8Tz2s2lYUi1jZpirvIAiOdu1Ixld2SRyPXB+ZzrDfVJ0qdGbd1f2bd939m+q6eXoTONlFeVzotR8UWeseFLdoYpZNN1mEgSTRMRaSY4UEjGRk4IOQQccdPBPC3h7WtQ+Kwi08RyXOmZkeFplViisfMVAxG7O48DnknFdNe/tUalffE2TRPENtaReGr1TZvBGuDaNnAff1ODjJ4A6gDHPI/Exz4A+Kml6hdfvUil8syH/lqNuwSfXayk/wC0Gp4PL8TQbjOCj7aLlFJ80X0fbVPSXya3KSd36GbqVhL4i+LmiwQtb/MY3YSTpEGVZCSAXIBOOw5rc+MvgTxNFqkTy6PqMdtc3BJuPJLwqDtVCWXKgY9TXG2N0R8StHuGO77HYTTtn2Xb/NhXVfBj45+I/DvxWTRrLUC+kRQr59rON8QJAOV7qct29OQa9LEUq9PlrUEn7ODbTuur2euui6fcTDo+yO30iXUH8A2UN5KyX1vbmNtynAjIIUN6lVKMD/dYDHetv4a+J7/XfC1zpd8AdS0gtDbzlsrMuwY57jay89wynqK3tWgsfiT4e36cI9J1JWW4MLABJTggqwHQEFgHUdeo9PItI+IL+GtWaFm2x2si3JYjjyQGDj64Kge2PSvl4J42lOMY2knez6P9U/62ITsrod4nvltvD8UUqusELvEiHCtExkAyM+gByOhAHsR13hW3uNC+D7LPbvNDfGSIzRESQEM2M+YuV+6PXPbivOvjrrP2fzVjYBJrs5weDkF8/wBa6TQ/iVqHwt8H6PNps5hlWw8+aMjMc24KVVx0IyT159CK9TEUJ1cLS5Fq5XS9Lvfpr5McV7i9TqvgFI3iL4i32pEn7Bp8fkLhiBIdwKrx1GVLH8Bjmtf9p74y30N3b2OmzGODQ7pJZW3ECW5Ugk+4T/V495D0ap/hv4gbXLKO603TrHS7vVV+2i1hASFZCg2ngdOFJ49a8i/aCkfQ3ngMTwus8aOkh5X92PzzjOR1znnOa8jB4WGJzXmqR+FWUdHbo3991ccfiSR7H8RvEMPij4eR3UW4pqsMSDv8jyRy8/8AfvH1NYn7PXih9T8cas6yH7K9uI4lHQ+Ww5/HzM/ifSsbwnZXWu/A2OyjlVJobVZmmc8QJlZSxxz8qt074p/wZt/7D1/TBFHIlreW0ksEkqhJJ4jkq5XPGQB19KUstVPLcRDdRckvlZ/ohckrOXY6Dx1rjSfFTxLGbeKBI713Vh96YSu8wY/hIFHsoorJ+LF21v8AFXVwsbyPMlkyKo5fNjAxx+Jb8jRUUsMp0oT2vGP5IynfmdjnpJm+Mnwpa3uP3uu+Hxuhl6vPHj17kgY/3lU964nxVdNeeN9oJL3iQqMd88f1rb+HOtf2P4ocqdqo/lSD1jfp9ACPyWsrwtfmP9ofwoPK8/bcWsnl922uTx7/AC1+g4il7Ks4UdKM4ucV/LzNOUfRSje3Q6F8dmexfE3xYPAaxosYm8RKnk2sYXcbJptuWI7ybVUqP4ep5wKy/hf4M8S/BrwZr/xA1GHUIJypi05fNyr3UpIWRwpPKgs3zDny2B6iuTvPF8OkfHyzjuZxcIb+dBO3O4sWijkP5Zz7+1fbM3hfwrrPgjTbLX9bS20ZoH/0a1Xzrm7ZxsBwM4XGMH5jlmwO9LI8PTpUY4Oc+SNRrnbdvcTvJN/33aL8mzqw9HnW9v67nwbpGmv8TtmmX3nz6qAfsd7taRzz/q5SMkrnox5Un0rgfiR8M9bg1ZbWeIW1/pswDxz5R0IIIB49Pz61+ynw++G/hz4G+B4G0eLTdHsJkVlFpCHkuQeRukzl2I7nOPXAriPjV8N/An7Qur2t/wCJtGSe7sl8uOWCYwyPGFChJHXDOBgEc8HPYkV+yYrBU8So+015dj2P7BmoqUZrm/A/KDxX4avtZ8L3VnCI/NlhMabmwMlgTWzpdrJpvhK207JBigWFsdONuQP++a+3viX/AME5/DXiOwkuvBWsS6ZeowH2HUn82B89AsgG5fxDc+nWvnT4lfs0eMPhM7nXdAvbS3RsfakTzbc/9tFyv4E59q8mHD+FpOLs3yvmXqeViMurUFacdO6PI/7FNH9jfSupOkgDpk/TpR/ZPt+lfQ/XZvr+Bw3izlW0cgjjOaQ6Sf7tdV/ZPsfyo/sn/ZP5ULGzSsO0dzlRo4PUCmtogJPFdWdJLD7hpP7G/wBg0fXZ9wtE5I6IdwxuUj078Vt/Cj4JSWl8+qXazy6M7GaZQ6rIyIMMyLncyjI3YHTpzXU6F4Ohjtl1DUra8OnsWSERKR9qlGP3e7+Ec5J9AQOa6m6gn8K+J5xDcXNnp9ssNtLdFfOls9qbzbRt06jHQdBnjOePFYfD4luVaCbfr0KgktG9DR+Efh+z0r49eFzdX1jHPrV1BaulvZtHZX1k8qqsIdTncBnDEfLuxnqT+pnwV/ZvtP2ib+/1HXJ9TOiR3Uun6do2nXclr9rWJijGWSIrIY8gjy1ZVbDbw6kKPzc/ZY/Ze8WftifFqa60ORdD0TQLpb+4vpctDpzMwZVjXjdKxTOBjoSSBX3L8b1+JOlfs9/EHwn8L9Z1Xw941QPqHhjXLRGQCZ5hOYvMAKozSCWMhuNsqk5BOP5o8caVSpisFhMtrOlecIVJw+OnCUkpSi9bNK2q1SVz7bguhh6+NbxFtItw5tpSS0Wvo7efmZPiP4G/s8eNfGvibw78N7vw34Y8deELiW11RfCN8llqelXEblGFzBGdsoDgqVuI3QkYIzXXfAX9l3wx+3T4ETwp8YNJh1LVfAepPbf2hZyPayvFtV1aN1bcscqMpMZZgu7GSUBr8mv+Caf7Ifx4+H/7e198Vvirba54bFm9/d+INS1y4X7RrtxcpIrKfmLSlpXEhblcp13YFftj+yglz4Q0e+1S7iktbrXpjc+U67ZIogqJGGHUMVTcQeQXweRXzWAyn/V3iL+zqOPljcOoxlzzlzShO7vDnT1ulzNLurq+/wB7xZHA4jJMPjMRRjTrubiktOamo6ya3spWSb63sbXi/wD4Iw/sua74c+y2nw4ttGvo4RDFqVlqN0l2oHTLmQ7uf7wNeK+KvgVHqvxL0r4SeDnn8FeBfCGnx3Goy6dIY7yVpSwSKKU5ZZJAjF5uZFVTtKtIHT6vm+IzbD8/X3r5/wDi7r0ngj4hXmuidrOx8QWy2b3oHFjcqXEbN2AYOACeN0YHVhn1PEzPq9bKZPK0lUS0sttlzW6uKu1p958nwvhcBiM2o0sWkotta6Juz5U/Jysct8Uf2SP2bvhv8S7HwFqNp4T0b4m6rYDUrO3uNReDxJewksBPHctILqQ5R/mWQt8jehryD44eAT4c+CfxF8G6zfzazpUWh3Gqafc3eDOnkgOokIADMjhPmwNwC5yck/mrefsU/thftB/t3+GNT+IN74v8T3vgu8s7eHxpeXpu4LOwtZt8bwyglj1ZgmN5eQlgGLGv1U+LXwv1P45aF4psZZLvQUv7IaZBLPbsjyK0iSTEK2DsZUVA2P75wRjPymP4X/sDNcJHDZtPGYaquecqj5/ZtSVpKS73+FWdk730t9XxJLC4jIK8sdRjSxFOcYwskpO/xK29kt3tex+P/iH4ceIvjPPZ6P4b0m/1m9ur9S8dtGW2IAwLOeiqPViBX2F8Pv8AgnH4i1nQQmua9pugLLCY/KhQ3c0W7AYHBVegxwxr0rRNLtfgI0mhWNjDpbWxG/y8Fpzjhy/8eR3NbVr8amiADkN2yGwa/rfL+H8DUoUqrl7SK96LWzvZp6PXp1PzfCZHQVOLqvm/Banluq/8EkodJ046hp/iuDV50RvJsL20+yJet/dMqu21M8Ekc9Mjkj558X/s/fEv4aeKb25v9E1bRr5QQwjbYPL6Dygrcx4AxsyDiv0q0LXYNVsrbW55sxSRxslqf4cIuAT/AHe4GOhFa3xr8W+GfiV4Vc6nLZyWyKWjnZlWS1bHY9Qfbv6V9XKFKo71oKXqkXiskpSj+5fK/wAGfmT8L/jKnw60G6Enn32t66Sk2oynzZdIjB2r5W7OWJG5h90jbnJHFfwt4t1bwN46mj1y9k1fRvESeXcyyyGWK7ibgSgn0ycjqBuGM12Wo/s6nxHr2uapPeR6Tphu5ngZ4cl4wxPmEEjap61wXixLaa1tNNsPMlstO37JpBh53cjc+P4V+UYHoOeTXh1eHMsqUa0JwXNVveTXvLtyvoo6cqWitfe7PkqkJR0nutDlvjtpQ8P+No0MhlSQCPe3VuMLn3xsJPqTUnxp14+JfBlszMTcWaiJj3wM4/Rl/Gsb426rJqGjwGQk3FmoUsep4wD+SCoJYIfEWmGd5JEW7VRgHIA27s49a/OfZVKdKjTr70pSV/PRP5aXFdpwnf8Apf8AALHh2/8A7St4dQJBZ7BYGPu7Lu/Va1P2afD174++KXiAWMYkmadrdXbhIQuQXJ7AZX9B3rB+DGmf214It5ppTCrSNgAbvlV2b19jXpPwZmX4YeDda0+xnnt9S1SeS9ub0AK5XI/coewAy2epyemK5sdQrLDYn6vG7jaPkk3u/JW6E/BzQfp+J6zqfw/0/S9Qni8P+JUvPGenweZ9hkkUW7qAA0RUDK7sDqxwecDqPB/jlevZ3LX1vFLbrqEZZ4ZBh4Cx/eRsOxVwRj2rl/Ani6/8Jaxqd3aSsNS09zPGST8zc8H1BIIPqDXov7SjW3iTw3Bq9uoT7aPNdM5CsQFf9Qg+oJ714OEy+pgcbThVl7RS0vZJ3snay6du2q1uOKUanKzhfHupT6l4H0ozA/aTLCmD1J8rAJ+vFdX8SvGs3gm4gmspFWazaG2j3AMrKqFirA8FTkgg8EEg1m6R4g0e8uNIOqaSdVtru5t2RYrprZ7dvKByCAQcYPBHPrXoeofBfwP8e5oodC8U3ml6sjtcHTtRRHaYZw23btJXjqu7HcV04nFUaEqf1mLUFdt2ule29rtWtu1YINXSlsmzo/DN1b6wmlalp1x9isGkUyJG+02cqqR5Wf7hLBgT2AB64ra+Lnwom/aL8J3NppyIfEujBZVIYIkgK5VWLEABwx25PDZAJ5ziW3wtvPAekf2XqMLDS5FFtPdqrSQsrEkvlRkbSzcHBC846Uv/AAsUfDXxD4ZutPOoXFs+bO5t7oCT7TFCmxbxggH3ducHIyrDuc+HhcGq1T6zhZXlDWHmr6rzvez+XW4oaO6N/UZtO8MfDDXYre4g061062jt7e7Fs0l5bXaxjf52OgG0rt5BBGM9+O8D+KIfEfxOtZotplW1IndJGaKR1Xbuj3AEKRjAPT6VtftB659nutWFrcCaG/0/N3Og2C9kDOzZXAyoO3BPJyelec/s8zh/E91KSAlvZkcngZZefyU13YivCrgKrprS34tJFyqJxcVsj0P4h3sNl8RtU1G5YLDFbWcaseeTawgn+Q/OivN/H/itrnylLkNcO1y4J5AJwo+g5/IUVy4bKFKlH2t7pJaabaGKpuWpDqhOkfFo20yeQmqq8bIOkcnOQP8AgSsB7EVzXhLxK/8Awt+11OElZNHspHWQcr5iFhkHp/EDWp+0xqktpqdlqSfJd2jq7FePnB/l+7/WuL8A3G3w3CwJ+dlXd7EHP5gkfjX10ZyeX04VI2kuaPpe1157H1WRZDHMMLicS58rpQbS3vo/8rHovh7Tbb4m/FyO/sGSGfS0WTULPtGcD99H6pufJHVT7V9gfsreFLXxF4d1/XL4rFPbBVsjIDhZGDFUXHXACj2H1NfCn7O2tT2vjPXtZglaKZbpooXU8pyRx/30K+yvAHxXFj4QtY55QH+ZxHFCsaLk9goC8gA575rryzJ6eNziNOsrxpxu10bt/nK/yODLMOq2I5ZaqK1/r5m/8IfjrrfxLt9YtntZ5k0a52Laxnc9sj5+Xb94ncjknHX0xitTUfiFLpN7JBMzJInZgVODyMg9K8p+GGpjw18aPGN7EGitddjtrtBn5fMzIH9s7iW/4FXq1p4lj8TwFL4pcWkXVZAHJHfbuzj6iv03KaE6OFjRqO7jdfJOy/Cx9TgYyjRUJ6tXX3PQIPii87qiSMzNwAvJNeqfDj4yXHiPRrqDVbe2kt7NBCxlU+ZcEj7rAnBAHU+49c1y/hP4laD4MtBDptrBYADDGNAWf6t95vxNdh4o1qwvPCTSaoIpZbmNZIHQ4khUjIIb8enT1zXpHXa58mftVfDrR9C8axX2h2yWltqSs0tvEMRxSAjO0dgQenbBxxXljaPkfdJr2H4na80t9cWKsLu3blWIHA7Z9xXLeFvAdz4r1dLS2tb24kf+G1tjO499oI49815uIajO0T4TOqNOniWqTWu67f8AD7nC/wBi/wDTOkOjZ6JivQPG3w8fwV4il017qxvZIQu57Z96KSAdpPTcucEcgEHmlsfAN5aPFe3FhLcaZE6tNLB+9jC56FlyB9CRWCqM8nW9jz1dGLNgLknsBW74U+FOpeKLyKK20+6uJZ2ZYkVCA5AySWxgAD8+g9vadMsrQWySWaQLEw+UxqAMfhWjZTtZsrLJLE8bF45Ijh4yRg45HXHqP8aVQ3jTV9WePab4D1vwrdXUD6NevbB/IvbKblJMHhlcAAMD0I5B5GRkCn4o8NeJfFc6tc2t1JFACsSsF4Hq2MAsQBk98V7r4g1uXX51ZgIoIsiKLOQgJyST3Ynkk8k1n+RjuKftC5JPRPQ9U/YSk8P+H/gr4f0XUJ9T0fxVJ4j1K4tDCgCyt9iiADkggEIGK54Oxx3xXvFnda3Jodp9ujm1fToFaGW6kxLPcGMlDKUVQNxZSSFHfgdBXzZ8BviF/wAIF4pMU7p9h1HEcm7pE4yEcemNzDPoxr7A+Bmsx3Zu9McjzQ32mEE43IcBgPo3J/66Cv5U8WYYzBZo6kNpPmT7p7/dt9zPtODcPg8Xi/q+KW8XytNpqS6q3W199DF8E61ofxB0ODVNKl0zxDpjS+bFdQSLeRJKvdWBYK49sEYxxVb4+33ji8+DOvwfDe60uy8bz24i0q41EZtraRnUNI4w2dqbyAQQSBkGvzh/4LXfsX+MP2OPihcfHH4T6l4g8OeHPFFwDro0S7mtG0q/Y/60mMgiKYnOegk3Djeor4u0j/gs5+0p4FQR2nxW126VBgf2jb22osfq08bk/ia+jyHgermlClmWX4lTi7Plmm7NbxlZu9tntdH0WacF1KNq8K6mv7yd/R7n74fEe9+IMnj74fTeG9T0geHrW9uE8X29zFtlvbdrYiGSA4JVkmUEqCMh+cgV1epXaanbyW80MdzDOpR4nTekikYII6EH0r+fMf8ABe39qG4JQ/EW3XdxlfDWlAj/AMlqyfEH/BVj9ob4owtBqXxa8YJFP8rR6fcjTlYHti3EefpXq1/C7NZqKrVqcUv5U7vVvXbXW3pY8vAcK1sXNU/axj9/+R++3i7xFo3hzWbHS72azt9T1NSthpZkCz3YQFsRwZyVUAknbtUDJIHNZPiKfWNV0+Ky1RptKtpUkkJglH71FAUoQV+UfODkHqteH/8ABGX/AIJ6ar+z/wDD24+J/wARFu7r4keObdWVdQdpbnSbFsMsbl8sJpCFd88gBFOCGr3f41+PbTS9R1G/mkxZaPCYmZedzKSX2+pJ2rj1SvxfOpSjm/8AZ2CqOrCGjl3ltaK10vZLe7v0sezn3D2Ey7Kpzr1HUqNpRbbSWutlftfe/wAj4M+Juu6NoXg/wbB4R/tm+0iHTZUjubuHbNMou5sMR0AJ3Ff9grXEH4j3Eb4aOYEevWul8Y+M/EvjHxffapCdXslupN0cFq0iJAgGFQBcDhQBSv4k8YakiC5SW/aJAiyX2nw3LhQMAb5EZjge9f2Nw5SqYLLaWFqv3kru+urbbV9L2vY/MYZziIRUIPReVzpfBv7Sv2/wdFo/2Wf+14AVgYuqJdrwFT2cAYB/iwB16894U+I8njHxtt1C1EFraxyTTecxKrs/vccAH1+lRwf8JW7DZZaWh65/suyTH/kOtyfVPHeq2pifV7ayVyDI1vDFBJKRwCzRICxHbJr2vrUu/wCH/BLedYqSs39yRzPim41T45XeoW+muLTRNNie7nnmWQLMqcszbVY8dQuP14HGXvgbS7vSootG/tbVNUWT9/IsAW0VMH7ufnJzjqAOvFeozeBLzWyp1rW9U1YLyI5Z2ZR/30T+mK2tN0aDS7ZYLW3SKNfuqg6n+pqPaXPMd5O8j531z4NXGoRMt7ok0y9CTAW/UCscfDax0+BbZbPyViG0ISw2jGMdfSvqUxk9h+dVtR0O11eMJdW0E4HTeASPp6VjUpUp/HFP5IThpoz5l0fwLaaBp8drZ26QW8X3UGSB19fqak1Lw/NNZTLBhZShCk8DJGMfj0r6Bf4W6K5J+wgZ9JWH9ail+EuiyKQLZ0J7iVif1JqZUabhKFlaW+iV7i5H1Pj+D4Z+ILDxncXJs99pcId7LKmM7gemc9M1r+JZLyy8IzWV7GyK5kkiDEHupI49wD+Ne2+LPB0fh/W5LaN2dAAy7jyAR0NY194YttQh2TwQzJ/ddQw/WvExGQYepZptSVrbW0JlP3rv+rHz98MtQWayjV/vafcyMPxU8/8Aj9TaFFLrHxx0wrIYU03TxcPID80ZLlcjHOcuMe/pXssXwq0azaQw6ZbReact5Y25/Kuh+G/wL0nUfFVxdzWcNnbxW4jvbpuHSLIYKpPGcqDzwAMnsD5WZZdTwNOtjMRUShyvvfXTa2rbdkl3KjUjzya63/E9A8F+P9Q0WeHSNfgkSa+ixD9pkEsd4hziOXaAA2MDOc5I6HDV5B8f/Frwak+lWsTWWnK7I8WAzhXydiv18skhgvYkjtXuet/EHwrrmjr4XhspFtrhPJl1RhiWVs/Iodjv2j34JPOQa8B+PdjeaK0c0sn/ABMNMcRmZesqjLRSj3OGB91r8+wVOFDFJUqc6XOk3GVldPaUbba6Nbp8u6eltq/LF6Mqanr0mq/DOz81mM9vp89s5fOSUVcH67StZXwSuvI8I+IbvP8ArRHbK3pnI/8AZxWl468Tz+KNEtb+VxJHeac5U4wQcDIOO4zj8K534Y3a2XwstgSAb++eU57qox/NBXqYzLnhYVMPK3xR22197T5GEW+SXyK+svP4m8bvY2uDLjy0B7bVyf1DUVP+zxBJ4o8d6heqjysqttA67nJP8gfzorhzLMp4OqsPC2iV79zapUlB8i6Hvvxy/ZOk/aOub278EJBpd7b2Aln0m7nkma5dWIJt2VCx+VlyrDI2k7jXzx8O/htrMTyeH7jTbu21a3kWKS3miZHhZHAJbI+UAqefavtnVfClx4X1byZHbevzwzJ8olUfxD0IPUdj7EE4Gm+J9Y8NfFK+kS5lZL20jM7zYmDbpNq5D5BO8Nnj/loD0FfaVa2Bx2HpYulL93OSd15+u2uj82e5kPEk8tpV6Maal7WLjr0umr2+Z4p+z7+xxqmk6MYtZ8U+GNHlmuWnkDi6lZQTkfchKk8D+Kvoyf8AZ0tjo9uvh3XtM8TXhJVbGzBW4WNAN0hR8NtBKDIHVhVbX9Wu9SZIWisTcXDERiOzih9yxKKDgDk/gOpFN8EWWkWd7Jdahp1xqlvJ8sbx3PkSOB1fO1h8x5HGNoQdq9GhisNQxzw9BXnNc0nfZdPvey9X0PnvbO7ntcrj9nLxaJNv/CM65uHP/HtJisG60/VtDvmtjJJbTWzFWjkQh4yDggg17BL4F8P3+o2moeHPFNvoQSNJTDqM0y3FrMDk7XSPaQOMEGvDv2qP2+df8LSS+GPB3jmLxLqE0ZjutVsk3Q2PYrHIyAvJj+JchfUnge5PMPYRdSU3b1TPeySlmWMxCo4NuTfV6pLz7FUePdP1LWbmxg8QaedRtATcWqOC0eOuOe3deo9K9Rh0rx7470OygttC1iSBbdI0kFjKhYBQASWGAcdjXyP+zH8JL7xF8SdIuYL2fSha30U9xq4Vn/s/DhvN45Zx1AHJPtkj7c8RWA1m7nM/j2TULdWIwRdyO654bYyhRkdRuOD3I5rmwGc1sVFzeivZbK/me3xZQqZViIYaniOdtXkkknF9n6/ecTN+z9q2muX1m70bRATljfX8fmn/ALZoWc/TbV34neMku7DTdK0TUJhZW9osN6tpAbK0u5Qx+cRjkkrtBLDkgnAzitK30fwdpfMz+INYcc7USKyjY/7xMjY/AGp0+IZ0NseHtF0vQyOlwIzdXY/7aSZx/wABC11Outbvfzu/8j4WVRyblJ6v5sxpPhto3g7wBYaxq1hrFxqN7KY0sp5Fs4yAMiQDBeSPtkbefwrn77xVdvZT2lhBaaNZ3KGOWKyjKtKh6q8jFpGU8fKWI9q2dQstS8Tag91dS3V7cSnLSzOXZvxatPT/AAEmn4e5YNP1CL0j+p9f5fXpHtf5dCLt6LY5Pwlol5Z3aiKSRVLBpVz8ij0P+0f0rr2tyTzkfjV+HT0t4wqKEUdhTvsvpzQqljam7KxmfZz6Mfxo8nHY/nX0z+y98E/A2veEE1PxPayatdXbvsh+0PDHAqsVH3CCWOCeT3HFdRpXws+EGsfFTXNFuPCGsadpmh2QupdQOo3CwvkK3yliQRgt3zlG9K+Y/wBdMB7edDm1g2nt0dvzO6GFnJXTR8emI56HH1r3b4HfEW5n0e1lScpqOkuFWQ854+Un1BXKkd+fWvT9D/Zx+C3xe0S5uNAuvEOlyW7+WSt6kwUnkEh1OQR7ivKdW+FsXwU+Id9Y2+sx6rbeUhDrGY2GeQHGSAwGOhIw3bpXxXH+Z5ZmWXShzfvabTj89GvmvyNKcK2HqKrF6rqj678Of2B+0L8L7qw1jTbLVNJ1aB7DU9Ou0EsThhh4pAeqkEEHjgqeO351+NP+DaD4e+BvivqXiHS9O17xx4Su5zNaaA14yy6Sp5MREZWW4UH7rBi2MBlJG5vq/wDZl+Ib+G/iTb2Mpb7Lri+QwPRZAC0b/wA19949BX0/qkl5Ppw+wXctpcxkMkiYJB9CGBBH1BFfmnC/EWKyWpKNGTUJbrv/AJPz7aH7vw1nkcRTp42dONSUdJRmrxv5r01XY/M7xz/wRl+EPxA8NQ6Tpv7Pd/pV7HF5TXNja6lbz7v77uz7VP8AvYHqKv8A7An/AAbveCP2V/i5J4+8bXcniq+sZln8PaBdCOWDSGGCJbl0+SeVT91QNi4BO442/orF418ba4yWmo3tkltFwWgswkkg/wBoksP++VWpdd1COzs5ZpXVI4kMkjnooAyT+Qr6biLxGxWIoSw+Cm1GSs27p+ivt6n0eYZjDFRjBYWlSs73hfmfk3fbytp3PKvjt8Rv+EWshp9rJt1G9UsXU820XQv7MeQvuCf4cH5A+PPit9Qng0S2JEceJJgp4J/hU/Qc/iK9F8W+Op/F/iK71GfImv5C4QnmNf4U/wCArgfhnvXEwfDG28S61f3N1qLKrvlhGvzsCOACeAOMdDnHavmuBnl+X4767mLsoK60bblol91216H4FxRnNTMcS+X4I6RX6/M8plUW6FI/mLDDuO/sPb+dQeUB2rsPG+seCvBHjrT/AA7Ml097fhdsjTcIzEhAcY6kfqK4TQ/Ho1bxh4n0m40K404aHcbILlixjuoyTtIJ74APGeG7d/2yHiNg6kHOFKpa19orS9v5rnzSoTe5aMGR0NH2ce9P0i+GryzoAAYSOR0Oc/4Ve+xFe4r6/Ls1hjcPHE0r2ffcyn7rszOEAB6ZpGgBPQj6VpfY+etAsyD1FdvtmTzop/ZxqHp9o/8ARv8A9l/P69YPs646GtF7QjoBn6VMtqb89B9o+n+t/wDsv5/Xq1Ve41JPYyPs60GBc9Kv/ZSGzt/DFBtSex/Kn7Vi50ed/EPw6x1UXIUtFIgBOM4Ydq53+yv9k/lXsklh5qlXQMh6gjINc/45Wz8BaXHfN4f1TWHklCNFpsAlkt1IJ8xk3KSBjGFBPI4qXUe9zNw5nocGukLZKHZN0x5VSOE9yPX0H+TXEN1PYG2mJWETNIUBz5rZ4d/U4xgdsDvRpH7SXgHXPEDWixalEm/a11PEyJu77lLeYvPByvrn1r1Cz8OaZe20c8ENvPDKoaORW3q4PQg5IIrjm8PipLmak4O/o9r2766HXi8rxeFjF4im4qSum1a/oeVyaKJQQy5B4IxXLfGtf7Y8FyLPlry2Roix6yKBvU+5O0DPqWr6GHhq0iHFpBz/ANMxXkP7VljBpnh6K6toUTY6wzlFAGCwK5+nzD/gVeTxJgfrNGFZfHTd16PRr9fkcXLbW585+G/Eov8AwIlizZk097qMDPIRgjA/mX/Ks6ed7Xwx4R04Fo0a1ad8cHL4OM/8CasHw9ef2f4tvrX+GeBvxKn/AOua3vEcqDXtMiXGIE8tPoAP8RXjY5ydTm8k/ujY+q4ToUqmeUqVWClGTu09V8L6ep3HwQsP+EJ07UZIGLyeexhLHBIyFAJ9huoqXwzL9nUwZx+9Lkk9cru/m/6UV8hi/fqupPVvU8riCj7DM8RRirKM5JLsru34H3TAr+NfC8QdQ+oxA7QowXmTKug9nwQB0yUJ6CvOfEaxp42tYnBaHUtOliDqenzBgfyzivSbmM+H/E8yofLS6VbqPHHzrhXx9MRn6vXnnxqu7fRfH9iI1yzxB4Qv3YklliY/8BVXMf1FeHgHLBTzDh9u0VedPy1Tt+Mfnc8vdKZU0u5uNfZVYbLy8JtWCn/URoSJGBHTJDc+rID0rr49I8mNUQBVUAAAYAFUfg94cXUtX1e4LqWQoI0x/q1cZY/8CdTn/dHrW/8AEPUovAeixyiNr3Ub2UW2n2UeBJeTt91R6AdWY8KATX6LwzGX1V46q+adZ8zflsl8kc07t2RwPxnT7X4Mv9CtpZjrGu2strZxQf6zcykbz02oM8sSMfWvCPhf+xNr0GsLHrEMWnWULfvJlmSVpR/sAZ5PqwGPQ9K+tfAnwkfQUlv9TnW+16/AN3cgfKg6iKMH7sa9AO+Mnnp0TeF48fxfmK9ytQjWs6vTp/mfQZLxPjsqpVKWDaXP1tdrzX/Buee+HvBdj4V0iGxsLeO2toBhVUdfUk9ST3J5NXVsfLcMoIKnII4rtP8AhGof9qg+Goj2NdMZNaI+fnOc5Oc3dvVt73OPk0ZboF41CsOXQdvce38q27bRYbNAI0VffHJrWj8ORRMGAIYdDurT/slYYi6IBOoyUxxGPUe/t2/lpGp1HG/UwvsYsecAzY4BH+r/APr/AMv5VzaknJAOa2TYEnJ5NH9n1ft2U5GL9kPoKPsZ9BW1/Z/tSHTs/wANDrMXMbPwt8cy+F5/sckhS3kbchzwjHt9D/P616Q3jyLUbW6029cyWmoxPGQXI8xWUh0z1zgk/ifSvHf7PAJ46VDrPiGSytfJuS/lP9yQHBUjoQexFfjHHnCv77+08LtJ+9bo+/z/AD9Tuw1Vv3HudB8TPhqkH7Pus+DPA+oDw5PqjRsbyaSSd2IkRm3MTu5RSvHAz9a+iPhP8MvD/wAIfh1YHXNTs/EHxCvNOivJRdSo9zaQFVEcnlZyHYYLORwW2g8c/FGt/HK88KSJFqaNdWbsEW7hODgn+IdAfxr6+/aB+JXg/Sfi/pZngjj1/XLZLCC4jiJLREgIjEdiygDg9BnAr5XD4ithcLUlUXPPeN9Xd/E773SS9Ls9OlOybe5heBZJfFf7SOkwoxY20hvJyOfLRAWBP1YKP+BCvr/w7oWoayoNvAxT+8x2Kfz6/hXzr+yL4CsfDnibxJq7ytc3dxOscQkJZoYiA55PXc3HPaNa+nNF8WeWq4bGK8PAfV8TiL4qbsu2jfXdn6vwvhZ0MrjOOrm3L9EvwLVx8NtXW33E2h44xLz9OlcP458N3TaZeWF5DJALuF4C3UfMuMg9O9ehzeNfMjChufT1rnvEfiZLuJ42KsGGCSOCPSvUzzA5WqXNhZyjJd2mvyR72FnXcrVErHxNqvhpbj4W6cPLX7bDLPbXgHJWVJWVk/l+lfPfx98J6n438Eahomk62dJu1uEBmDFhG8bKxik2nI45x1BxX2zrfgO38L+M/FGspcs1hcPHNFZlfkhuyh82T1zt8s/Vz3Ar4p+KHxW8MXnhTxXrujIyrBf+ZejYUeWdyi7+T/ENv5dKrBOU3TxMFr7tla6XTX16dz8WzTCLDYudG/wtozPHnh/RfE+v6brWowC41bSNjRXIdk3FDkFlBwcNyAc4rA8R+LG1F1jhzI8xCoq8liTxXC3PxFutcTzblPslseUgY5eT3b0Ht378dfRvgr4KuNTQa7fow80f6IjDnB6yfj29snuK+ryrJquIqwot6L8F1/ruedVqqEOY3PCnhRtD0oJJhriU75WHr6D2Fan2HI5TP51qtYkCk+xf7R/Kv2XCQp4ekqFHRR0PGlUbd2ZL2Q4+UCm/Yh7Vrmxz/wDqoNn/AJxXUq3cXOZH2Ie1Bsh6A1rfYP8AOKPsH+cVSroOczjZG/GcYnH/AJF/+y/n9etc2hU8jn6VsGwx0H6Vd/s8yAFlzeHoD0b3P+16ev16v2yYcxgizFmoZgDKfuqRwvuff2qB7TcSckluST3NbBsmJzjJPUnvSGyIHQD8KPboOc+Vvjb+wbLqWs3uveC78Wl5cu1xLplyT5Erkkt5b/wZOeCCMnqory34V/HrxF8FvFjaVqEN5azW0ojutMuVIDknnAPAJ7MvXjqOK++vsZ/yKoar4M0/XJA97p9lduFKBpoEdgp6gEjIBrzq+FpzmqtN8sl1R9tl3HFenhpYLHwVem1ZKW6001t077royr9h4yMH8K4nxN4Kg8T6bc2OoQJNBcgrIrjPOc5+oOCD2IBrbsreb4WahBY3LvP4dunEVpO5LNpzk8QuT1jPRWP3funjBrqbzw8l3zja3rXYq/MrPc+Ik+p4RN+x34OuLaHWBokbsjGGd0mlje3l6MGVWAKtkFTjoy555OL48/Zb8L2mgzXkNlLDPafvFf7RIccbf73A6E/7tfReiWb+HtYeCUJJZ6pGUZWGUMijoR/tJnOe0YFYXjzwwtvoerWhXzIZLORot3JaNlYAH1IIZSe+3PGa+Gy/N5LMa+SY2zmk5U5WV3B9PWO1+tvI6KderTlGvSk1JdU9V6HmfhD4S+HV0S1ng0u3YSxhj526Rt2BkHeTyCMe2KK6LRteGn6Rai2Rbh7+2ilt0zhSwUCTJ/hGNp/3ifWivVwnFOVewhKs4Qk1qnbR7P8AFMwqyq1Juc3dvdvVs9i+KOn/AGS30+9XA8qcwyH0R1P83WOvIf2g7VEsNI1gEh0srixJ7L5MizKT+M5x/u17h8dry08O/C3Ury8YJFAYnXAyWcSoVA+rY/U9q8o8Z+Gv+E38GQ2e1pPJ1JXcYyPJ+zXEkgPsfJQe+QK/OuLsI/7ew1WOntFyv72v1X3FUn7jQv7P+txW/i3UI5ZFiil083ErucKoicc5PTAkY/hXRfCPSpfifr83j2+jdba4Rrbw9byAj7PZ55uMHo85G7PUJsGeTXgWiM/jr4meHvB8V1Lax+I5Gi1J4zg/YQMyx57eYcRg/wC0a+uvHPivTvhhocCeUrTMnlWVlFhN+0AfRUXjJxxwACSAfseHK6oZXF1naMb6vtfcznptuxdWubXQrMz3c8dvEDtBbqxPRVHUsewHJrnoPEGpeKdTEGk20NtBEwM9xdqXZF4OAikYYg5ALZAOWUcA4HhnTdV+KHiIyyzF5EGZbgL+6sUP8ESnI3keuT3bIAB9Y0jwzDoWnx21rEI4o845JLEnJJPUknkk8k1vl+aYjMKntqS5KC2bXvT812j+L8iWlHTqUP7MHov5Uf2aMdq2DYHP3RmpfsP2MZwPO9P7n/1/5fXp9B7RmZjGxW0PIHndufuf/X/l9ekK2mx9wOGHOc9K2DZ57Un2D2NL2jGZb6cLhS0agMOWUfzFRGxPsfxraSzMbhlyGHIOelSSaaLhS6rhhyyD+Y/wp+1E2c8bJj2/WrWg+G7zXdZtrSwtTd3k74ih6+YeuD7YByegGc1o/YPasfxl4qj8B6eLwai+nXi5NuY13u5xgjbkZGDg8gc9RWOIdWdKUKMeaTTSW19DWhDmqRjrq+m56r8VPF+oa9YQaD4k8J6hDqFuFaB4kiaSNAcERSIW3KemMY9gRXB638OdJ1WweCe31yyWRf8Al7gUgfiCpB/KuG8T+Kdf8T+D7XUrvx9aafcbA7W0cLHyUbGctu5bGOOmeM15pr37QHh/wIS9z4i1/wASXa9BJKYos/8AXNOR/wACYivzDDYHMFRdDBVJOTfwe9N9tVyOFvmfQfUnUlzbvt1/BfqM+Lvw01bwlNMbB/7YsTkYAAlA9CmTn8M/Svobwt8T9W+Ifwn8F6rpcOnfbFlittXa+Vllt4owVm2DGd7FRjOBhs182eNNX+KvijQrLVdO8ELp+kaqA0F7qd9BaxqhGQ7IzZVSOQTjPGM5FdF+zdrWreF5NXs9T8Z+F9fnljWeTT9FSSWLT26bmnZsAsONu0ZKjB4rxs1yLFLCKpX5eaLvZNNtbO6je3ztt8jWpRko3lb+vQ+xf2e/Fgi8S6zGXwskcTde4LD/ANmr2uw8T7gMN9Oa/PDU/wBpHxJ8H/Ftrf6No9t4h06QtFqtkJxDehMgrJAW+QlfmyrEZBGCMV7t8L/2zfCHxN09m0zWRBOnyz2t+jWdzC390pJg/iMg+tfmWa5FmVCX1yjG9N21WtmtLNLVPTS+j6H7dwFVwmJyunhfapVIt+63Z6ttWvvv0PqSXxeAhQSA+retY2qeL0VDl+nvXk1z8U7eC2Mr3kEcf99pFC/nmvMPit+13b+G7l9L8PaXqXjLxM6Zi0/TkIjXPRprhv3USZ6kkn0BryaGDzTHT9lTTf4JLu29Eu7Z9xXwWFwUHWxlSMIru1+Hf5HrXxZ8Y3U3gDURYeU+ozC4a2EjYRpVysYb2+Vea+Hv2r/Fl/ofgDRtLu7W0TX9UMc2oraL+5WRFBkYE9vMxgn0r3bw74x8Sf8ACuLI+MP7Mj8QP5st3FYMWt4WeRmWNC3J2qyrnuQa+Kv2kvDWufE/4p32raf4l0TUHhxBb2EgezurNV6RHzCyNk5O4heW9On6twpl3t8QqNWUUqaWutnZWSvta+t3Y/mTMKkcTjq1SD91yk16X0Om+CPgSwuNettS8SNFqEEDhxp4JMch7eYRjIz2HB7nHFfRus/EXT/E9wgi0NNPlGAZoV8iMj0OC4P12596+KtD1vxV4KhRdY0z7Ojjad0qSAf7zISRn/d/Gui0zx49t+/+3avbRdSPNMsSj/0If8CNfolDB5nRu41OWk93HWP/AIFBSehkqUuXln8L+a+9XPrfxJ8TA9pBp/2O2sbPKkuJkdQAc8bSTk4xlsHmkht0uIw6bXRuQynINfN3hLxonjzVhYRarOgjTe6vHvZlyAdrFuDyOobr+FfS/hrVrfXbOBIgsNxHGsaknCygDADe+Bjd+eR09zgnh+vTo15U17jldattvrvZ7WeqV7nHPJ6leDqUemy7jPsP+zQbEf3a2EtC4PBUglWU8FSDgg89QeKX7Ea951LOz3PnXdOzMR7HHO3rxTPsH+zW8bEkcjNSHTvsihioMh6DH3f/AK9HtEK7MRbD7GNxX96eg/ue596hazLEkgknqfWto2GTkgk0f2f7GkqgczMo2P20YOfOHTt5n/1/5/XrAdPz2IxW3/Z7f3RU32A3nUfvQP8Avv8A+v8Az+vV+1QczOe/s4f3c0f2djsa2/sDf3aT7Cx7Cl7VBzM5zVvDdvrWmz2l1EstvcoY5EbowNYPgWSfT7m60C/leW70wB4Jm63VseEf3YY2t7j3ruNUuIdIgElw6RqTtUEZZz6KByx9gM1xPxC1hdIm03xF9jurePTZxHNM4jVZLZ8CQFd2/wCXh+QMbcnFefjM1wmGqRjWqRjJ6JNpN+i6mkIya0RpeKNMdtGlkjBea1xcRgDLMUO7aP8AeAK/8CrM8Szw6h4MvZ9ysLa3kfeOR5ciYz7/AD+UB/vNXefYTKMgDHt0rzVNIkutP1TQYt3nTQXOnQDvu2ssBPvny2r4Xjt/VMXg84p7wlyy/wAL1t93MvmaUHzXizyNdcTTvCcU9ohum02TBUEL5m4cgE8YG8H320VS8NSxQQy221Gi2xuoxxt2BR+qGivk61XDe1m6tK923vsnrb8WVc9g/wCCh3iX+zdB0HQo22m9klvJgODhFCID7EyMfqntWf4P8QL/AMIbrN6zYSHSXujnp80Zi/8Aa1cB+3Z4ybXfinoil+Lfw7ZFxn+OQNKT+Idfyql4n8QXlh+zR4jNgf8AS7jw/DBH7l5rdf5E19JxQnLNMPO/w1IJffEtU7WS6nn/AMGvFTWPj5fFgRrhhqcK2kaY3SW9vKPlGem9hIfTDA9q+gvD8WtfHH4iFuGvb75nblorGBT2H91c8DjczdixNeCfCrRItKsLcqMw2UYtoBjJO0YLY9T0/P1r9Cv2efgcfhX4Ij+1xqNa1FVlvWGD5ZwdsQI7ICfqxY967cJgJ5jiHhr/ALiLvJd7WUV9y1+fkJLmk2ifwt4EtfCGhw6fZxlYohyzcvKx6ux7sT/nFaDaYfQD8KkvtTufEWr/ANl6GY5Jkn8me5ZDJGhUqZI1AIy4BAJzhWYcMQwHRQ6a0AHGWUYBPOD6/Wv0KjGm42p7LTTbT/L/AIBLoPdnO/2V9lHIzN/6L/8Ar/y+vSE6Vmun/srPb9KP7J9h+Va8iJ9l5HMf2TR/ZP8AnFdKdMAP3f0pG0lSen6UlTQeyZzf9kfX8qb/AGcY2BUsGU5BFdpongC+8RMwsrWScJ94gYUfieKf4j+Hl14VES3ghSaYZESvudR6nHA/OtPq8uXmtoP2Ltex418aviTZ/Czw6lxhH1O8JS3tzwrEdXP+yMjI9SAOuR88XniS58U3st3fTPcXEp+ZmPb0A6AD0HSuj/bfhvdN+MVo04cWcthH9lOPl4Zt4Hvk8/Ue1ec6RqGe/f1r63KMHTpUVUW8uv6H2+SYKnSoKqtZS6/oat98PLzxZbSeRem2gQ/PuywPHZc4z7+9cZrvwh0vTN32i9munHZMKPyGT+tdXdeIG2lBIwTP3QeKp6jJILVJ57eVIZuEkeMhX+h6Gu+hhKFC6owUbu7skrvuz2I04x+FWOm0j7V8efBN9a+I9dGnaDpgjh2GMSzXbgZVQuQAAACSSeowPTmdCmvIfEdnonhrTns/C+gyfbtRmhX/AI+XQEqZW/2mUDB7cD5RWTdT/Z4niDSRIx3Mu4oQfXgg1b0bUNX1bwtceH9LmWGG6uPtE0mzj7oQZ5HAA4H1r87zHhjE0pVfq0E6LvywV/ilZczXVrpdu2jS0PJrYSpFy5F7vReb6/I8p+IfjbXZfHGozWN9dr585U7WO1gPlCqvTHGenJNb+leDfEnirT4Jb6EWqkASrOMtIO/y+/OQcdT1r3P4efA7SdBtUuvlub9hhppcExkcYUdvr1P6V0z+DY37KR9RX1f+rmBq4elCrSScEttHorWv1O14KnKMU1qrHz5+z/8ACC2+B/xP0PxGbcau+j3AuBFcqHUkAgFQeAVJDDjqBXtf7SH7VXi/4meVHpc1/pUIB8253DzpB/dBGdo/WtYeCo2HCqakXwLDJGQyJtPBB708dwvl2MxcMZiafNKCsk/h+cdna/8AWhdTCwqTU56tHk/wjl1lYfENpd3mpXw1SyZy0kzyOroeGySSPvHn2FLqPg+48daFLqt9bB77Sgqz3CYDTDkKTjvkHNeqaNoa+AtSuvKiWWLULV7fDNggEg8H1BCn6Vn+FvDUuiWlyhuvmvdwmC/dZTj5SD1HGfrzXzWYcPYl5lUngqagpKLjNaWlFWa9JLRpq2iZxVsLUdVumrdb+f8AwTzTR/CkfjrSdskk5Rv3aMSP3e1vu9OmRwTninL8Gb3TVLQxfa4CMFQmWx6Fe/6161ofhjTtDtEghVUij6KOfc81u2U9pagbQGx619hk+XRweEjQcUn9q2zfU7sPQVOmov5ningPwPp/he9kls7KK2mm4kZc5PPTnoPYYFeo+HvEC6Ygy4DD3rU17SdM8Rx5liEM2OJovlf8fX8a1Phf+zXB4osEvrzV7maJ5GQW8EQQja2ACxznIweAOvWumcqGDpaLlj5IivXo4WnzS0Xkup13g7VIfFlja3CunnSI0dz32tGVCscZPzIw/wC+PrXcW/wa1jUNOF5ZQxahbH+O2lV8H025DZ9sZrpPBf7MqeF9ALzG18P6bGN8jyAySnoMkZyzHgAE5/AVZh1oeAdKudM0Y3Xm3JDXF5ONrnjgIn8Awep557V8pi4Qq1pVqkeVP7/uPhcfyV60qzjyp/f6/M88tfDzRSFCY0uOgWRgmz6k8A/U0+48BahHEZvssksQ5MkOJUH1Zcius0T4a6r4kYG1sppEY/6xhtT/AL6OBXWab8E4/CoS81nWV07byBbttc+wbrn6A1yU8HKeqi7dzhjh79NDxc6Se9J/ZfGf6V6h8TdcsfFE8MdhZqEt+GuXTE1xxjk9cd+eT7Vyh0vnlKxqUVGTUXciVFJ2WpzX9mD/ACKDpYP/AOqujOlA/wAP6VQ8Q+Cx4gsvJ+039i4OVmtJjFIp/UH6MCKzdPS4vZmedL+1DH/LX1/v/wD1/wCf161Lu3jsLOW4mkEcECGSR24CKBkk/hWNrOleM/AqmaO7GvWSdWe0VpI190Tax/3lZu+VAriPiz8c49b8JQaXHbm2udQffMySiWF4UwTtbg5LFAQVAILcmvBxee4bDKUaycZpNpNW5rL7LV0/k7rqhqj3JdN1h/E+vPduJEaXOxcZa2hzwgH988ZH8TkDONuKPxZsr3SNYiW+KNa3cGbaJRlIVGA8Z/vHJBLcbt/QAADpP2c/Cza9by6nJGTFG+FJ/ibHA/AEsR/tIe1bX7THhGW5+Gj6ikMjtpNxHMWVScKx8tgSOg+cN/wGvzzCcLTx2X4jN8ZrWndx8ktdPW2nZWt1Nm3pFbFL4M358ReBoVzmTTnNm59doBTPqdjJn3zXG+LtXh0H4wXywyq89rJbXUwH/LNii4U++EB/EVq/sl35vrnxBavlUCQXMeejf6xXP4ARj8q8K8HePj43+J3inVC5ZdVl+0x56rGHcIv4IyD/AIDXqcQ1ljOHKcqusnb746N/13IhHllcqeMfC3/CE+JLteVWee4jjB/uQXU9uPwJiJH1oqn+3J4ju7rXdB0vSpxb6pq1gZhJ/wA8lNzczMx+o2j/ALaCiuenlMMRThXlUUeaMHr192Ov33NHTu7t2OM/ak8RnUPjBK275YtJ0pF/DTrbP6k12d5IV+Dd/ApXe2mQRrnoG82AD9a8Y+NmqnV/ibPtbLS2ljGvPpaQr/SvSfHmo+X/AGfZISqFmkYA9VUAAH2y2f8AgNdvEVHnxNL/ABOX/gNmXWvFpi/Dy3GsfFjwP4Zt/u3usWUco6/IZ0UA/qx/3fev0g+Lnit/DotNLti0d1qe4y3AYAWMAyDK38QGQRuA4wx/hr8+f2DtLttf/al0fxBrL3EGlaUtzq6BYyDcJBC5UqxBUYYRg9TlgACTX2p+zhBf/FP426/r96TNayXhVpXj8zZbQ7dtovBQDPlr0AYJKSfX28O6mFwUcLQ/jV5cq8tPel8ldm1ClZJPqes/DjwND8PvDCxeTDBd3cQ+2W8MbRqUOfLCkcBwrZbsWZ+SKuf2TtAG2upk0tpJSwUhcnYuciNckhR7DNNOkk/w/pX3mHwNOhRjQpL3Yqy/4Pm92+r1OipByd7HLnSuPu0f2SfQV0/9kED7v6UHShj7p/KtfYGXsn0OY/sk+grZ8N+HNP1ewntJ5Us753DQTScxsO6H05xzV3+yv9n9KQ6TkY2n8qqFLld7XBQa6FR/DuqeB9RgFx9pS2WYORE5EcwB5wRxkgd+a6vxH4IsPiS327Tr1EutgVkY5zjpkdVNXLnQjrXgeytrO+jLxZaaCSQKzHsOT0HYdK5SXQ5dPuMHdG6HseR9CK6rKnFpq8XZ/wDDMv2dla2h598dv2YbT4gaB/ZfiKyfYGL213Cw3wP/AHkb+akYPcV8o+Ov2E/GPgqaSTRjB4islOV8txDcAf7SMcH/AICxz6V+kVzr+jeJtIis78XsCxYOfvEEDGc85/EVQ/4Vxo2oKTaazGvfZMBk/wAj+ldFGdSk7YeScX0Z3YXFVsPpTd49mfk7rPgbV/hta/b/ABJomp2jEn7Na3Ns8YmI/jckf6sH3+btxk1lXWr+LLWGXVSuqQQzDc8u1lQL2OOwHbjA7V+ut58LHbVDIbuwu4fODMjNgsuQdu3ocDjHtipPHPwb8O3WnyDWtE0a4guYyCzwRsXB9GAzn6c16MMfNL95C3zPYpZs38cPxPx50/xTH4rxZa3dSbs/6PeuSzxE/wALk8lCfxXqOMit3Tr1/DVwbN4/IaM8gdG9CD3BHfvX1r47/wCCTHh3xNaS6hoOtXnhYNl1huE+1wAdsAlXA+rN9K8c+J//AAT++I2hXFuNGhsNesLC3EERhuwk7qCWLMsm0A5Y4AJwMCumGNoy3dvXQ6oZhRlu7X76HLaR4tcRYB69vWraeNijkEkH8q5XVPhl418CuRq/hfXrFU/5aPZSeX+DgFT+dO0HxcYnXIjbB+7JGrqPwYEV0RlGWsXc7I1IvVO51y+NyRkyfrVrT/Fc+oTCO3jlnkP8MalyfwFafw48cXOr6rHatOVgCM3kxgRx5A4O1QBn8K2/EXiG8S3aIXdyIz/AJW2/lnFUaLUw9dtryTwXey3ltc2U9pNFLCZ4zGXU7lcLnGTkoeOwNcbbeMzny3O2Rfyap/Elz9454rsP2cP2UdQ+MfiWDUdZsru18LQAyPIxaFr44+VIz1xnBLDjAIBz0yq1o04uU2ZVq8KUXOb0OTHiweop48WAAfMAa+wbL9kLwDp6gR+G4Gx3knmk/Pc5rpPDvwe8O+FXDaboWlWcg6SRWyLJ/wB9Yz+teZLN4292LPGnnsEvdg3+H+Z8q/D/AOFPij4hSxtBYTWlm2Cbu6Qxxgeqg8v/AMBGPUivpX4dfDCTw7otppmnR3F01uQWkVQZHYnczAdyecKPQDoK9L8PeDLO70q5vr6S4WC1cIyQx7mORxz09sfrV1vEreG0hj0W0jsldA3mTL50kRZsbiQMdMHkH7w9q4cTVniEnVdo7pLdnmYrGVMVbn0iuhJ8WYRbado9x59vb3bbjH8rMsq4XcJMDnnHbg+nFcH4XvoNH8TC8nsVuLeRstHL+8ZM8lge5Bz17e9b2qQ3HibUS37+4eQg4xzIwGC+0cAnngetb/h/4SJaqLzWHS2t48HyiwBb2Y9voOawnGdarz00cVROcvdWw34q+INU0KK2Gn7IbW5TmdUy2f7ozwOOema8wu4rjUJzLPLJNI3VpGLE/ia9S+IHi6LXrU2NnCrW4ILSsuCSP7o7D3rjv7Iwfu1ljVz1Hyu6MqsVeyOa/sxvamtpxHHQ/Suo/sn/AGRSHSsH7n6Vx+zfYy5EcsdNJ/i/Sj+yz6n8q6c6cD/DSf2Wn900uRj5PI4Lxre3XhbQpL+20+TVFtmDzwxttl8r+JowRhmA52kjIzznAPxl+0b430zxd8bbt9CRTA8VvD+6jKmaVl8wsV/v5kweOdtfoQ2lAkYGK/Pbxh4o07w1+2Nrq3WleaPB2ui6hihHlpNBu3iEn7uQTuQHtwMKDXynFdCUsPGM37jkuZ9V5+nf7+5nUVkevfAPx/P8N7U2OvCSDRIJClyZI8T2M+fmRRjLAHgg5KgZzxg+3/EjRL7xZ8LNcbS452V9MnNo1sGZUbyyUKkfeOcHPf6VxP7Q3w9s/iz8NNN8feFH+1ILMzyxRD/j6hBO5tvaVMcj7x2MpyVUDuv2NvizYaz4Ys/DUk0LQLbYsgSDsKrmSA/gCy57buwUVOUSrYPEvKMXLmhJXpz7r+X5dPl0aN4Ury5dj5M+CXxXu9PsfH0up3N1c29r4WvLkoz/ADxOhRVMeeFYF/oehrxb4W6c2jeLJWjlW5sbq0Z7a4T7sqh04PowzgqeQa9Xm8IzeJNS+KTWMqW1guhPYfaWBIlk+22UblR/FzuBOe9eRfC6/s9F1G90Wyuv7RWA+dPcgbYy+doVBzxjOT3OOw5+ZzHDSjk/s568vNb/AMCMpwtBuRlfGu8u9d/aL1R/LDjTtL06wslLYGGs4Z5Tntyw/L3orU8fSwR/EvVdQlkjSJbayiDk8DFpAG5+oC/8BoryadapKjSUIXtCC2b2ijnm+Z6HiNrf/wDCQ/F+wQYcLcQRnvkRKgP/AKBXqPiXTrvxJrF+ltFJPPHaeXFDHIqMeuXLNwAC4HuRivI/hOn2v42T+lpLcynPbllH/oVdN4q+IL6KwuEu57OSS9YiWE4aSHJJX8RtwfXGfUfXV6Cq4+nGXSK/F3/JHS0nUjF9kd7+y543ufDOpa3Yn7a1hKiWlzCXzNYuJRIDG2AAxeFTxgEKysOQT+q37JOhR+H/AIXaZLqc9lbalrpZoIMrE0ioSDsXPzbnMkmRniQdsV+WX7PGvf8ACSSR6tfYs9Pika4SNV3CCJGAUYP3iz9SeWLfQV7Vq2q+I/jENY8RxWc1zFodmksiId6aTYxMkaKmf4Y9yDjnlnI+8a5XnP1bMpVlB1HD3IxWnnJ9dl+fkaqulNta9F+p+n7aVk9xSf2Sa8A/4Jr/ALUVz8atF1Lwhr9097r3h6Fbm1upW3S3loWCneerPGxUFjyRImcsGJ+pv7IDA4Sv07L8VSxmHjiKW0l/S9Ud9NqcVKJzB0ogUn9lexrp/wCyBj7ppP7I/wBmuzkRfszmf7K9jSHSsdjXT/2R/s0h0n/Z5o5Bey6HMf2X/sn8qRtKHcMK6c6QSOgFIdHIHIzRyB7LyOXOlL2zSHSQVI9a6f8Asn/Zo/sj/Z/Sh0/IPZeRzh0zznMgH7z7zr2buWH8yPxHGcdjp9/oPiS6WTVLVVNvGZCSuecgdRyRz0qj/ZJBBAIIOQRwQaDpLFCvAUncQqBQT68Ctac3Dpo/xLjCzuWda0nRfEjApfvbxqcqjHj6kEDn8eKzm+GcErfuNTs5PrgfyJqb+x/c0f2P9aqU4vVxE4J6sqv8KblhhJ7Jx7Oef0rJ1v8AZusvE5P9o6ToOoE9TcwJLn/vpTW8dJOc45o/spvepj7NfZf3iVOz0OEH7EHhaO482Lw14etZem62j+zn/wAcAqKf9h3w1M+W0SxkP/XzKf0zXoS2Lp0dh+NOCXEQ4mmH0Y1qqsfP7y+aa+0/vOF0f9kTQ/DUyy2XhjQop0OVm8iNpR/wMgt+tdRbfCi+Zx5vkQpn5iXzx+FX5IJnHLysfdjULaYzdQfzrOTpt3ab+f8AwCJR5tZal7xI9n4ahiWwtdNkc5DqVDMo7Hjn161hy+KbyR1RLTTw7kBQIMnk8VdXR+funFWprO0jZJI9PYyRkEBpjgn14AOabqNvR2QvZ3dzBvda1Sd2srkIFfCPbhFHmDrg7fwOQeDUlt4E1PVEEYgMdupwpmARiB93cerYHTiujh1q6iUGGC3t2OCzBMuzY6knk+g9BVO++16i2ZpZJM9i2B+XSh8j+JtjcVtcW+uj4N0GK1gazN8Th2ijHC46n36dfyrldQNxqs2+4lmmYdNxzj6DtXQf2P8A7ApG0kY+6KzqSctNl2Jcb7nL/wBlY6A0f2V7Gum/sj/Zo/sj/ZrHkJVPQ5n+yvakOlH0rpzo+f4aT+xvY/nRyCdI5g6QcdB+Vec+OvhF45u7ia58P+OruFmYslpe2Vt5S/7IkSLIUf7SOfeva20nHY0n9lH0NYYjBxrQdOTaT7Np/emmS6Ce58haz8b/AIjfBnVUt/FFlFcxSNhXurdES49o5odqZx2Klh3UVW8DeC/h78b9R+I0rSNpfiT4jtbM6XIUi1kt4Fjh8l/4yJAzkHaW3EYIGa+udf8ABNl4p0iew1Kzt76yuV2ywTxh0kHuDXyP+07+x7qPwggn8TeEzc3ehW4Ml1bMTJPpqd3BPMkIHXOWUcncMlfhsywOb5anWoT+s0ftQn8SXW0lq9O935MwqUZx1WqOH/Yc+PE/wx+LVx8KPFWLIz3ctpYmRvkgvVdt0BJ4AkO7a3QttH8eag+O3wgm+CH7SthHYmSy03ULlNS010XAtyr7nhx/sOPu9AjoPWvnL9pzxVe6v4rsfFCXM8WrOI2e4U4cTwBQkofqWKqvXnMZOTmvtn4p+Lz+1v8A8E9dL+IuneWNX0u0FxfCNAHiMZ8q9i3dVQbWf3WNOxrz8K6eaZS1TvzUXzwfWy6eqs19xlBKcGlutj5F/aT/AGgINR0D4g2OiKLK1vIHR2jbjLanasYlI/hADAnvj06+M/s83KwW2s3khwiiNS3oAHJ/mKxPizrZstC1Zckfarx4/r+/L/8AstS/Cy5Nj8IL+XJBvrlkB9Qdif41zY+UsRgPe+07ffK5jKo5U+Z9xPHPiR5tOijc/vL2RriUZ9+h9sn/AMdorkvHeshvEUkYYFbdFj9um4/qxortwuDtSTWl9fvLp0/dTP/Z" style="width:111.75pt; height:78pt" /> </span></span></span></span></p>

<p align="center" style="text-align:center">&nbsp;</p>

<p>&nbsp;</p>
</td>
</tr>
<tr>
<td style="border-bottom:1px solid black; width:321px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:1px solid black" valign="top">
<p>&nbsp;</p>

<p>&nbsp;</p>

<p>&nbsp;</p>

<p>&nbsp;</p>

<p><span style="font-size:11pt"><span style="line-height:normal"><span style="tab-stops:15.0pt 404.25pt"><span style="font-family:Arial,sans-serif"><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">3. The frog is on the rock.</span></span></span></span></span></span></p>
</td>
<td style="border-bottom:1px solid black; width:265px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p>&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="tab-stops:15.0pt 404.25pt"><span style="font-family:Arial,sans-serif"><img id="Picture_x0020_13" 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" style="width:87pt; height:93.75pt" /> </span></span></span></span></p>

<p>&nbsp;</p>
</td>
</tr>
<tr>
<td style="border-bottom:1px solid black; width:321px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:1px solid black" valign="top">
<p>&nbsp;</p>

<p>&nbsp;</p>

<p>&nbsp;</p>

<p>&nbsp;</p>

<p><span style="font-size:11pt"><span style="line-height:normal"><span style="tab-stops:15.0pt 404.25pt"><span style="font-family:Arial,sans-serif"><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">4. The butterfly is on the flower.</span></span></span></span></span></span></p>
</td>
<td style="border-bottom:1px solid black; width:265px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p>&nbsp;</p>

<p>&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="tab-stops:15.0pt 404.25pt"><span style="font-family:Arial,sans-serif"><img id="Picture_x0020_14" 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" style="width:134.25pt; height:75.75pt" /> </span></span></span></span></p>

<p>&nbsp;</p>

<p>&nbsp;</p>
</td>
</tr>
</tbody>
</table>

<p style="margin-bottom:13px"><span style="font-size:11pt"><span style="tab-stops:15.0pt 404.25pt"><span style="line-height:115%"><span style="font-family:Arial,sans-serif">&nbsp;&nbsp;&nbsp;&nbsp; </span></span></span></span></p>

<p style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span new="" roman="" style="font-family:" times="">II. </span></span></span></b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span new="" roman="" style="font-family:" times="">Look and write <b><i>&ldquo;Where is / Where are&rdquo;</i></b>.</span></span></span></span></span></span></p>

<p style="margin-bottom:13px"><span style="font-size:11pt"><span style="tab-stops:center 225.65pt left 364.5pt"><span style="line-height:115%"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span new="" roman="" style="font-family:" times="">1.</span></span></span></b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span new="" roman="" style="font-family:" times=""> ............................ the clouds ?</span></span></span></span></span></span></span></p>

<p style="margin-bottom:13px"><span style="font-size:11pt"><span style="tab-stops:center 225.65pt left 364.5pt"><span style="line-height:115%"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span new="" roman="" style="font-family:" times="">2.</span></span></span></b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span new="" roman="" style="font-family:" times=""> ............................ the birds ?</span></span></span></span></span></span></span></p>

<p style="margin-bottom:13px"><span style="font-size:11pt"><span style="tab-stops:center 225.65pt left 364.5pt"><span style="line-height:115%"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span new="" roman="" style="font-family:" times="">3.</span></span></span></b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span new="" roman="" style="font-family:" times=""> ............................ the frog ?</span></span></span></span></span></span></span></p>

<p style="margin-bottom:13px"><span style="font-size:11pt"><span style="tab-stops:center 225.65pt left 364.5pt"><span style="line-height:115%"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span new="" roman="" style="font-family:" times="">4.</span></span></span></b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span new="" roman="" style="font-family:" times=""> ........................... the butterfly ?</span></span></span></span></span></span></span></p>

<p style="margin-bottom:13px"><span style="font-size:11pt"><span style="tab-stops:center 225.65pt left 364.5pt"><span style="line-height:115%"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span new="" roman="" style="font-family:" times="">5.</span></span></span></b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span new="" roman="" style="font-family:" times=""> .......................... rock ?</span></span></span></span></span></span></span></p>

<p style="margin-bottom:13px"><span style="font-size:11pt"><span style="tab-stops:center 225.65pt left 364.5pt"><span style="line-height:115%"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span new="" roman="" style="font-family:" times="">6.</span></span></span></b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span new="" roman="" style="font-family:" times=""> .......................... the flowers ?&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span></span></span></span></span></span></span></p>

<p style="margin-bottom:13px"><span style="font-size:11pt"><span style="tab-stops:center 225.65pt left 364.5pt"><span style="line-height:115%"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span new="" roman="" style="font-family:" times="">III. </span></span></span></b><span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span new="" roman="" style="font-family:" times="">Look and circle</span></span></span><img id="Picture_x0020_12" 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" style="width:157.5pt; height:88.5pt" /> <span lang="VI" style="font-size:14.0pt"><span style="line-height:115%"><span new="" roman="" style="font-family:" times="">.<b>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </b></span></span></span></span></span></span></span></p>

<table align="center" class="MsoTableGrid" style="border-collapse:collapse; border:none">
<tbody>
<tr>
<td style="border-bottom:1px solid black; width:60px; padding:0in 7px 0in 7px; border-top:1px solid black; border-right:1px solid black; border-left:1px solid black" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">m</span></span></b></span></span></span></p>

<p align="center" style="text-align:center">&nbsp;</p>
</td>
<td style="border-bottom:1px solid black; width:72px; padding:0in 7px 0in 7px; border-top:1px solid black; border-right:1px solid black; border-left:none" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">o</span></span></b></span></span></span></p>
</td>
<td style="border-bottom:1px solid black; width:66px; padding:0in 7px 0in 7px; border-top:1px solid black; border-right:1px solid black; border-left:none" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">o</span></span></b></span></span></span></p>
</td>
<td style="border-bottom:1px solid black; width:66px; padding:0in 7px 0in 7px; border-top:1px solid black; border-right:1px solid black; border-left:none" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">n</span></span></b></span></span></span></p>
</td>
<td style="border-bottom:1px solid black; width:66px; padding:0in 7px 0in 7px; border-top:1px solid black; border-right:1px solid black; border-left:none" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">i</span></span></b></span></span></span></p>
</td>
<td style="border-bottom:1px solid black; width:66px; padding:0in 7px 0in 7px; border-top:1px solid black; border-right:1px solid black; border-left:none" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">o</span></span></b></span></span></span></p>
</td>
<td style="border-bottom:1px solid black; width:66px; padding:0in 7px 0in 7px; border-top:1px solid black; border-right:1px solid black; border-left:none" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">s</span></span></b></span></span></span></p>
</td>
<td style="border-bottom:1px solid black; width:66px; padding:0in 7px 0in 7px; border-top:1px solid black; border-right:1px solid black; border-left:none" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">a</span></span></b></span></span></span></p>
</td>
</tr>
<tr>
<td style="border-bottom:1px solid black; width:60px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:1px solid black" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">a</span></span></b></span></span></span></p>

<p align="center" style="text-align:center">&nbsp;</p>
</td>
<td style="border-bottom:1px solid black; width:72px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">h</span></span></b></span></span></span></p>
</td>
<td style="border-bottom:1px solid black; width:66px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">w</span></span></b></span></span></span></p>
</td>
<td style="border-bottom:1px solid black; width:66px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">y</span></span></b></span></span></span></p>
</td>
<td style="border-bottom:1px solid black; width:66px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">h</span></span></b></span></span></span></p>
</td>
<td style="border-bottom:1px solid black; width:66px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">e</span></span></b></span></span></span></p>
</td>
<td style="border-bottom:1px solid black; width:66px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">t</span></span></b></span></span></span></p>
</td>
<td style="border-bottom:1px solid black; width:66px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">f</span></span></b></span></span></span></p>
</td>
</tr>
<tr>
<td style="border-bottom:1px solid black; width:60px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:1px solid black" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">c</span></span></b></span></span></span></p>

<p align="center" style="text-align:center">&nbsp;</p>
</td>
<td style="border-bottom:1px solid black; width:72px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">l</span></span></b></span></span></span></p>
</td>
<td style="border-bottom:1px solid black; width:66px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">u</span></span></b></span></span></span></p>
</td>
<td style="border-bottom:1px solid black; width:66px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">b</span></span></b></span></span></span></p>
</td>
<td style="border-bottom:1px solid black; width:66px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">j</span></span></b></span></span></span></p>
</td>
<td style="border-bottom:1px solid black; width:66px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">k</span></span></b></span></span></span></p>
</td>
<td style="border-bottom:1px solid black; width:66px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">a</span></span></b></span></span></span></p>
</td>
<td style="border-bottom:1px solid black; width:66px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">l</span></span></b></span></span></span></p>
</td>
</tr>
<tr>
<td style="border-bottom:1px solid black; width:60px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:1px solid black" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">f</span></span></b></span></span></span></p>

<p align="center" style="text-align:center">&nbsp;</p>
</td>
<td style="border-bottom:1px solid black; width:72px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">k</span></span></b></span></span></span></p>
</td>
<td style="border-bottom:1px solid black; width:66px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">r</span></span></b></span></span></span></p>
</td>
<td style="border-bottom:1px solid black; width:66px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">i</span></span></b></span></span></span></p>
</td>
<td style="border-bottom:1px solid black; width:66px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">v</span></span></b></span></span></span></p>
</td>
<td style="border-bottom:1px solid black; width:66px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">e</span></span></b></span></span></span></p>
</td>
<td style="border-bottom:1px solid black; width:66px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">r</span></span></b></span></span></span></p>
</td>
<td style="border-bottom:1px solid black; width:66px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">o</span></span></b></span></span></span></p>
</td>
</tr>
<tr>
<td style="border-bottom:1px solid black; width:60px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:1px solid black" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">r</span></span></b></span></span></span></p>

<p align="center" style="text-align:center">&nbsp;</p>
</td>
<td style="border-bottom:1px solid black; width:72px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">n</span></span></b></span></span></span></p>
</td>
<td style="border-bottom:1px solid black; width:66px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">s</span></span></b></span></span></span></p>
</td>
<td style="border-bottom:1px solid black; width:66px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">r</span></span></b></span></span></span></p>
</td>
<td style="border-bottom:1px solid black; width:66px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">e</span></span></b></span></span></span></p>
</td>
<td style="border-bottom:1px solid black; width:66px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">l</span></span></b></span></span></span></p>
</td>
<td style="border-bottom:1px solid black; width:66px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">e</span></span></b></span></span></span></p>
</td>
<td style="border-bottom:1px solid black; width:66px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">w</span></span></b></span></span></span></p>
</td>
</tr>
<tr>
<td style="border-bottom:1px solid black; width:60px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:1px solid black" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">o</span></span></b></span></span></span></p>

<p align="center" style="text-align:center">&nbsp;</p>
</td>
<td style="border-bottom:1px solid black; width:72px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">p</span></span></b></span></span></span></p>
</td>
<td style="border-bottom:1px solid black; width:66px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">v</span></span></b></span></span></span></p>
</td>
<td style="border-bottom:1px solid black; width:66px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">d</span></span></b></span></span></span></p>
</td>
<td style="border-bottom:1px solid black; width:66px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">p</span></span></b></span></span></span></p>
</td>
<td style="border-bottom:1px solid black; width:66px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">y</span></span></b></span></span></span></p>
</td>
<td style="border-bottom:1px solid black; width:66px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">u</span></span></b></span></span></span></p>
</td>
<td style="border-bottom:1px solid black; width:66px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">e</span></span></b></span></span></span></p>
</td>
</tr>
<tr>
<td style="border-bottom:1px solid black; width:60px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:1px solid black" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">g</span></span></b></span></span></span></p>

<p align="center" style="text-align:center">&nbsp;</p>
</td>
<td style="border-bottom:1px solid black; width:72px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">b</span></span></b></span></span></span></p>
</td>
<td style="border-bottom:1px solid black; width:66px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">u</span></span></b></span></span></span></p>
</td>
<td style="border-bottom:1px solid black; width:66px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">s</span></span></b></span></span></span></p>
</td>
<td style="border-bottom:1px solid black; width:66px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">h</span></span></b></span></span></span></p>
</td>
<td style="border-bottom:1px solid black; width:66px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">i</span></span></b></span></span></span></p>
</td>
<td style="border-bottom:1px solid black; width:66px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">h</span></span></b></span></span></span></p>
</td>
<td style="border-bottom:1px solid black; width:66px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">r</span></span></b></span></span></span></p>
</td>
</tr>
<tr>
<td style="border-bottom:1px solid black; width:60px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:1px solid black" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">t</span></span></b></span></span></span></p>

<p align="center" style="text-align:center">&nbsp;</p>
</td>
<td style="border-bottom:1px solid black; width:72px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">c</span></span></b></span></span></span></p>
</td>
<td style="border-bottom:1px solid black; width:66px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">l</span></span></b></span></span></span></p>
</td>
<td style="border-bottom:1px solid black; width:66px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">o</span></span></b></span></span></span></p>
</td>
<td style="border-bottom:1px solid black; width:66px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">u</span></span></b></span></span></span></p>
</td>
<td style="border-bottom:1px solid black; width:66px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">d</span></span></b></span></span></span></p>
</td>
<td style="border-bottom:1px solid black; width:66px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">s</span></span></b></span></span></span></p>
</td>
<td style="border-bottom:1px solid black; width:66px; padding:0in 7px 0in 7px; border-top:none; border-right:1px solid black; border-left:none" valign="top">
<p align="center" style="text-align:center">&nbsp;</p>

<p align="center" style="text-align:center"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:Arial,sans-serif"><b><span lang="VI" style="font-size:14.0pt"><span new="" roman="" style="font-family:" times="">g</span></span></b></span></span></span></p>
</td>
</tr>
</tbody>
</table>

<p style="margin-bottom:13px">&nbsp;</p>

<p style="margin-bottom:13px">&nbsp;</p>

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