tag:blogger.com,1999:blog-64506703832243278482024-03-18T05:21:52.785-05:00Tons of FunBabies, Preschoolers and everyone in betweenUnknownnoreply@blogger.comBlogger109125tag:blogger.com,1999:blog-6450670383224327848.post-9673840560856158372013-01-25T15:40:00.002-06:002013-01-25T15:40:35.970-06:00Long Distance Hug - RevisitedOne of my most popular posts is the <a href="http://tonsoffunpreschoolactivities.blogspot.com/2011/02/long-distance-hug.html" target="_blank">Long Distance Hug</a> idea I posted almost 2 years ago. It has been awesome seeing all the ways people are using this idea, from mailing to family on the other side of the world to sending to our troops. <br />
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At the time, C was 2 and J was not quite 1. I thought I would have the girls, plus L (nearly 10 months old) re-create the craft to compare them, size wise, to the ones they made 2 years ago. One set of grandparents happen to live down the road still have theirs on display!<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOe3Dtx7w7kpFBm53gnAj3VLnG86V17paTQ9CgzuIhqnoagCUNg70UGhUB95wyOTJZVl7vCeK89nTkPz8jzoqRLIhwfDaySCHraKVxtGWR5DUE4SZa_adTXDF1smYfXUkY0NgqeBPv-x8/s1600/mail+a+hug.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="257" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOe3Dtx7w7kpFBm53gnAj3VLnG86V17paTQ9CgzuIhqnoagCUNg70UGhUB95wyOTJZVl7vCeK89nTkPz8jzoqRLIhwfDaySCHraKVxtGWR5DUE4SZa_adTXDF1smYfXUkY0NgqeBPv-x8/s320/mail+a+hug.png" width="320" /></a></div>
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It was fun to compare just how much they have grown in the 2 years. And since J is the now same age C was when she made hers, it was neat to show her that her big sister was once her size.<br />
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Have you made a Long Distance Hug? I would love to hear about it! Unknownnoreply@blogger.com87tag:blogger.com,1999:blog-6450670383224327848.post-73724310833582337642012-12-17T12:39:00.001-06:002012-12-17T12:40:28.419-06:00Snowflake Bump GameC is in 4K now and is sent home a simple homework activity every week. This past weekend she came home with a game I hadn't heard of before - a math bump game. After a quick search on <a href="http://www.teacherspayteachers.com/" target="_blank">Teachers Pay Teachers</a> I found the <a href="http://www.teacherspayteachers.com/Product/FREE-Gingerbread-Bump-Addition-Game#" target="_blank">exact game</a> she brought home. She loved it so much we created a version she can play at home since she had to return the Gingerbread Bump Game back to school. (click on the titles for the printable)<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXY82Uskn8OlYnfMfGD3nuxI8-tDsWkyI_zmBhdLX9dQ1s5M5nG1Xf1erbhoW_kl_YurxPF8rZ3PeY_SSYs40CS_x3le4zjyTfj_HfOT7ljRgOiYrEpMen9bB0QRIC78cBWBS6haTCiPg/s1600/2+dice+addition.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br /></a></div>
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<a href="http://www.4shared.com/office/9mDrkndJ/Snowflake_3_dice_Addition_Bump.html" target="_blank">3 Dice Addition Game</a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFPwAdQRXz6lCTIxJqTPt2Ku51trua7DiO_N5idN1a_6vTCuTtDt9LjzeH-j0hHmY_jqD_-lLVSfl0sHU6jnnmhVH1y-qtOUUHJZ26VKKfTkSPkacEiKOflbA20goucfx7W024ZkjDQlY/s1600/3+dice+addition.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="236" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFPwAdQRXz6lCTIxJqTPt2Ku51trua7DiO_N5idN1a_6vTCuTtDt9LjzeH-j0hHmY_jqD_-lLVSfl0sHU6jnnmhVH1y-qtOUUHJZ26VKKfTkSPkacEiKOflbA20goucfx7W024ZkjDQlY/s320/3+dice+addition.png" width="320" /></a> </div>
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<a href="http://www.4shared.com/office/xt75WuTC/Snowflake_2_dice_Addition_Bump.html" target="_blank">2 Dice Addition Game</a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXY82Uskn8OlYnfMfGD3nuxI8-tDsWkyI_zmBhdLX9dQ1s5M5nG1Xf1erbhoW_kl_YurxPF8rZ3PeY_SSYs40CS_x3le4zjyTfj_HfOT7ljRgOiYrEpMen9bB0QRIC78cBWBS6haTCiPg/s1600/2+dice+addition.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="233" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXY82Uskn8OlYnfMfGD3nuxI8-tDsWkyI_zmBhdLX9dQ1s5M5nG1Xf1erbhoW_kl_YurxPF8rZ3PeY_SSYs40CS_x3le4zjyTfj_HfOT7ljRgOiYrEpMen9bB0QRIC78cBWBS6haTCiPg/s320/2+dice+addition.png" width="320" /></a></div>
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<a href="http://www.4shared.com/office/mEBGX82C/Snowflake_2_dice_Subtraction_B.html" target="_blank">2 Dice Subtraction </a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHHUZCaj3xy7V81zsAqFAbx1q5lxO6rtN6cAlgc4Z7XseNihLBeVf8YLZ8lHy5bM8_uL2Rk6N02lMOD_DlAYHg4qYOqF5GSEEHSHb7Ab6YKT8CAEjVPFa3usbfr9eseByY4BL-JWfcQZg/s1600/subtraction.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="230" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHHUZCaj3xy7V81zsAqFAbx1q5lxO6rtN6cAlgc4Z7XseNihLBeVf8YLZ8lHy5bM8_uL2Rk6N02lMOD_DlAYHg4qYOqF5GSEEHSHb7Ab6YKT8CAEjVPFa3usbfr9eseByY4BL-JWfcQZg/s320/subtraction.jpg" width="320" /></a></div>
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Directions</div>
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Each player needs 20 makers (ones that are stackable are preferred) - each player needs a different color.<br />
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Players take turns rolling the dice. Add (or subtract) the dice together and cover that number on the game board (if subtracting tell child to find the larger number and subtract from that die)<br />
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If that number is already covered by another player, they can bump that marker off and replace it with their marker.<br />
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If the number is already covered by your marker, you can place another one of your markers on top of the one already on the board. Once a number is "doubled up" it is locked and cannot be bumped off.<br />
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If a number is rolled that is locked up, that player skips their turn.<br />
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The game is over when all numbers are covered.<br />
The winner is whoever has the most numbers covered with 2 markers.<br />
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<br />Unknownnoreply@blogger.com20tag:blogger.com,1999:blog-6450670383224327848.post-92189070660877257082012-12-10T12:51:00.001-06:002012-12-17T12:41:50.209-06:00Candy Cane Song<span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: small;">When I was a teacher I loved Dr. Jean, I still own most of her CDs. I even went to one of her workshops years ago (so fun!)</span></span><br />
<span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: small;"><br /></span></span>
<span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: small;">I have even introduced a few of the songs to my own children. A favorite this past summer was "<a href="http://www.drjean.org/html/cds_f/happy_lyrics3.html" target="_blank">The Gummy Bear</a>" song from the <a href="http://www.drjean.org/html/cds_f/cds_happy.html" target="_blank">Is Everybody Happy</a> CD.</span></span><br />
<span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: small;"><br /></span></span>
<span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: small;">I came up with this Christmas version of the song and C loves it.</span></span><br />
<span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: small;"><br /></span></span>
<span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: small;"><br /></span></span>
<span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: small;"><span style="color: #420000;"><b><span style="font-size: large;">The Candy Cane Song</span><br />
</b></span><span style="color: #420000;">(Tune:
"<i>Six Little Ducks That I Once Knew</i>") <br />
<b><br />
Down at the candy store, what did I see? <br /><br />
Seven little candy canes hanging on a tree. </b>
<b><br /><br />
Along came </b>
<b><u>child's name</u> with a penny one day. <br /><br />
They bought a red one and they took it away. </b>
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<b><span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: small;"><span style="color: #420000;"><br />
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</span><br /><span style="color: #420000;"><span style="color: #420000;">Down at the candy store, what did I see? <br />
<br />
Six little candy canes hanging on a tree. <br />
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Along came <u>child's name</u> with a penny one day. <br />
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They bought a blue one and they took it away. </span></span></span></span></b><br />
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<span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: small;"><span style="color: #420000;">Continue by counting <span style="color: #420000;">down and </span>using the different c<span style="color: #420000;">o<span style="color: #420000;">lors you use. <span style="color: #420000;">If using in a classroom you can <span style="font-size: small;">attach paper candy canes to a tree<span style="font-size: small;"> and </span>pass out the pennies to a <span style="font-size: small;">several children. As you sin<span style="font-size: small;">g, those</span></span></span> children can come up at buy one<span style="color: #420000;">. Sing more than once so everyone gets a turn<span style="font-size: small;"> :)</span></span></span></span></span></span></span></span><br />
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<span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjniQYo5RjkY1BYegV-aIPYbvf9B0X8us-MzGc9fuC-zj-TyGQidUeSixTlu5MxohHzCQ3jNjt6F2Hp9yWOllxAbhNu6iKf8H_PhnhQJrsUtLXfmIHdOS3rv1_rDdOr8Cf2g5J7zViv-rI/s1600/DSC00306.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="292" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjniQYo5RjkY1BYegV-aIPYbvf9B0X8us-MzGc9fuC-zj-TyGQidUeSixTlu5MxohHzCQ3jNjt6F2Hp9yWOllxAbhNu6iKf8H_PhnhQJrsUtLXfmIHdOS3rv1_rDdOr8Cf2g5J7zViv-rI/s400/DSC00306.jpg" width="400" /></a></span></span></div>
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<span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: small;"><span style="color: #420000;">I just quickly cut candy cane shapes from construction paper, nothing fancy. And some brown <span style="color: #420000;">circles</span> <span style="color: #420000;">for the pennies. </span> </span></span></span>Unknownnoreply@blogger.com4tag:blogger.com,1999:blog-6450670383224327848.post-65693704714527622022012-11-15T07:55:00.002-06:002012-11-15T07:55:49.748-06:00Color the Christmas Lights<div style="text-align: center;">
For this activity you will need</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdkBPdxZRAj9_-hyKJJ4TMZr69bFM4KIOEeurMnViEOlI3-YG9pFo4bciOpnlB7Re9F9SoltjivD8HdzF-0srZ1ET1Hvru0BMMKu2GfP_HuduRM_iV70FIUI8OryKa1DGBl4nLIMeed5A/s1600/IMG_3774.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdkBPdxZRAj9_-hyKJJ4TMZr69bFM4KIOEeurMnViEOlI3-YG9pFo4bciOpnlB7Re9F9SoltjivD8HdzF-0srZ1ET1Hvru0BMMKu2GfP_HuduRM_iV70FIUI8OryKa1DGBl4nLIMeed5A/s320/IMG_3774.png" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiC9-pcjI-EhOCbFXD_o3Iz3QJ-ZJf0bgwTvPy8sshw0PJpUKObQeShZgJsMP9oa1HKZsJs_F-RQpstRqIZQlfqedbtTCBhYymm_CXFifkfUWSA1xRI_Qh6sWxtURvNQR3A7D5h-y4NsiQ/s1600/IMG_3775.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a>~Crayons (red, orange, yellow, green, blue and purple)</div>
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~<a href="http://www.teacherspayteachers.com/Product/Christmas-Lights-1-20#" target="_blank">Christmas Lights printable </a><i><span style="font-size: xx-small;"><br />(from Lisa Morrow on Teachers Pay Teachers)</span></i><br />
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~<a href="http://www.4shared.com/office/nsRklA73/number_color_cards.html" target="_blank">Color and Number Cards</a> </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcLM2sGi2Id-zHu2hkspvWueCWWrYIC_DdYwLq3Jy0GlT1eF65e4MIb3zpIEvdyND4UxbqhA9ZPCjNQ_5ngJWUNwNCgaHI-CnGDMduaLZrh0Zt4Ma3Zgu_z23dt0sZOUxHLO1Y-PEfuJY/s1600/1.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="163" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcLM2sGi2Id-zHu2hkspvWueCWWrYIC_DdYwLq3Jy0GlT1eF65e4MIb3zpIEvdyND4UxbqhA9ZPCjNQ_5ngJWUNwNCgaHI-CnGDMduaLZrh0Zt4Ma3Zgu_z23dt0sZOUxHLO1Y-PEfuJY/s400/1.JPG" width="400" /></a> </div>
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Draw 1 number card and 1 color card. Find that number on the Christmas Light worksheet and color the light the color on the card. Continue until all lights are filled in.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiC9-pcjI-EhOCbFXD_o3Iz3QJ-ZJf0bgwTvPy8sshw0PJpUKObQeShZgJsMP9oa1HKZsJs_F-RQpstRqIZQlfqedbtTCBhYymm_CXFifkfUWSA1xRI_Qh6sWxtURvNQR3A7D5h-y4NsiQ/s1600/IMG_3775.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiC9-pcjI-EhOCbFXD_o3Iz3QJ-ZJf0bgwTvPy8sshw0PJpUKObQeShZgJsMP9oa1HKZsJs_F-RQpstRqIZQlfqedbtTCBhYymm_CXFifkfUWSA1xRI_Qh6sWxtURvNQR3A7D5h-y4NsiQ/s400/IMG_3775.png" width="400" /></a> </div>
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I didn't make as many color cards as numbers. When you run out of cards in your color pile, start over with the discarded pile.</div>
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Unknownnoreply@blogger.com3tag:blogger.com,1999:blog-6450670383224327848.post-56478985010302830142012-09-17T11:25:00.002-05:002012-09-17T11:42:30.908-05:00Quiet Time Activities<div style="text-align: center;">
I started doing quiet time activities again for C. <br />
She started 4K 2 weeks ago and needs some quiet time to herself in the afternoon. </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKAHfAsG4Y6W_U5Zfx7vyHGsXerwjgBGEbI8vwCNS8B36HxniDc1Ap5di7BnoUd81pJQNj1fwLt0zmYXWZThh37w7sxD0wCItxGiVntx8G30XMM6CvZzhS8znVegjLlJhuhDivBqG8usA/s1600/blog3.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKAHfAsG4Y6W_U5Zfx7vyHGsXerwjgBGEbI8vwCNS8B36HxniDc1Ap5di7BnoUd81pJQNj1fwLt0zmYXWZThh37w7sxD0wCItxGiVntx8G30XMM6CvZzhS8znVegjLlJhuhDivBqG8usA/s400/blog3.jpg" width="400" /> </a></div>
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1. <a href="http://tinkerlab.com/2011/03/art-dice/" target="_blank">Art Dice</a><br />
2. Cards she enjoys looking at (for sorting or reading the words)</div>
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3. Zoo<a href="http://www.orientaltrading.com/fabulous-foam-animal-bead-assortment-a2-57_26-12-1.fltr?Ntt=foam+beads" target="_blank"> animal foam</a> beads for sorting by size<br />
4. Number magnets<br />
5. A personalized puzzle she recently received as a gift, (her name is blacked out for the picture -- puzzle from <a href="http://www.frecklebox.com/default.aspx" target="_blank">here</a> if interested)</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgt49_Ql0llHVM4Mb7FJgp3C2b3g_k5Jn6Yh_vxVjMSaCqgNCcE0Jd0j6gk43C1_Z0QukUpYoZjbXyEuogEy6G3iz7f8ur8m1USUGPDHTbcHMDwgstk6yGEnoA4uILIdi7crj-uznyugK8/s1600/blog2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgt49_Ql0llHVM4Mb7FJgp3C2b3g_k5Jn6Yh_vxVjMSaCqgNCcE0Jd0j6gk43C1_Z0QukUpYoZjbXyEuogEy6G3iz7f8ur8m1USUGPDHTbcHMDwgstk6yGEnoA4uILIdi7crj-uznyugK8/s400/blog2.jpg" width="400" /></a></div>
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6. A peg actvitiy</div>
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7. ABC sticker upper/lowercase match</div>
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8. Make faces using pieces cut from magazines and various sizes of lids </div>
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9. Viewmaster</div>
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10. Spell family names with <a href="http://www.orientaltrading.com/white-round-alphabet-bead-assortment-a2-57_613-11-1.fltr?xsaleSku=57/26" target="_blank">beads</a> on pipe cleaners</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKAHfAsG4Y6W_U5Zfx7vyHGsXerwjgBGEbI8vwCNS8B36HxniDc1Ap5di7BnoUd81pJQNj1fwLt0zmYXWZThh37w7sxD0wCItxGiVntx8G30XMM6CvZzhS8znVegjLlJhuhDivBqG8usA/s1600/blog3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br /></a></div>
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I use <a href="http://www.amazon.com/Blue-Hills-Studio-Storage-Multi-Color/dp/B002GAXH5W/ref=sr_1_1?ie=UTF8&qid=1347897860&sr=8-1&keywords=Studio+A+10+Drawer+Rainbow+Cart">these drawers</a> for storing the items. <br />
I did not pay that much for them though!! </div>
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Unknownnoreply@blogger.com42tag:blogger.com,1999:blog-6450670383224327848.post-57175400873301608552012-03-24T15:09:00.000-05:002012-03-24T15:09:23.850-05:00Mix & Match Easter Egg Puzzles<div class="separator" style="clear: both; text-align: center;">
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<br /> I cut out a several Easter egg shapes from different scrapbook
paper patterns. Then I cut each egg into 4 sections, making sure I used different lines (straight, zig-zag and wavy). On a piece of cardboard I
traced the egg shape and the different sections I made. <br /></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEif6BXcFE3FYj-gtaeS5DQbLQjtwPgINB_Sr1-PJZ00kJJ8cdx0NC7BF799lqAknd00Y5oMC_BGDVo5nh4nwcWEBJUuPtAyAvIeTHWhDg-FQBkPfVxUt9OHMFGpt3v0ofAqIqL7Lb64aOg/s1600/IMG_0877.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="238" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEif6BXcFE3FYj-gtaeS5DQbLQjtwPgINB_Sr1-PJZ00kJJ8cdx0NC7BF799lqAknd00Y5oMC_BGDVo5nh4nwcWEBJUuPtAyAvIeTHWhDg-FQBkPfVxUt9OHMFGpt3v0ofAqIqL7Lb64aOg/s320/IMG_0877.png" width="320" /></a></div>
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<br />Then C was free to make her egg however she liked<br /></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6yPggQFQZvFdp3Av0GuR8-rvUvLaLvKVyKcV75VRDgjChohxGuTB4ObEaOq1kDOTrFgo4yAsNxOMTdI9_9pY46KJ9QFRXam9W32aheyrPD-AflCIVaers-TUkoF3UyJFoK83YzIOONtw/s1600/IMG_0883.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="239" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6yPggQFQZvFdp3Av0GuR8-rvUvLaLvKVyKcV75VRDgjChohxGuTB4ObEaOq1kDOTrFgo4yAsNxOMTdI9_9pY46KJ9QFRXam9W32aheyrPD-AflCIVaers-TUkoF3UyJFoK83YzIOONtw/s320/IMG_0883.png" width="320" /></a></div>
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She made one that was all the same<br /></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOvupn4bo0_NeiO06zfmMYlxND4xs-Eqs64pXlO1YD_wtRambRHeLIbiN46fM1T5YMzzTtckAd88fhrzgnu8U6i310nWePWj57PnrcZgdfLazr8NAkRzxmdurj61IaBBNhLtIAc3vLFHU/s1600/IMG_0886.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOvupn4bo0_NeiO06zfmMYlxND4xs-Eqs64pXlO1YD_wtRambRHeLIbiN46fM1T5YMzzTtckAd88fhrzgnu8U6i310nWePWj57PnrcZgdfLazr8NAkRzxmdurj61IaBBNhLtIAc3vLFHU/s320/IMG_0886.JPG" width="320" /></a></div>
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Other ideas:<br /></div>
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*Make patterns<br /><br />*Adult makes one egg and the child has to make one that matches <br />(or take pictures of eggs you make, print them and child makes an egg to match picture)</div>
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<i><b>Blog Note</b>: This may be my last post for awhile - we are expecting baby #3 within the next 2 weeks or so and who knows when I will get around to posting something again :)</i></div>
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<br /></div>Unknownnoreply@blogger.com5tag:blogger.com,1999:blog-6450670383224327848.post-49166038605602419972012-03-17T14:57:00.000-05:002012-03-17T14:57:56.779-05:00Last Minute St. Patrick's Day Activity<div style="text-align: center;">
C and I made this "card" to bring to her Grandma later today. </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-6S57xGGDRJ_f-yWOoeYeOX_tRqWo7PjATqYOXlnVpAfwqbVyM-qJTYBGijZgWcCKN6dW6DOuFQrGt2OeDMi2zS6_9FyKr_cmycYSoAuR49iFp-DgGXVkeD7B5F9o25SHZEMlwM-ev6k/s1600/IMG_0859.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-6S57xGGDRJ_f-yWOoeYeOX_tRqWo7PjATqYOXlnVpAfwqbVyM-qJTYBGijZgWcCKN6dW6DOuFQrGt2OeDMi2zS6_9FyKr_cmycYSoAuR49iFp-DgGXVkeD7B5F9o25SHZEMlwM-ev6k/s320/IMG_0859.png" width="320" /></a></div>
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She glued together groups of 3 hearts I cut out using a heart hole punch.<br />I put dots on the paper where she was to match the point of the heart to the dot.<br /> She made one 4 leaf clover that she wants Grandma to find.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXFenWhnWryEcp2rBXDpeV_RkXI8YO5ULXDKL1xoNB5gFLLdbNOjH2sJiAusrBq3MPFyT71_vdXhfLipAruU_03mleb77bS3v48nDWG0pxblFLlHuTJ1VWXzLlccGfBAUDYAulF5bEnpY/s1600/IMG_0863.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="239" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXFenWhnWryEcp2rBXDpeV_RkXI8YO5ULXDKL1xoNB5gFLLdbNOjH2sJiAusrBq3MPFyT71_vdXhfLipAruU_03mleb77bS3v48nDWG0pxblFLlHuTJ1VWXzLlccGfBAUDYAulF5bEnpY/s320/IMG_0863.png" width="320" /></a></div>
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She added stems and wrote "Happy St. Patrick's Day"</div>
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Can you find the 4 leaf clover? </div>
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This could be a teacher/parent made project, where the child has to find the 4 leaf clover. </div>
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<b><span style="color: lime;">Happy St. Patrick's Day!</span></b></div>
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<br /></div>Unknownnoreply@blogger.com2tag:blogger.com,1999:blog-6450670383224327848.post-82551315739204410952012-02-24T10:13:00.000-06:002012-02-24T10:13:27.749-06:00Apple Sandwich<div style="text-align: center;">
I don't usually post recipes on here, but I thought I would share what we made for snack recently. It is healthy and was a big hit, even for the pickiest eater in our house!</div>
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It was a combination of 2 ideas I saw on Pinterest -- the<a href="http://pinterest.com/pin/143059725632755382/"> No Bake Energy Ball recipe</a> from <b><a href="http://smashedpeasandcarrots.blogspot.com/2011/08/no-bake-energy-bites-recipe.html">Smashed Peas & Carrots</a></b> and this <a href="http://pinterest.com/pin/143059725632748959/">Apple Sandwich </a>from <b><a href="http://keepyourdietreal.com/food/news/20-quick-and-healthy-snacks/">Keep your Diet Rea</a>l</b></div>
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We made the Energy Ball recipe <span style="font-size: x-small;">(which I have made a few times before - very yummy. This time I used almond butter instead of peanut butter, not the same, but still pretty good)</span> and put it between some apple slices. When I asked C if she liked it, she said, "We should have this for snack everyday!" She has been pickier than usual lately, so i was glad she liked it.<br />J just liked the middle, she isn't always a big fan of apples that are cut up.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEho-sjnfcqjV5uraJDzV5DsxZSWsHshxreoHPD_jca81llW1rR2vskapAypQcWp0LgSZMDeFjBLN_A8GrUbW9t3JayJyDgHk7PLmGV8fpNMwgkFDtu_vbqWZcYv1_atr3D_HExWATnjLsM/s1600/IMG_0352.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="253" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEho-sjnfcqjV5uraJDzV5DsxZSWsHshxreoHPD_jca81llW1rR2vskapAypQcWp0LgSZMDeFjBLN_A8GrUbW9t3JayJyDgHk7PLmGV8fpNMwgkFDtu_vbqWZcYv1_atr3D_HExWATnjLsM/s320/IMG_0352.png" width="320" /></a></div>
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<span style="font-size: x-small;"> (Sorry about the picture quality. My iPod was the only thing handy for picture taking, and C wanted to eat it right away!)</span></div>
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<span style="font-size: x-small;"> </span></div>Unknownnoreply@blogger.com2tag:blogger.com,1999:blog-6450670383224327848.post-86311815947061106402012-02-05T15:43:00.000-06:002012-02-05T15:43:21.233-06:00Snowman Math Game<div style="text-align: center;">
C is really into math right now, so I made this quick snowman game for us to play together.</div>
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I cut circles for the bottom, middle and head of the snowmen.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1yK3tV_6Ns3lCHOUMCADAZqcHvi49XI5sU9Mc5YnRd8OZ_gXQY9xvNGTjazZQj9jnDutMM7HQ5TH-IfgvzvkvMoMooepCC7IP-yqIqNOUJhfsD4vJt_jZbXu1HCdS7lNhZxu5K3NiEGc/s1600/DSC04000.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="239" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1yK3tV_6Ns3lCHOUMCADAZqcHvi49XI5sU9Mc5YnRd8OZ_gXQY9xvNGTjazZQj9jnDutMM7HQ5TH-IfgvzvkvMoMooepCC7IP-yqIqNOUJhfsD4vJt_jZbXu1HCdS7lNhZxu5K3NiEGc/s320/DSC04000.JPG" width="320" /></a></div>
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Then wrote numbers on them so the top and middle circles would equal the number on the bottom circle. I made them reversible as well and made a few sets, using different colors.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiK8JMg7vfO1ysGBhUAv6TLi_Jl0oITixoArdeLlmdWki8cIPTjtq_pw6Rc6hgA-hcRv5Q7pPFLTn3G2eLQTxjTuDzUCrkawvZhYFIsqhWmC0sFZoHsva5FGTqpcxkedS_bW_NI9Xg0hU8/s1600/DSC04002.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="239" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiK8JMg7vfO1ysGBhUAv6TLi_Jl0oITixoArdeLlmdWki8cIPTjtq_pw6Rc6hgA-hcRv5Q7pPFLTn3G2eLQTxjTuDzUCrkawvZhYFIsqhWmC0sFZoHsva5FGTqpcxkedS_bW_NI9Xg0hU8/s320/DSC04002.JPG" width="320" /></a></div>
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<br /></div>Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-6450670383224327848.post-2374453778911095582012-02-05T15:39:00.000-06:002015-03-16T09:44:39.392-05:00Dot Marker Counting<div style="text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgiBDyGYQfVrT0BWX-7mA2NQc1K1Fz9oytHUivcxk-Vndj3P1zGN9JcNpQUs8AIGHp-u_a8R0KZdtE2GrInB8PaKXW_vxuvZBpntNr8r5qle05S5IqveYXuv8he6hHaabU6dFwYQUrD_eY/s1600/001.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a>(This post contains affiliate links)<br /><br />This was a pretty simple activity to set up and play.</div>
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First I took our <a href="http://www.amazon.com/gp/product/B00004W3Y4/ref=as_li_qf_sp_asin_il_tl?ie=UTF8&camp=1789&creative=9325&creativeASIN=B00004W3Y4&linkCode=as2&tag=tooffu-20&linkId=I2BC2O2EFDTMYUHZ" target="_blank">dot marker</a> set, which includes 6 colors, and dotted each side of a <a href="http://www.amazon.com/gp/product/B00DNN5HOK/ref=as_li_qf_sp_asin_il_tl?ie=UTF8&camp=1789&creative=9325&creativeASIN=B00DNN5HOK&linkCode=as2&tag=tooffu-20&linkId=Z73DN6J4NA7K4RAB" target="_blank">1 inch wood block</a> with each color.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgiBDyGYQfVrT0BWX-7mA2NQc1K1Fz9oytHUivcxk-Vndj3P1zGN9JcNpQUs8AIGHp-u_a8R0KZdtE2GrInB8PaKXW_vxuvZBpntNr8r5qle05S5IqveYXuv8he6hHaabU6dFwYQUrD_eY/s1600/001.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgiBDyGYQfVrT0BWX-7mA2NQc1K1Fz9oytHUivcxk-Vndj3P1zGN9JcNpQUs8AIGHp-u_a8R0KZdtE2GrInB8PaKXW_vxuvZBpntNr8r5qle05S5IqveYXuv8he6hHaabU6dFwYQUrD_eY/s320/001.JPG" height="239" width="320" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-87y6y23FcQa0W7NcdkCgr0o8iCoCFoMMqWYXcBcSzYl6ligs_s1qlqnYxJ7BVWOi5pEuoazg96xAT5_yfxEHg8q_mcZ7uwk7oaeG8zJWl29_W0cWdOaWz7IO2_OKMvcObXKoucXMKx0/s1600/DSC03995.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a></div>
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Then C and I took turns rolling a number die and the color die. If we rolled a "3" and a "teal" then we would put 3 teal dots on a piece of paper. We weren't making any special pictures, we were just going to play until the paper was filled up (or until C was done with the game) But you could play with any dot marker printable out there, or make a picture as you go.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjI7StASvezrqBqmd1fQYfu6WfswcZYDnhOdrfk9l9FoJ93C6kfuDhekvfscBLASACP86EEzme3VfdqzU1TGQD-TnwI_4prsLgrmLa5QOwwL-550A8IVnnyBGbpMvzwn1IIv-SmGq3TIyU/s1600/002.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjI7StASvezrqBqmd1fQYfu6WfswcZYDnhOdrfk9l9FoJ93C6kfuDhekvfscBLASACP86EEzme3VfdqzU1TGQD-TnwI_4prsLgrmLa5QOwwL-550A8IVnnyBGbpMvzwn1IIv-SmGq3TIyU/s320/002.JPG" height="239" width="320" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdy-hp4lsamPH-hZ4goZt1N_rI0ueU4fG4Y8AkXyt0KxLSd5O0BCOJKA5O1BRiNPsO5lEh4Z03g-p_VjDl2yyNwSLvFDaRhqmU_F5QLz4fGdM22cTc9ZWmf0VSAq1v0GHuA9KninQKQNM/s1600/DSC03997.JPG" style="margin-left: 1em; margin-right: 1em;"></a> </div>
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We ended up filling up almost the entire paper.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgA3Z2gq2t3Ufkuitowj2l3-8d8P7ReOE1yrKzkNbEYCHuXgdQ1377L2YnAkJPeF40hPOjHI-sl-JY2nZqQQn8kVQQ1wTxHfbVR1XJB9ZQ2v0uLdYJ8NFB31Wbv5vtmqBfjFsBsqGgnZ-w/s1600/003.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgA3Z2gq2t3Ufkuitowj2l3-8d8P7ReOE1yrKzkNbEYCHuXgdQ1377L2YnAkJPeF40hPOjHI-sl-JY2nZqQQn8kVQQ1wTxHfbVR1XJB9ZQ2v0uLdYJ8NFB31Wbv5vtmqBfjFsBsqGgnZ-w/s320/003.JPG" height="239" width="320" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjO6mNhqjR7sqh0XdHWZiDRqkTKbPhhbqXcIze5rxnmMlpTUYLXxI1cX_dpNBVarmiTQeB5sX4ttao4BIEFeJaaA33mp7Et1GFzmLB5xCt2YzYXPVB-Dyyv-S7_hw24PPNOiXwmKLo1A0/s1600/DSC03999.JPG" style="margin-left: 1em; margin-right: 1em;"></a> </div>
Unknownnoreply@blogger.com14tag:blogger.com,1999:blog-6450670383224327848.post-61515600366706217272012-01-13T09:23:00.001-06:002012-01-13T20:55:30.805-06:00Color Matching Snowmen<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjP-Uvij78SknMe9jJ2uGo0Cc0qs0VHvf-qhlJxIVuSOdzehujF0dOgKfVUeTufqzT8SQI0zYEmdqpGuAO_pEiMOdwyXDoZYldbkznl5jB8Ztdf44c8zmxksASVk1o3dDwhkRMxgPVL6WM/s1600/IMG_0285.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjP-Uvij78SknMe9jJ2uGo0Cc0qs0VHvf-qhlJxIVuSOdzehujF0dOgKfVUeTufqzT8SQI0zYEmdqpGuAO_pEiMOdwyXDoZYldbkznl5jB8Ztdf44c8zmxksASVk1o3dDwhkRMxgPVL6WM/s320/IMG_0285.png" width="320" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwUJlrHdZe6Q9IwajFH4PxqdcZGaH2q_gqpDlLcl0gRIwQ7p-WW1XATUj6i5D7tF_9N0wPDjQc9OwUiofNppycaHWwY4dJxuchLqEhXQ4TFECZqeWNQy_iDE8xPkDt46Fq6GR4gWGPvhc/s1600/IMG_0283.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwUJlrHdZe6Q9IwajFH4PxqdcZGaH2q_gqpDlLcl0gRIwQ7p-WW1XATUj6i5D7tF_9N0wPDjQc9OwUiofNppycaHWwY4dJxuchLqEhXQ4TFECZqeWNQy_iDE8xPkDt46Fq6GR4gWGPvhc/s320/IMG_0283.png" width="320" /></a></div>
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Here is a simple and quick color matching game to make. I just cut out circles of different sizes and colored them with markers. Then cut the hats out from construction paper. Children can match the hat color, eye color, button color and the color word.Unknownnoreply@blogger.com9tag:blogger.com,1999:blog-6450670383224327848.post-74519228438031254402011-12-05T15:20:00.001-06:002011-12-16T14:52:28.310-06:00Advent Chain Week 1<div style="text-align: center;">
<span style="font-size: x-small;"><a class="pin-it-button" count-layout="horizontal" href="http://pinterest.com/pin/create/button/?url=http%3A%2F%2Ftonsoffunpreschoolactivities.blogspot.com%2F">Pin It</a><br /><script src="http://assets.pinterest.com/js/pinit.js" type="text/javascript">
</script><b><br />C</b> is 3 years and 7 months </span><b><br /></b><span style="font-size: x-small;"><b>J</b> is 21 months</span><b><br /></b></div>
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<b>December 1</b> -- We played the <a href="http://makinglearningfun.com/themepages/SnowmanCollectingSnowballsFun.htm">Collecting Snowballs</a> game found at <a href="http://makinglearningfun.com/">Making Learning Fun</a>. We did the add and subtract version of the game. <span style="font-size: x-small;">(I altered the original so there would be more spaces for the cotton balls) <span style="font-size: small;">Eventually we traded the cards for a die. When C rolled, she got to take away, when I rolled, I got to add.</span></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlE3jL_WUX4Ns3vltLRn8Zxlj8sUMghCPP7RvIdIZyG5Lz5Nr6-mAaaaECYEVgnsNPix2At9w12j556oj5aYYkILEb5ex_ZRzhVdiE0DxHzeuvfv_as-arNNIIo-b4VYBGerKlxN_6pGo/s1600/IMG_7472.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlE3jL_WUX4Ns3vltLRn8Zxlj8sUMghCPP7RvIdIZyG5Lz5Nr6-mAaaaECYEVgnsNPix2At9w12j556oj5aYYkILEb5ex_ZRzhVdiE0DxHzeuvfv_as-arNNIIo-b4VYBGerKlxN_6pGo/s200/IMG_7472.png" width="150" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsJXEi3bBw0RImY0EhqBBUrTQ72DwHAdEX7CqqOwTFJ_8cN7ZuTm8NOMPXNU82jgi3a2-LdPhothOB-0FmcLPiXrdLVE_jtxKrSnqNvPWfkHrJqEIdYB0NiM_9vtimGZBl7iDj2Mk4mcU/s1600/IMG_7481.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsJXEi3bBw0RImY0EhqBBUrTQ72DwHAdEX7CqqOwTFJ_8cN7ZuTm8NOMPXNU82jgi3a2-LdPhothOB-0FmcLPiXrdLVE_jtxKrSnqNvPWfkHrJqEIdYB0NiM_9vtimGZBl7iDj2Mk4mcU/s200/IMG_7481.png" width="200" /></a></div>
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To keep J occupied while we played the game i thought I would make her a simple version - putting the cotton balls on circles on a piece of paper.</div>
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This is what she thought of that idea</div>
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She saw me trace the circles, so that is what she wanted to do instead. <br />
She is so different than C!!</div>
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<a href="http://makinglearningfun.com/themepages/SnowmanCollectingSnowballsFun.htm"></a></div>
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<b>December 2</b> -- I saw this idea for <a href="http://emptybobbinsewing.com/2010/12/12/o-christmas-tree-o-felt-christmas-tree/">decorating a felt tree</a>. But we didn't have enough green felt to make such a large tree and I didn't want to go out and buy more, so we just made a mini version instead :) They girls still had fun decorating the tree. When C was losing interest I had her follow directions (put a red circle ornament at the top, make a pattern at the bottom, etc) </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjT1cTONuThM69qr2bBgj9Q4HN7L3MrvVCn0xzn8g-UgNsT4Uoe90oVpmzKVa22wz4FYZG1DV-sgX0uJu7bNKqJMvsAOFzSbi8GhFeEvFgeiwUnCZMyIwTmD4DK2Opo78VDr2wbfmodVME/s1600/IMG_7498.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjT1cTONuThM69qr2bBgj9Q4HN7L3MrvVCn0xzn8g-UgNsT4Uoe90oVpmzKVa22wz4FYZG1DV-sgX0uJu7bNKqJMvsAOFzSbi8GhFeEvFgeiwUnCZMyIwTmD4DK2Opo78VDr2wbfmodVME/s200/IMG_7498.png" width="150" /></a></div>
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<b>December 3</b> -- We played the Same and Different Game, printable found <a href="https://docs.google.com/viewer?a=v&pid=explorer&chrome=true&srcid=0ByMy2_AV3VDWODAzYWNiYjAtNjk1YS00YmVlLTk1OTItNzAzNzgzZjQ5OWQx&hl=en_US">here</a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYuX0eIvdzZcrYnzbCSLZJeFCtT8Eb-kCWaj8xIeq9g5IWEH7zZjAn4Raiyp734kMjfFnQAmrXVDJ-Dy5PjwRUS3ZlNvfgCrDfVm_P5fMt8eoc-IumNXkkatl_MHBsH_OF4DXce-P0AJ8/s1600/IMG_7508.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYuX0eIvdzZcrYnzbCSLZJeFCtT8Eb-kCWaj8xIeq9g5IWEH7zZjAn4Raiyp734kMjfFnQAmrXVDJ-Dy5PjwRUS3ZlNvfgCrDfVm_P5fMt8eoc-IumNXkkatl_MHBsH_OF4DXce-P0AJ8/s200/IMG_7508.png" width="200" /></a></div>
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<b>December 4</b> -- C did the Color, Cut & Glue activity, found <a href="http://www.makinglearningfun.com/themepages/SantaMerryChristmasColorCutGlue.htm">here</a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEBQNEq7s1CQVpK6u19I-_Jv3t09wN2tj4dJkYotn9rGRiK2ZsR_vKY12ZNx9veubWV352cNFNhy7HxquTCCpGn3lCuGpV1fYmQ67nLzns_izNrBReCtqR_cMle8YcljZHIujYTP6ViO4/s1600/IMG_7550.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEBQNEq7s1CQVpK6u19I-_Jv3t09wN2tj4dJkYotn9rGRiK2ZsR_vKY12ZNx9veubWV352cNFNhy7HxquTCCpGn3lCuGpV1fYmQ67nLzns_izNrBReCtqR_cMle8YcljZHIujYTP6ViO4/s1600/IMG_7550.png" /></a></div>
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Here are a few other things we did this week.</div>
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<a href="http://tonsoffunpreschoolactivities.blogspot.com/2010/12/felt-activities.html">Rudolph Rudolph</a> felt story</div>
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And we did the <a href="http://www.4shared.com/document/LScSzS67/christmas_puzzles.html">Christmas puzzles</a></div>
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qlpI8OFlsui6HNVqawp0roUVielijoTNTptrVhqPbeytnGpokqLphAroxZadSppdbjOzTyXnRRznZUm7WxuTJqLpJJJnaeLOmsKVap0pfNlmVdF3BZxIXbKLG5tWpusl3JRiq5QnZK1SbpcViatbGq1NDrSOjFlZE3YGVlnSWfSPk8aHfU6q6QwMrY6LHRUqKSVope6FrFKNnMVFmnc6GSey0pETZbVKm5UkqvIikTHs1KmViqThSqbFGLHhttVPCl0lKfTIp2obGLjxMTTPJvYZJIn0zyZlCLUcWjDsZxuh9PAJLM8mYnZlsnG0WTTZ3wU0KHHPEYZRT6nI88fER4wxgmmFHFKPcopIZwxTighcMh9n9EhJQHnnHGGkU8pIxgTwBkeUkoBZph6lHCCGGcEIQIRJ5RgRDEmGG9yTjHhjHkMYwI5JQRjRiinFCPHp5RT6lPGECUIY4p9zn3MIIIUY3LhqCEEAKAIsQvuiTAiBEHoEwygCyCA0KWEEoIJwhghF7gc0wsvDQBAECYQQhcBiAhAFEIEIcQAQogQhNCFABCIBoOXgetigAhCCAEIAIXEdQEALgCu4ziO4zquC4DrDAYvQdd9+ULgOi6EAEMEAYAAkAvUBYBAeGGMIQAvFhOFiCJKMeSMUEri4WaTZSadJcmmiieFSHKdNFJXQhgRVTKs81lt0lrHZZo00thC1kbXRhQqsiq1JjZqXOhwYbJOx0Ynvc1Loxupllq0uWhsVhezOg+LLOrytCuStlSNSjqr1tY0RdJptTRqUcumlL0wrQpXZdLmySrXnYpLPbtUlLtF3uS607Kts67IOp0sKtWaJC+SeaX6Mu3ztJWpUllh0kqnhZrNrSpVuhaiV/G8SBZWtoVoi3RemVKmpZx1hWhLsbTCyLC3qjZZJ9XciEanXakXlWhsWhdZo9IuV5XOmlyWQliV2ErWRu1rXRdpbZJKyVqLXIVdkS0r01hRiGmr1CJXVZlUUhZSWZ0tatUaUaqkKaQ1al3Z/ULNS10a0RXZwqpFJSodNaVs6qSTZlEUizIvZdzkcWNCY6aVSas8WebpQopWJ32uu1x2Jq6NrrK0ztLcJJVKrchKI6zKap11SlUybqQwaWRVXIhUxbHOtpssbHVapLMsnIhsLOKpiqJCxDqZNFlUJ7GOZyacqumwzuJktpPF0zSZZbNtGW5NN70hY37AfZ8yRrf8YJPxIWPbfnAhLj3GPEoCzoce9ynxKGEUEgY2ecAZxQRhDClFHsEepZgQj3KPckIQIYRRwgjxKPMJJ4hhgjzKfMwc4GAKGcUEQYQRRggjABFilBCEfMI4JgxBn1GKMYQuQi7CLkGAIcYJphgRhD2COYEQAkawRxnBGGHkEe4TwggECFBMIIIEE44ZgQA6rkcIxwhjiAlmhDBCEMIEY4oguoBE10UID5zBRcRzMXEIIwgAAi5CEEAXYYQgBK6LAbgwuhBwgTtwnI2XIACO47hg4DgbBCHgAggAhgg4rus4ELoQAQoRdqnruBghn3CGKUZok3keZhzTyWiYJFsim2Tx2MSzUiY2i0w2KU1Y6DjXSVNkVZ42UvTG1lbURdjotFZxnc/mVna5nJdZZaIyD6s8a0w2V6IpZGmSSs8qOS2ypBSqM3Eto1qlpU4rPeu17KTYtborRGXSJs/WuVgWqsrT3uiFNfNc2CxqjbIiq5K4FklnZF9kjVLWxJ1O6zytZGRV1Bvdadla3eWmkaavi91Sr3Nl86y12bxJmiozKmm1WVq9LFSnVWlUV+jSJMsyX+VGm7gpRZdnfWlXpS1M0lq5KvLlXK9q2xVi0epFKeaNXthiXiR1HjY6XZZmXppLVbUs9F5ZrMu8s0VXqiqPF7loS9PW6dJmvdWLulzUtiiyvEgXlawLafWkqsLWylam2kRNGXdF2uRpZbKFNZ3Mapn0VvW5qFXSGlFVcWfF3EplksIkTZ3YUvZV0RWyzKbrWnZWVrmqctFkWZlnukhKnXQ6qtKwNqLN0zqbNiosdWTjOJdhpxMTzyo5q9OJjDd1EupwYrOwFZGNE5tFNgx1lCTJdpHOZBzq2URncR7PTBpOtra2uD/2va2Ac04Czn3KPErGnHNCfOZtsc1RQAKPBJz5nBFCCGaMkhHnFBPkAorRiDNOcMC9IWUUEUpowDi/MJ8pHjEvIIxRhAn2KBt5PoaIYxoQ7hMGISQYj3jAMSIEewyPmHchtgGEHmUe5gQhjFwAAcYAI4gxJAQxijxCEISUEEoIhhBCF0KAMIbQJRjS/6rJCcYQAXLB2BEg4MJgQwQTjBCGkGICIYTQdd0BxhBezCpwB67jDBzXHfgUAwc4joMBGDgOggi4LnDcgbOx8fIAugOCnIGz8RIADnRdCFwEgTMYEIAIRNAFEDgIAuC6BBNGKCWUYEQQ8jEhCFNMOKGUIkbxcOTLaKdJ47mStZl1IupEXIus0ErqMLdZpZNGR5WJGp02JqtFMtdJq9OFUqtcdDpZWLlb6t2i6JSsRLI2cpXHXZ40uWxLXZu00XJeqEqnXaG6yvSl6Iq0zJNGiX1brEy0lNmqUn2ZtrlYl3Vf6VollckWZdrqrDTZvJTzShQq7guzmptlI/tCrFu5bIq+VH1uepvVRdSYrLeiL3SlpdVZV8nKpvPCLFTeG7vXVMtS7xVyUeuuVU2RLOpsbc0yl4tSrKzurVzWoivE0uatEdbEpcr6QqwL0yhdF8LaqCtEV2SNkbWWnSkWZdlauWp0X2aNzZZVsazq/aZYWr3b5qtKzyu1bvV+b9d1uaiKdZXv1XZh884We7baVXpdy2VtamMaa3ZLOy9VZdP9yvZ5sSzV3MrKiEpHfSFWRbGX54tC1jZrjaq1KIusymVjZF/oeS6WueiMrG3WlFktZq0M5yYxOs3lpFBRreJKZLWUOpvmJrY6kdlWKSOdzrJkJpOZyEIhZiIJk2izkDsyGut4skhkmcxMMslnkyIe63A89P2R5+94fMj4dhBs+Sxg3ojzgOAtzhkiw4BvBsOAeRTjwOPbgR8QnyJKMeYUb3qcEeoT4lPCGPUZ9TkdMuYzDxNEMGIEU0IJgR67+Esx4YQgDIDDKCOUUowpJh4jjGCMQEDoiPKvDR2MPEoYJZRgiohHKcWAIggBgBBQgiCABFNKKUQuwsAjhBNCMIYQcXahVR1ywboxZBgjCL5W4AhhF2KIMIAQuBQTx90A0CEYIgAwJBwTBjEA7ssbGwgChLELIHAHCCIKEXQ2XNd1AQDQhY4LIXDB4J+8/PJLFOKNl1/ecDYQBI6zgYDruAPXdRGEBCEIAEUYAQgQIAhTQjFGDBPOCMHQJ57HvKEX6CgtRSL02GZxnsncpI1OGhFVJq50WJm0kbLO0zZPOi2KbKzEpFBZqeIij61NWhNVeVKKrMnk3GRdkfa56HJtdFqYrC6yLk9qneQyqVQ2L2SnxLIqdk1epWKe67XQnRJtIZaF6LVeWLXbiGWpjUzWdd5UsldmlYu9ulyaos5Vb82izBalaYuyzmVbmUVtFrXocrku82Wla5V2uVjVqqjEoixWtdwri91SdTbcsyaX0yqPeyuWZd6UojHpwuplXc9zXcq4tXE/F+smb03S5mmrVWvN5bZpc1UZs65sX+mu1LtNtdfVyyrvc720Zl3lfamqKp83ZVepvsqWVnVW9bXeq4q6iPtKzyvZW71vbVOKVVW/0tSXW7OsZVfmu63Zr/XVutiv8ktVtSqLea6WtelruarsbmP7Sve17kvT2Hxpzao0q7roK7my6lJp50WxsPm+NY0OWytanZU6qXRcq7jL49JEVoV1FhuRFDKxapYlkzyL82xayImUkypLWxXlYiePJlU8zZOpCse1Tmwy07OJSqdyMk6jcRpum2gmw/F05G9yz+PEY3zbH+4Mh1vBaOgNt/1REDDGKeNkyH0PE869UeD7lIwY5QxzRjhBHuMB9QmkFCPGOKXUZ5hTSjCiBPuU+4wGzBtizjBllHCKPYIZRRADj3Afc4pxQJjHCMaYE0ox5gRhcmFrYYwRxcgnlGGMEKIYc0IxQi50IQSccIK+pugIQI4xJcQjjGGMCMYYcUw8QjxKCcAIuIwySnwIAb3AXgQxQgQjAgG+CKIRIogA4LpggAnDGEEHEARd4Drg6+QWIAdBAKHrui7GF3UUAAGAAL5EEUIAkK+PhtAFCLkIIgAgcJ2LhApDSPF/3VuUeZRRRgLuecQfsmDo8Tic1VLoVNhC1bkoZdoWttVqbkRXpHtF0Zm0ztMu16URRZHWVsxL2VrV57LOk9rqxoqFTZdW9Hne13qu012jujJtiqSzalHKpozaRlkrlnm+LHVXpgurLjW6t6K3ar/Wq8p2Vq+sWed6Wci+yJpcza1tS9napCySrtGN1cuqXFjTFrot8mVZLBs7r6qmNJ01y7Jsc9HlalHKy3U+L+W8Nm0t6iqbV2qvtgsr54UqZVYV6X5dLWXRFrorxbxQXZnPK9W3+bJq9xbNqivbWq/nxW6XLwt1yZr9Jrc2q4qssemykuvCXp2Xy9J0Nl/bcs/WV5pmt6pWjV5Wat3ay32zavVeW19t27aUe219pe0XVbHuinVZ7tVVW5uuUss836vrvbZoG7Gsi0tFtS7zeVP3TVMV2bIo1k29bGRvVW91V4q20p2W80J3Vi2saQvVlnpZm7YUq7JYWbMsTV8WK2PWpapNnMukyqNKxrtSdULMs2SuU51Na51aFZciLlVUyTjNxkrvqHCnUXFpkkrOZDKudKTScS5nVoYm2a5EpuOoTGbxzta2P9r0vcBj1GND3w+4xykfef5m4I98nzM+8vnIp0HAtn2fIMgw5tTnjHmMBIx6Ht7m3ibzPEo9SnzCKGOc4hHnPvc4Jb7Hhp7nUUoJJoRxTgJOPMpHzAsI3+R+wPmIU58SDzOPUE4ZgijgdOgxQiDHZJNwRhDDiDPGGWUEeZj5hFKCEYSYsIBwiiAhCEGAIUQIE0IIgh7GFFEEMceYIIQxYeQicMUuBMAFFEKCIYIIQQCgAyFAkADoXshVghFFEENICUbQdYHrABcDiAD6emidAQRwY+AgiAhmLyEIXLDBESaIIESAgzGABEIMEcOIIkgx9ghFEBJCEQKcUZ96AeM+80bBcOSzceDnUWS17pRYFaY1aaPU3BSNzZo8rW3WVPJSWSxrXRVilde71q7LvLJpVaRNoepC1UXelUVdpV0l6zyrc1lZ2ZRqUWTzQrZWLKzubX6pqldN0ed6lataZ2WRtFW6LvN1pZdW7da6t6Ir1LI0rZWrKt+r8r5Od+dqd64vdXK3UX2Rrxq711frqu4queqLS225asRuoxedXjf5vNZdadZtOS/zZW3WrVl2pqvNospXXbmc23mXrzq729t1Uyzbom/0btPtFu1+V+72+V6Xr6y9XJZrU/VVsT8v1r1ZtMWyqvra9m3dl8WiqtZNs6jtqjUXS2c9L/tar5qqq4p1V66rpiuKZVMtC72u9Kq2y7a61Ffrqt6t6suN3avzy221rPNlb3abaq+udju7bKpVWe03TWv1qhH7CzMv9aLUiybv23xd28tVtSrkpVb3C1NZuW7zVZvvN+Vem+9Wea/TuVELa/vSrqpyURRtIZeVnOdqnqvGJOtC9aYolKhU0pqkl7JVcSfTWmRWpLVIrU5qEbUyzcVMiVklw0YmuZjNdVqIqZbjIot0NJHTnfGQb/vBeDTaHI78wN/yh77HRsNgi/rbgbcVBDt+MCQsIHTL831KPcZG/jDg3sjzfZ8POZ94wYgzTsmQ8W2PY4IpJR6jHqOcMgxJwJnH8UVISwlGGHJKGMWcE4gIpYgy5BM/4ENCICUw4NynZOQFnDFKYMAppwRjwijmiHFOIQIUkyH1GCYUI44xw/DCRSPwQkhTQgDGkGECAaAIeYRABABwPEx8wj3KGaIAOBjCCyqOIKIYB+SiKAYRQq7rQhcQDCEGGCHXdS8CK4owwRAj4DgAQpdACAFwIHABeAlBgCBAECIXIuBSSFGiHtAAACAASURBVAnCrvMygQghiJDLCfEIZxgGjG0F3mbg+Z63PdzeHm5tB8FstD3d2klnO9pM6yJpTNYa1WrdGNkWorO60coWalGYlcm7Ml9V9rIpe6OqQi+LoilVW+uFzVubdKVZV9We1QuT93XVl+XC2nltukrtVsVuVTSV3q/rdWmWdbGoy9bkC1vOS9NZMy+r3a5ZlnpR5YvGrGuzam1r83lV7FXVflvst+ZSW++37V7dvDrvF23Z22LR2stts2vr3bJelHbZVFfn8/22XjT5uq+vrOZXl4srS7u3zC8v6kurZn/Z7s/bq/3icttcmbdX++ZKX11ZLfcX89fXy2/tX/ru1dfefOWVt77x6hvry5e77nLfLRbl7qJc99W66y4t+r4t+75ZL6rdzu617apru06+Mq93F+Vybq/23av98vKiu9TZZVtcbpv9rrnU91eWi9151Td23VW7rV3Nzf6qfHXVXe7sXtesq3Zdl+umWtfVsqtXXd4XarfT68b0pVi2ar+tLrbGblntVuWVqlzl+V5Z7rXNsjTLUi9tvttV66ZocrPftvt11VizsGZdqU6aPldVEdUXWbSO10Z3Usyt7FRss3Bp8otieZaOCxm2IizFrBFxp2SRxVbEjU6LZFyKnbkWhZjG4U483p6M/FHApptbs9Hmjj/cGY52fG/o8W1/OCR0NAy2A3/E2Lbvb3G+xfyht8kp54xs+cNtL9ji/ojzHe5vMrbpMZ8Rn3FCIcXQJ9SjeMhYQBindMvjPqOBx32P+pSPvCGjFH+Nq5wziikacsoI9ikbMS9gbMi9HR6MPJ9R7hOPUeox7jPqewwjGFDGEWaIBJT6hFy0OBByKUWcE4QA55RR5BHsM0oZphRxQj1EKYEUIUYZwYRiwjCmEDmDAUGIE4IQwAQDAAfOwAUuIRgjAACAECEAAHAwIgPXBS4ErosRIBBC4A6cjZcQcDliECKCses6rjugEGEXckR8zHzCKaWEYE75drAdb+9Eo9GmvzUMtmabO+HmTrw5nWxPZZysjFka01d2t66XlV02ZVfaeV0ta7Wqir4Wfan60s7Loi2Lva5ZVOVuVfdNuWjadVuvWrtuyv2m2W2rvb5YNmLZFHu2XFT5um335vXuXC7rvC/tel7OG7PsikuL+uqqutRX+53dXzRNJdta7Tb6cl+u+2JZ5ZcW7e5C71Zmt62aud5d1su+Xvd2r6v25/nesly1ZtGp+dx2TTGvbdvYVWsvN+WiVusm3+uadWOXbbNu6r2q2W8Xy7ZbtM2lbr6sm3VbX6qbddu+up6/tn/1m1df/+7vfP/auzfe/p33P/nBhzc/uPb9N/7g/bd+7/feeOM7V7/5+u7lV9brV7rdddftzfO9vt6fL3cXzaW+uTLv97puvWgu9e3lfrHfL6/M55frZrer93bL9aK+0i5fXa2vLlZXu+6VeX91MX91VV2ZV1fni6vLdq9v9pr2G32/33d78/Lyot5d1K/O51f6xZX18sq8v9x1V+bN1b67vG6Wc7u7sFfn9eV2canv1nX1attfnte7fbk7b/Z6u99UV5t6b17utdW6y/vGrKzdK82izDqT7RV2Wcg+j3eNmivZFarUcZMnRqeVjls5qVTc56pXYq6SeZ7MVWriWWmSWiW1jko5sTI0cqZmO1vDoeezyTDwOR/7o7G3uRkE42GwE/gex77Px6PhMGBDn20G/jDwA+YFPPAZ9yjZ9Oimz0Y+3Qq4x/Am93a8IOB0SMmQc8bwJvNHzPM5pwQTjAJOPUYDjw25v+X7m5636Xk+pxfut0+oz7nnMUwwYfQC1YfU89iQU+Zx7jM65J7PmM/4kPlbXuARyhllnDJCLqpgHFOPEsYIhIBgSAliGHuEBJz63MMIYowxhgRCgilnDAAHOA5GgBFCIEIQcsooIoRgBC7sJ4wRJhhRhC7yZ+gCiCAmeOBsDBwHQAQhgBC+xBDBCLrAoQhi6FKAMcQXURnBhBPqM8YJDTifbW4FI3+2vaWmSTwZZ+NYhUJNEzPN9ky3rMrWmv16sajyRV2sq6avulXTLsuyr/KuaXrbL0u7qopFVSytXVblblH0ttit6ivVfLds66rsK7tb5euy7atq3jVd3SzKdt4Ue027qhfrar5bVn3VtHW9Kpt1WS/qeq9p11W3tou9ajFv5n1T7RbtsuzWbb/u5ovaLrt6Pq/XXXNl0ex3/byt9xbzq/3yUrfc71bf2N3fX126uv/N166+enl1+bX9b771+pu/9/rbv/v6d99+43vff/P7b//u2+//zvvv/e7HH/7+x9d+8PF73/vwD3/ww2vvfPbpu18cXDu8/cmD88MXv/7pb3/7q7//q9/8w9/9s3/7z379b/76V//tl09/fOvju/du3L/x8afXP/jozrvXP/mDH37vjd//zptvffvqm29e/tab+6+9tfvKt5dXv3XpG99+9Y1vX379zatXXrt0+c3919/ae+2N3Ve+uX/1G+v919aXv7l75fX11dd2X3l1d/8bu5df6davLlevry59s3/lUr+8vFh9s9t9rV9dXnaXV/Mr8/nlZfNKv1h1zW5X77f1lb7bn5dX5/Mr837VVnv9Ym++3OvmVxb9fjt/tV1enneXu3a3rfbnzX5TX+nKvbZcVsWlslhWxaLRSysXtd1r60ttvdfYVWl3a7trzaLKK5NWKuysmRuxKLPWpJ2Je6M6kTY6bXXWalHKuJaTXseNiDohqiRT29NkNJ4ON7f4cHu4vT0cbvujHW848oIh9zxGt/3hNNjeDIaM4SFnIx4MOd/2h6PA3+SeT+jIIwHnlBBKyQ73d/yAEzLkfOT5lJLAo0Hg+Yxt8cCnbOR5HmWcUY8RSjDjxKPEY8yj3KM+Zx6njHvMZ9znPicXpxKG8YgHQ8YZwZss8CjzCB4xHnDvIlIihGBMCWYcU0YpY2TEPEYpZ5wxwghGCDBCAsoCxoKLOgdEAeMX7zkmCIOLJBkSABG4uFDFKUEQIQQ9igByXAAcMCAIEQghdDBwL24ZIQAAAACDlxAEEDruRfMDIgIhQZgizAkjmHBKh4xRSneCYLK1uTXcEtPsrVe/9dF3PvjwrR+885133//dD95/+72Pvvv+p29/8OnbH3z6vY8/+sG1j9/58NrbH3/69kfXv/eH197+7JN3rn38g2sfv/Pxx+98cv3da9fe+fDaDz757Aef3Pz+tc/evX7rnU9uvHvt83c/++S96x++//H1d67feOezm+/fvPbuJzfe+fDmB9duvPPpzXdvXH/n+vX3rl1/7+Ob7966+cHtT9698el71298cPPGuzdvvf/FZx/cvPHBJzfeu37zg89v/PCLzz64eePDa9c/uvH5e7e+eP/W5x/cuPXDz7748N7nHx3c+PDmnU/v373+8M6njw5vPXr+5KtHt86P7509e/z8Vz/5b35x9qvnxz95cfKTL09/8dXZz375/KtfPvvxl6fPfnz21U9Of/qT85//6MlXXz7+6o++/OO/+Plf/O2f/92vf/Tnf/6zP/+Hv/37v/+rf/mv/+Yf/tU//+/+xd/+3W9/9Wc/PX/xk5Ovnt9/dnJwenp4dnz/6eM7Dx5/fvjw1uHj6w/uf3r34af3Hl17cO+T23c/unFw/cG9awf3Pr53+6Pbdz+5e/Dpwd1PHjz45M7hJ3dvf/zFnWv37r7/xe2Pbt756NatP/z08/dvffbhF3c+uPnZBzc+fe/mjXc+ufnezY++d+2j73368dvXP/79Wx9/9/0f/sEH7/3+B+99571333zvh7/z3ntvfPf7b/7g91//7h98+w+++63vfvCt7733ze9/95vf+t63vvudV37nO99489tXX3/r6ptvvfrW61def+vqt79z+bVXdy+/sXv1zb1X3rj06huXX9ufzxd1Xtlkv6zWVdOVetnpvkxzOa2LaFWpuUx7k/RG1Cps1GxRZL1Och2uazHXqc3CVoc627Fi3JioSJJJsJVubk/80Wy0GW1tTb3RJveGHgs83/fo9qa/GXiB5wUeD3y66QdbXhD4PuNs6PmcUsZwwP1tj21yOvL9TX845J7HkEcxZpgxwijzPOZzOuJ8y/N3vGDEKKfYY/7Q8wJvGHj+yOOUsIB7AWUexT6jgcd8RgPOL1qZI98PuOdRsukFQ84DxgLGPU6GnDNKKEOMYEYpJZxiwjHzGWOMepR6lFGEKUUeZz5lI48Nmc8o5YRwQjzCMAY+JRQRhCEhlCDCEMUQEwwJQQhATiiEALqAE0wRgABgADCEDGMGKYDwoimNEHyJIEAgZAghCAG4aHVhhjEG0KN0xGlAKWds0x8Og2Brc0eM5Tvfee/pZ48PPr5zcOvg3md3Hn92+OCzw4efPXzy2dPHXzx48vnho1sPT744Pr775MkXh8dfPHx0+/HT20+ODh4+vP3g+PaDo7uPTm+fnH1xenL36Omdk8e3j07uHR0dHB3deXx+9+npwfHx3Scndx4f33tycnD06P7x0cGTszvHp3eOnh4cHR+cHN8/PT04PXpwfPzg6PjB0fHh6fnh2dmD46eHD8/uHz87OD15dHr24PT0wfHxw6PTBydnh2fPHpw8f3j87MHR2eHx+aPTZw/PXzx59uMnX3715PxnR1/90fOfPn969uzoxa9/+as//dmv/vinf/oXf/SXf/LVnz0/+enZ6c9+ev6b3/763/z2N//6b/7yf/gXf/0//dVv/vvf/PG/+pOf/ubnP/r5r//4z/7mL377l7/4i3/6y9/+9a//6S9/9Ivje6enB+fPH3z54v6Lnz998ZOHz358+OLLx2fnj56dPTx/dvj8xYPz5w9OTw5Pzu+fnj4+PTs8e3bv+cnDZ88ePX9xePLi8Oz54YuTB2fn954/e/Di/P7J+eHTs0fn54en5/fPz++ePzs4eXH/9Pz+2dmDk9PD82f3z0/vn50ePjm/f3z84Pzk4Ozk/unJ/ePTe+enB6fnByfPDk7O7pyd3T05u3t0fHB8dO/86N7R2e2zszsnR3eenNw5Prtz9vT206Pbh09uPn5y8/jxnUdP7h4+/fzw8fWnD68/fXDjwZPrD04/e/jt/f1lmV+qqku13Stln6ddLlaFKrN4VciFlmWRdDZrddrlSZvLhdZtEfVKtlmyKrKlkbVKTLqt0lkuEpVMx5vb463t0cjfGo1mm5sTb7QdBKPAm/jDoT8aDkdbwXDkb24Ng63A9xjxfTby2TBgo8CbDIOR52/yocf5Jg+2g80h54FHfc53vM2h7408b8jYyGeMIYgAw3CTM59Rj7FNFgScDT0+ZBcYjgPGA0IphZSSoTfk9Gs9zDEdcW/IOMGAUswZ8RjmnKKvC1XYZ8Qj3KecM4wQ2OTekPEhoxfpFCXUI4wTyjH2GKWEcorJ10VuSgjllFKGqIcoQRQjRohPOYaIYswIwRARgghBGEGGKcTIcYHPmIeJ67oEXZQyEXThSxgBiABCEEFIEULIZRB5lDrQYRgPMfcICxgZet7O1s5420/H2QdvvnPv2p3PP/ri7vU7D64d3L929971+wc3HhzePHxw6+Gjm08e3nr44IvDp58/ePrZ4eNbhw9vHzy6efjk1pPDW48Pbz589MWTh58fPrz16NHnTx7dPnz4+eHh3YdPbj99ePP46RcPn3zx8NHthw/uPHn8+dGj248ODx4//uLo4Z0nT784fnr76Ond0yd3jp/effL44OT47tPju8cXU3108OToztOT26dnd09OD05ODk6O7hydHDx5fHBydPvk5PbT0/tHp/eOTu8dn9w7Ob53dHx4+uLR2bPD4/Mnp+ePTn7+4k/++PmfvXj44uTw+YvHX/7o8Y//8hf//H/+t//7//W//r//97/7//7xP/yn//zv//E//Lv/9B//z3////zH//xf/vG//G//y//xL//qf/zTn/z2+ZMffXX21S+//PlXpz/98emPf3z2s5+/+NOfn/3iR0+//PHTn5w9/fLk6fnzw9NnD4/PH52f3T97dv/8+YOfnN8/Pz84Pzl8dnz/2cnh2emDs2f3z08enJ4dvHh27+z0/tnpvWfP7508u390dv/k2b2z4wenR/dOT+6fP3vw7Pjuycm9o9N7Z2d3zk8OTk8fnJ0enJ7cPzq6e3p07+jk/unJwcnZvYcvDo5ODk6P75+cPDg5Onj69P7T04Oj44Ojk4OTk4OnT+8/Ob379PTg6PjuydG9x0cHT85uHx/fPj65e3zy/9P0Ht11ZWmaXgxaFUHcc7bfx1wDDxLeEoaewYhIV5lZmRkRJAF6EgRImItrj/f2WgAkIzKzsqtaq0tdrSVpIK2lgdaSBvXXNGD2TziDz7zffp/3HDf1o5Z11LKO2s2juv6+2jys/XL7zp2lpZtLC9uLcxvzcxtLi6tL1+6sLi5cnVifG7u+Mr0wN7a8NLUyM7k9O709P7U8M7a2NL10dWLp2vjWwtXr16bmpyeXZydW56e25qenimyUqarMJAYqRUnhRJVIkbESl4qUKZgXmcwxkhhTOVcJlTD8PAMlgmRCS5RTCCVCVEJkTAgUZQohLKgYc4QQQgqmBAuUIAoRhQAhkSHIICQEMYIRBhxBCWGJMIUQCUIOEUdYwpgiJGGiEC5DjAGQEJEgYRAS+HedzADAQASigAHEQEQChBB9vhgLwggSRSiIsCBgUaQYcYQ4RhAACAQICggAQSgAEQBxBAqCIAIgAixAYaQgFApiQYBiQRQKAIyAgjBSGBGFEbFQ+Oqrr4TCSKFQ+Icv/6crV0YwQFAofPnVlwVhpFAQ/tM//KcvkFgAIwVBKCABYFGE4ggVRCJAIAACIBIBgogAxBEdZ0qZ8VG18sOvH5/un9afnzTenDXfNGtvz2r77/W3zcZRq/muqb3XGkfNxlGzddJqvdPb79vGSUs/0lvHunZkto+araN667ihH+nGkdE+berHLfO90T7SzKO2ftRqH7ftY8s6tsyqYZ6Y7WpbO20bJ7pR062qbZ+5Rk3Xqmb7zNSqllk1zKrjHlv2iabVDLtqmKdto2ZZdcc+s6wz067aTlW3arZRD63TwKnZdt2y67ZTt722Z+m2q7uu7jla8LdP//rXi599y/Wt3r/99f/+j//nP/6v//Pf//V/vozztu4cN53TdniqW/V3Z/stu/rp0/B/+9///f/7f//j3/7lf7lILvrJcJAMcjf7Of7z//qX/3Ye5R0z+2v/r2Er8tq+XzfchuHUTLfuWE3LO3O9mm3XbbfuuHXTr7vOmWPXDKfu2nXfbFlOw3RqjtGwnbrhNHS9bpsN2z1zvKrvVi2/6jqnjlW3rTPLPnPNmmGfWf6JaZ+anz/ZqNlO3bTPdL1mt+umfaZZZ6Z15phVSz+zzDPHqtrmqWWets0TQ6vq1qmmn2r6Wcs5so0TwzxumceacdTUjtrtI007qWlv67/cvn9zZfnG4tyN5aW1uWvXF67trMzeWpldW5hcmhzfWpxdnx5fW5pZmp9Ym5tcn59emZtcWRhbnJ1auza9NjexPDu5PDOxMFlZujq6MFWpMLksSyXCZEo5wxJFjMCSzEe5JBEkEcIR4ghUmFRinBNa5Ix+3qgZphhKBMuYSpgySmSucIKLjCqEMAQxFjGBnHAKEAWYQlSmRGGIIAIhQhARAmSEZEQIhhQCCUECBQwhRwQjCABgIsNQ5IgQiBTMCIQEQxVTLkICoIwwR5giwiEjCDGECcAcI44REiHFgCAgQUKhiMDIiPAlEREFkEEECwBDiACEosA+y3KIKCAqIOLIiCAUxBFBKBQQEJEAkAgoAFgEwpUrUBCuCFeEwohYEKAofK5WUSgIIwVhZGRk5MoXQqFQKBSQCMSCCAQRiCKCgCJIAeIAl6DCEZMxH6VyWVLKvDhVnH78j7vNt6dnr6rNt43Tw7Pmoam909tHzdZxu3Wo6e+bzZNW87ilHbWNo3b7WNOPDePYaB+3Gqe6Xm2bR23jWHOODf1U104s7choHpvasW4dWe2qrp+2zKO2dmJrVUM/NbSqaZy1rRPHOrbNqq2duUbNMeqmcWaZNdeqWUZNt6uudeaYNcOoGa1q2z0znbpjn3nmmWXUbKdmWzXLqptWwzJbntVwnbodNGy74YYNN2p5ftvzGk7Xi3vpoBde/Nvf/v1f//NPdev40dvH//jsT9+/eLj3bvfZ6f7Lw/03Jy9/3H/8cP/Z4/1nj48evzcP3dC6GJz/efjnoOW5Tfuvw5//j//y3z/lw6GfDdOu3wzDVhQ2vbBm+03LbblO03aajtP0nbpn1m2nZroN126aXt3zmq7bCLyWazccpxE4ddetW27ddRqO1bTNhu00PKtmOU3HrdvemWM2LKfu27XAblp+zXEahld3rbqp1y2zZhs1U6tbZs1yz0yj5tp126k6TtWyqo5RM7Uzwz3xzKqm1yzr1DZrhl6zzFNTPzO0U0M7Mc1T16ya5nHbOmq33ze+2769vbC8vbS0s7a4Ob+8tj57Z2P5xsL83aWllZnJrYWFtdmp63Pj67Mzi9MTy1dHN+fnduYXthdmVucmry9MrFwdXbo2uXbt6tzUxGSxNKVWijIrFrnEeZFyhWGJkVFZUhlVKeeUUUhKXC5zSWW0yJiCsUQxhUjmFOOCSqlCJZVSBkVOMCdEJpgjzAiSEVEpKVKqUMwQYpDIVOGIcogYJBziEsEyRAgICqUcQwIBp4wzJlOMgcAIkiEjAEmEIwQJQAQSAjEnBGGRIEgQogKkEAAIIMYEIAwhgRgDSCHEABCIMAYEY4aQgiCDSAQihAAL4kjhChQBAwiIgghEIIocYiSKRESFwmd44UtRGEGiMHLlCsUIQkEoXBFHBAzgyJUvPwtjIH4O9AGfkQgC4ReoIBSuXCmMfIVEOHJlhIkiBUgQBQQAEzAWMYUEYywxqayqxWJpqjz19He72mHt9OCkftBsHDTr79pnR+3msd44ajdOLf3EMk7N1qnVqLbap6121dCrln1sOCemfWJqp7p2YppVRz+1zWNHP7G1qts607Wq3j4z7TPbPTWNE1OrmtaZZVQNo2aYZ6ZVM40zU6vZes02ziyz4Rg1x6o7Ts106o5d88ym6dRMt+E7DddtmHbd8uq2XTOChu3VLbdu2zXfafl+0/EantvwvIbnN12nZdjNwK37dtv3z/yemw/66enZ4eMXP3x/sPv88O2Ld28eHT3648GfHh8833u/+2z/6d7Bix/f7+4ePX96/ObHg4ffv/n++clu3k3+65//a+blvu7mVpi2vUhLgrbvGZGvBX7L8Vue07Kdput87iBN2224Tsv1m57fdIKm7dcDu+26Dd9v+F7LC5qe2/S8huM3XLfpuE3fb7hew/PrvtsI3LrvNV2n4br1wG34bstx647X9py24zVdt+66jcBuWt6Z69dcq+451ciouWbNtmq2Udf1hm7XXOtMt2qGU7P9qu3UPb2mt2tN98y2zizzTLfPDKuqGdW2dazbR9qvbt3ZWli4Mbews7y0Ob+0s7y4sXhtY25qY356fmpsc3F6c+Hq9sLU2sLU6vzk5uLM4nRp6aq6uTCxs3R1ZXZybW5ya35ibX5yY3l2aXpqtKJSCZdkVpakCmdjsjwqqUXGJEJKnHMIyoxXOFM5kShWKOYYKQxLhHCCJUyKmBYZYQQrlCiUIYhkRiVMVc4QFCjCjGDGKEGIIgyAKDOqEEIwlChhBMqUyIhIkEqUcIQowhRDiASZSBJlBI1AAciYMgQJEjnCDGOZEooIwYhgxBlCSBgRCowShgkjiADAAKIQYvgZzxMAEAlEFED02T4GAMVIwYgAAMQCBoBCWBBHREFAhc9Uk8gggaLw1ZUvYWGk8NVXGIhQBFAQC4JIIAEjIigUREGAAkAFYUT4qjDyFSgURKHwhSgUkFgQxSuwUKBAhEJBLFyhIpYgIxAwiGTCCYIyk0pqsaKWdxY2Xv3wvHWoaW9a+mFTO9K1I6N92tBPNe3UsKqWcWqap5ZZtdunpnlmW2e2UXWsM8euucaZpZ2Zxoln1VyzZuqnplH17Kpr1m3jTLfrln3mOTXfrnl21TLrllPzrKan12K77pstp92yrKZt1V2zZdtN12k5TtPx6p7X8Kym7zZCv+WETcdtOF7T9Vue23b8tuNoltcM/UZua4Gv+X7Tt3Xfa3pB0w2bdtTy3Lbr60Hmd3Xdev7+2Q8HPzw8evrs/fMnb598/+bJH/cfff/60eO3jx+9efj01eNHbx798ObJj6/2dvefPHz79PHh8yfvXzx/99JNvf/8538+jz7ERpboaaJlgZWEZu7rgak5btsLmr7XCq126LWCQHPdlu+2I68RRU07aLte23M11zP8uBmErSBo+24jsVtR2PC9puc1I7sZhM0wbvhey3fant1y7YZrtzyv5TkNL2x4Xt33G7FX972G5zVtt2VbTddq2GbDtRqe23S8lmE1XLfhOQ3XaThWw/HOvKDmuQ3Xqtn2iWFXbbtmWmemc+o4p45TdcyqYdbb7ePT727dubm2fmt9+e7q2vWFlZtLC7fX51cWxm8uzGwtjK/OTa7Pzi4vTqzOjW0uXV2enViZn9mYm16cKq1em1yaG1ufu7o2O7k8M7Z+bXp1bmJqtDSuqkWFjinSqCwrnJRkpjCsMqowSgktUqnEuUyJTOm4rKoUM0wkKjMmccLGmCxRwLBIOJYYlajMKFEIUjklCHOKGEYYIA4owUjBREaEYqwwSUYECwKGIoaQEUQwghBgBCEUC4URgrFCqYQxLhQoEgmGEhQRKBAAOMJURBhCJAoMoc8peQQBsTDCkChjRAiCgsAwlSjFIkIAIChgIBAgcoAIQBgiKEIkCgRBIIoYAIqBIIwgUYBiAQABiCIXESiIYuHKyFdfAjCCoSCOXBGFEQhFQRCwKILCyJdffSUII4JYEMBIoTAy8tWXX4gFUQKEiCIsCKgAiIgIhFxEEmIEAo6wGH/bIgAAIABJREFURIhEJZnzUVWdLY5uzm48efS8Ua3Xjxrt47Z2ouknmn5qame2derqNVOvO0bdseq2W/Xtmu/UfK9munXXqvlm3bLqjnVmuw3Xalh6w3DPPLfmmXXHa3he3Xeavt107ZZvN1276bjNwGv7Tsv16kHQCN2WZ7V9s227bcvXLa/lha0g0AJXizw9dDTPa/thOwxbXqC5gRZ4euAYbqAFoRaGWuTqQWBEoRYH7STWorgdBHoatYPY8HM3P60dvjx48vz9q933zx693f3j4Y+P3u49Onjy4+Hek4Pdh/t7e/t7P7559MObJ98fPH34bvfhwd7D/Wc/Hj7dPXr+/OTps4Nnp/XGnz9+usg+RHanY2eJncROEuuZZ4ShHiZaGOlJpGehHoftOGrHSStN2lGou6EWxnoSGnFixpmVZEaWmEmsx6EWxloQtYNA9zzdj9pBrEWeFvp66LbioB15LS9uBn4r8Fp+2PRdLfabsdvyg5brN0O3EdhN3255Tsv226bX8p1m6DUdr+ZbZ5nfcr2mbTdtq+nZDctuuHbNt2ueWbftuuPVXadmWtW2WTPrJ/Vf3r5zb23x7trS1ytrN1ZWd5YWb62v3lpduLV09fbazN3V+dW5iZWlqbW5qzdWFlbnptYWrq4tXFu+OrU8N359fmptdmJ1dvLmwtXl+dL1pbGNa9PjChuVJVWhY4pUpJwixCgpcrnE2TiXKpxRhCgCjBCFMZVLMuVFJsmUlghXEZcZ5wRRDFRKFUbKmJWYJFPKMSpSJjOiMiZBLGFEIIYAIhFihDghMmMcY0JExjACgGNYYVQlDENIEVYQLlLCEJExURAsYihRIiBACZYxVyiBoAAhpARSQaQYYwgYRBwghhFCIoAiQoACKGNKAJAwZhhTiJAoUggQghgCIApCQRAEAUERA0EURxhCFIojhc9xfAAIQBgRkIDEglAYuQJFAUERAgEDAAsACSIUYWGkAEUkFoSRkZEvmIgogCMjV6AgioIIBcABxSIkEGIIMEQSZhyTklycVEsz5YmrlZlXf3ijHRln71rNats8amvHLe3U0muOWTeNhmnUXfvMM2uO3XLMhmc3Qq/huA3XaNpGUzNaltmy7VpgNj2n6Tkt1276TtMLmr7XtN2W67VdsxlYbS9oOW7Lddth0Aj8lu+3gqjterpja17QCoJW6Lf9qO15muPpvq/7seG5rcTXAl8LQ93324Grx6GWhO3Y14KoFftG6FhR1A7jVuqaUaTHoe6HWpCa8enx2939508Pnz0+ePrk8Pnu290fDx7/cPD40cHjhwe7jw92fzz48Ye3j37cf/LDwZOH+493D/Ye7+/9ePDwx/ffPz58tLv/5Pnx/rP3ey9PXsRhNIi6sRHEThI7eWLFsZGkZpbqSWhGiZ7FRjc1skxPQzNLzCwxs9hKciPLjDiz88xLUyPq6nlu5pERJ3rmWa5n+omehnrsmV5gxKEehUYY6kmgRZEWRHoY6VHcTr12EGtuoIV+Ow1bYdT2wlYYtEO/FbntMGhGfjP1WkHQ8t1m4NVdt+kErcBr+H7LjxpR0PTcpmk1LK/p+Q3PrZtOzfJqtnmm//r+L7YXVreXl26tLG+vXbu5Nru1Nre+OLM8N722eG17dXpzaXJ7aWpnaWr12sTm/OzK/PTS/NT2wtz1uenV+enV2amduZn1uYmV2YnVqxOzk6OVYqmiVGRZKStqkTKFE5USiWCV8zGZSRQXiSxRKiOqUqJyJlEkcypRMsplFRNGsSJxlVJGocJQiXFOcYlTiSBGqUIYQlBihBEoIyQRyikiSJQIJBjIjCiMMYYohJxgjomMqYQoxQgDWJSYxJCKiIQhJ4hhWhAKBCEZUwohp5RirHz2bQkFiinBkCOiEIYR5hDLiHBAOISiACjECACMwP9gJxhFlADA/j72AUUChwgDCEWRA0IgggAUClcgBFAEEEAMAAACFEQCRQiFkUIBARGLAEIIgYhFBATxCwrA55hYIAgEECgIFEICEQdIIYRgRBCkmJek4pikjpVGr03N7H//Wj/2mu9b+rGpV03t1NJqjlNz3DPLrtlmw7Hrjt2MrLZntm276TmNwGl6ft1xG4HbiNxG6DV8u+VZDc9teV7Tsdu+1wzcpue2PLsd+u04bMZhwwtaYdBO3HYUtiK/HQftIGxHvuZ7uu+3okgPQt0PmlGihYkehFoUaHGgR0E7jjQ/1aJYD3wzjbU01ILAiAI9jLQ00JLACDwzjCw/aLuRldSb1UeHe0/ev3p88OKHg4d/ev/ox4OnTw53H+8//uHNo4cvHz18vft4/9kf9//0h4M/PTzY/fFgb/fg2ePDvSeHL75//+jx4dPHB88fHj58fvT8yeGLN6f7eZj23J5vhImdxXacmElq5pmexkYcmVmip5EZJUYc62FsZLGZxHaamZ3MjjMn6zndvt3N7SS3sshKQztL7CwxskzLYy1OtDgzk9CMEiMIzTjSokzzYyOOtSjUkkDzEyNMtNzVItvwXSMKtShuhpGW+lrityO3lfjt2G+GUTv0m4HbDl0tsjU3bHp+M3Rbvqs5Tt1xm47Zst2GFtRMr+FZVfP3v/jV7bWNuysbW2vLG8sLd1aWvtlY3ViYubEwf2du6dbi/NbS3I3F+Z3Fa2uz41uzk2uL0+sLU9cXJtfnJ7aWr67PTW/MzGzMTi7OVFZnK4uToxNyeVQtjkrlEpNGZT6qKAolKqNlWZIoLkqsJKsS5SqXynJJleUyk0tMrsiySuG4xCucVySJYVhkkkQol1iZyQplnHOVsArnCqUSQQxjmUsEI4RFmbESlzmWVcoZAgqnZS5LhFJCFCZXuKJSyhFWMFUpLRIiI0wgwECQMCUAASxgjBhiEkYMiRQjKiIMAEWYQUQRxAAzSBASCQASIlhETIQccIQwAgKGAImQAMQQYRAAYUQYGRHFAkWAA/TZkglEEQERABFAAQCxMHIFFAQJQAoEIBTA57zrEaHw1VdIEKEoigWxcGXkC1AQiIghFJEgUkGEoighTETIMZYIYoQyzBnjiqqMKVPTlZlr4wsvf3irnxqN06Z5bFintlF1rJrr1B27bplNx2v4dsP3m4FXD61WaLVcu+G4zc+NPzSbntty3YbrtXxP89y2Y+lO3AqjVui3A7+dRs3EMyLXCn0tSFtR2vR9PQ6MJG4lvhYEWhxrcaT7kR6EeuwbSWyksRXFRhQbaah3Qi2PzcQ348hKYyuJzSQyktBIIysNzCTS09CMI9OPLc83g9RKXdN7evz6+ftXz9692jvYfXz4aPfw4Y8Huz+8evr03f7e2xfPTp+/PHzx/cu9vbdPdg92H7/be3i09+jN3o+vnv5+//E/vX2093rv8eGPe0dPdw9eP3n/+sXh24Pj90nYT/1uYnq5k4VmEjtxaqaJkSVulltpZnVSK0+NKLTi0I4SO+3aWeZ0crvb8/pDv9/zOomdp3YeO2liZJmRp3YaW2loZbEVxWaaGVmqxYmRJEbim0mgB5EZxHoS6XGiJaHpR3qctdOoHbuaFxqBr0W+FsR67Omxr3le24/aQagHfjuMmmHQdh098JqR14y8ZuC3Xb8VBA0nqFtew7Hr1u/u/vLW2vKt60v3N1Zur6zeXJ79en3l1trSzur85uzs/dXljeWZrbW528tzN5bmlufGtham1xem1uanV2dndpau3Z5f2Lg2vTw5tnpt+vrixHylNM7lSkkpy6VRWS4rckVRFYnJElMYkRkqyXKRkiKjRYlOykqZSxNqqSzxCuFlqkiUqEz6XHIKlxjFqkyKXJL/fp2Wi4yWOZcIVSlW8ecHIapgpDI+zooMQ0apzDjDmGJQYpQQxAhVKOMcSxBKhJY5LVKkMlJhRc64yghHXCGkiEUJI4pISZIljJEgUgoxhgqmHDGMQBERjgjGgGFECWIQ/93ghSAUhYL4FSFQwhRDAQGARUAAJAiIhSsIAgwQEgQMRWFkhGNEECoURCJigsln34iEMRFBYeQKFP4eDDQyMvIFBYCLmABCREEGmELIIOQAM4wkwiXMJUolqpaU0bHixFh5bHZy7vWPr+xTq3WsGWe2VfOsuunXPK/pWk3Lb7he3XeantvyvZZvthO/7but0Gl5Vttzdddtm45ue5rnN0OvGfrNLNCDuBkErSg0wrAdJ1oS6rGnh54RxVoSGXGoR74Re3ocGkmsJ6EVRmYUGUlspZGRJmacmmlo5rEdR0YQWknsJJmZxFaeWGlqpYmdREYUmXFm5YmZh1YYmVlspqEVRo5/cPbm6bsnu++fP3q398d33+8dPX36du/pwbOj9unb6uuD2ut3rfeHreOX1de7b/b+9OZPjw4e/bi/9+rsqGa2q3a1abbenb179f7504Pdp4dPHx3uvTp58/T904PqQT/t9/ws1sPE6sR2EjtpZmcdO83dTuakuZWlbha7acfLMi/NvU43GHT9QT/o97zBwBn03W7m5Z9neMfqdM1O5OSJ1U3tLDH7mZmnZpqaaW4liZnEdhiaUWAmsZmkRpoYadBOYi0P9TAw3NhIQiMO9SjQQl9LQi0KdTdqR7EW+Z9VhuaEuutrQdAKombgtROvFbmaY7Utv2k6Z8bvvv52Z3np9ura3bXlm2vLGyuzd7dWt5YXdlYXNpembi3Nbi3NrS9e21q5trmysLk0v7Y0sbVw9c7y4tbK1Y3ZqTuz8zvXZnZWpjeXZuamxitypSKpY7JUkdVJuTjKucL5GC+VuCwzrhI0LStlJpU5LxJW4bxE+aikFLlCGVIlWuFqiSoVyoqESwgpXOIMqxKXCC0zSSWsRIjKiIxZhZGyJJWoWqKSRLHEqUSIxDCjtMh4kTOJYBWTIqMYAJlRTASMIYVEQkT5fNmmnGPIEeIAqQQWCWYIY4iKRGYAAlCAAGCEOAMKIhQghTKGAEYCxYghxBCAYoFhwAgGglAoFDBEBBIgCpQgCgBBACOIoIiAyCAgQARCYeTKFbEwQhBAoiAWRIIxAAAVABIAEERx5ApHQBBGCEYEwy+wKHCEJAAJLHAEqQggABIkMqIEIo4pJ1SmpCKrk6XpqdHxxam5/cdvzKprHltW3bRqlt1wPq/NbiPwmp7Zsl3Nt1q+qXleywubsduK3FbotEJHDzzT9Q0vaMexFgVaFOhxqAehkQR6HOmJb8SBFcR6FhtZaiaJnsR6HhpRokepkaV62tHj1IgzMw+tPLaS1I5jN0zNJHXiyA5jO07sTmpmiZUmThLZaWrmiZWFdho7Sep2cruXunliJamZDuLBsXb86OjJs6O3j4+fP37/ePfoyaN3T358s/f67PXjZ/90/9ud7a831m+ubm1f/83vf3F4cvD66PD50as3Z6+fvd3708t/+qfdX3//9Pe77x4faScvjl88OXz87Hhv93j35enLF+9fn7aOh9l57uW5k3W8fur0cqfbtfPc63acvO91Ol43czt9v98LOsOwPwguusGnYXw58Af9YNANhz2/1/cGHavTtTuZ20ntXte6yO1+6nRyu5Pbaeykud1NjW5sZ6GTRXaa2nFiJbmZRVYWG93M6KR67GlRpMexkcZ6FGpZYCSJHkdGGmpJqKdhK490P2pFQTPxtTBsRaEe+ZoXtsKg5YYtzzu1f3v/wc7q8vbK2vby8t21jc3lxbubi9vLMzeXl26tLd9YWdxZnru7tra1MLc9u3BzdX57dXZzfubW6tzNpYXNazP3lxd25q/dWF/amp+bHR+bHB0rybIqozGlOKmWJlRlTFJH5WKZq6OESoxUJJlTirE4KvEKl0oSVziTOFYJLctSkZOizDnllECVSxWmKASXuFLmtMxZkckME4kTiUGGIWVUIpQzWpGKo5IsUSYRIiEuUV6WaJnJHBGFEpliiWGFsSLBFU6LVJIxLlLGMKlIkkwwI1CiiBPEIJIJ5YjKBMmMckQZAhIGMiIcEQREmckq5RiLlEBCIMWAQCBRJBFMIBQAEICAPxNOgoggwAgySjFEBAECAAKIQQCBgKFIIYICFAoCBCIQIBUxgRhCEYgiEEQGCAf0CyCIDAAsCrAgIiASKBAkUMwoogrERcw5VRRKS4oyVhy9Nja9OLXxeu/EbNhG1bAavln37abrtGyrqTkt22mHbivytdBtBZ4Whe3IaUZeO/Lbia9FUSt1dd/T3cAIIz0KzSQ081BPAyuN7DQy88BMEzNPzE5kxbGdJWYS2HFsZbGdRFaYuFlqd2KrG9pJ4uQduxNZvcTqdrys42S5l2Venrh5asWZmWd+nHlJbieZFydunjhZZmd/rwQn70a90A1eHr98dXzw/OjV3vsnu8fP946e7B4+ef5+91e7316/ublza2t1e2V9fWVlY21heeG73/zSCQzdqf/jw6+XNpevLixu3bi+urO4uLny6z/84nXtzdN3e0+Pn+2evHh6/PzF6csnR88Nx/mY/9zxuoPwohsOul5n4Awzp596/Tzsd/xu3+8Pvd7A/9ANLnrxxSAeDoLOMBz0ovNBODj3L/r+eSfodMNBHvRzt9t1u6nTybw8cbPM6XXcfu5ksZOmTpY5eWZnHTvPrDQ108zqpGYeO2mo55GWxGaUGlGih4EZxUaaGHGqdRKjm5ihZ0axluZaFJp+pMVRO4qN2NfDWI+ilutqvlk3fnfv3o21xZ3rKzfWFrcXZ2+tLN9aW9hcmruxtnBjY+bW6sLNpYWt1Zl7q3P3Vud3VhZurS3uLM5szM3eW1+/uXxta2n27srV7cWZjfnJuwuzK5Nj45IkS1xmvCJJJZVXZFyW2IRSnJKLY1KxxGWZUZlRhVOF0aLEGENjsjLGK0UuyxSNS7xIuUzZZLFSUaQKp6pEGYWMYJXJFSKrjI5KaompRSarkqJgNsqlUSaNM7XEJUUiJU7KjJcor3CZYSxhyjBTOK1QpiDMKf4sxSkhMkEqJQRBjonKGcWIIyhRwiBiEFHMOGUMIo4QJ4SIiCPGKeEIKoTJmHICMQYEAogApYggggChCFEICUJQFDEUCiMjEIqcEooxBKI4UgBAROBzuID45T98SQAgUCRQlBH+/HZNoEggkBD7AhcgFBASRVQAUBQZohQRhRBGEaOYYsIwrvDihFKaqqjTY9Pr81tHT0/8RmCcek7DdZu21wj8hhfUg7Ae+G3H13zX8CLNDVqJq0dRO4rbWaRnoRYkehRqYWzEiZGEeuabaWxkmd6NrDS20tSMOk6a2J3UyrpmLzY7qZNnVp5bWeSmmZunVp453czJMqfbsQcdN8vcNHXy3Bvm/qDj9rtOL3XzxO9mXjd3ernTyfws8zuJk3bcPHWz3M07dqfj9TI/OT17/+L06fOjF8+OXj09frp39HT3cO/50YuH+39cubG4fm97/fbG5t319e2N1etrN+/cWN5c/eX3v3rw22/mNhZXb6xvbG6sba9t3Vy7cf/29o0bf/j+92+qrx8f7j0/ef766OD10fGL0/13tYNO2j/PPnW9Tjca9oPzgX8+CD70gn4/HA7Dj8N40I+Gw+BDPz4/T/rD+HwYXw7iy348GEbnF+mHy+jDMD0/jy4H3nAYDIfhsO/1Bs5Fxx12nWHfG3S9bu50cqfTcfu52439TmZ3O1YndzqxnaV2Lzf7udNNrTg2otTIUiNLzDwyupGZRWYSG0msx4kWR0YYmmFgRJEZxkYYGGGsRa5uRm3bruu/ffDt3dWNr7c372ys3Fpev7W0eGd94dba0q21ua35mXvL175ZWbq1PHdjcXZr8dqNhfnt5bmt5Ws356Z2luauL8ysz1zdXJrbmJteX5xaXZgbH60onE4pxdlyZVJSJ7lc5GxCKpYUXlSVcUVVFanC+ZgsM8ZVSR1TxlTKxuWiynCJkDKVFUZHJS5jUpKkKVWdZLwsS0VZViWpJPGyxCSCipSMcrUkKyqlRVmWGVUoK8lyUeJl/pk9lsqyUuGKKvGKLFckWeFcZbgEaYXLRUpLVC5xpUgwZ4QyIlGmUCoRwiCRKOGQU4glTDAlmCAMgUoJhYgjTCCUICwRzjFDGEJRgEDEEAEocgQwBAhBicASpgRAjCAQCwRABiH9H2QigFdGroxggBgAhcIV8fPPXESBQAhGrgAgiLAABHDlSuELKApAHCEiYCJiABARK5gwTBiCEoIlKk1QtSgXp4vqtdGJifHJjdmtw2fvnJZrVz235bpNP2iEvub6uhc0A7cVekYSamGgxaGeeHrka3GgR74RRUYU62lkpLGZRlaSWElipZEVxXacWHlm5x07zp1OZuW5nfTspGumqdPNnG7idvtOP/d7qdPtOJ3Uz7OgmwS91O9mfjcNuwOv2/c6fT/relnH7XfcbuZ1M2/Qd4Z9b5AGg9zrDt285/d7fq/j9Xth70yrPa++enb6+sXJ69fHL18ev3lSffH4eO/V2YvfPvnV/NbyjVvbO/e2Vm+sLm9dX7uxsXV7c/ub6zsP1m7d3lm9vri6ubqyvbJ+Y+XOnZ3bd7e37l7/+pf3Xh29fnb84sXxq5cnL1+d7L48ff3i9MA2tJ+6Hz7El+d+rxMM++HFRTDsh4Ne1LkIuoPg8iK8vAz7F/7gPLy8iC8vo/NP0ccP0XAYXXyIPn2MLgfJ+bl3cR5e9OPhIOj3gsu+/6Hrnff9ftftdN1u5nZyv9PxOrnby5xexxpkTjf3so6T95w887LYTRMnS900t+LcSjpmEttxbKeJlcdmnJhZYnZ8PU3MNNOT2ExSPYr1INHSwIiTduLWvN/e//bG0sKdzdWbK7N3VufvrC3f3Vz8Zmv57sb69vL87aVrN1av3duY/3pt9uba7M2NxXtrc3fXFm7Nz92Zu/qH5esPr997tvXdD/PbT5a2fphdvzM6v1genyyXVUWZL5ZnJGVMlqfV0jhXRyVpQiqWi/KoJFcYK6mowtmYUhwvKhWZjyrFMaaOqaUiV8Y5VRguypLMmSKzksTGleJoUVUVqSzJZUkucV5mdEJRJIZLklRiqkxJRaFFRjhBikQlKpWZIlEmM64SxhkrK1KRUYUyibMSl8YUlTPMGVWpXCK8xFiRM4YxR0yVuEQRQZgRSDEoUsYwZRBTCCVCOcIcQwYBp4QSkWHIAJIJlzBhADERUQgpEhmCgiiI4mfwEANhRBRGkDhCAcQIQSgCQSAQYAwpBEgoACAQjAgBULwCBZFhjAD6gkJEgUgAhBBRjBRKOcYyogrBRcoqVClLalmSx0vFudHp2fGJ7fm1o6dnYTswWrqhmW7TDRpR1AzDZhhoSdCOIy0O9MzX06CdB0bka2Gk576e+0aeWHFm9jp2N7WS2Ot1nH5udzI7z600dXtdd9C1ul2317ezjptlbid388zLMy/Pgm7XH6Z+r+N3u1634/V6Xr8T9nK/nwXDXtDv+cO+38v9vONf9NxBxxvk/qAbXAyC867fy4NONxoMgmEadC7iC9ts7lVfvDg7fFl9sV99+6z66unp/vPqwd7Ji+fV198/+acbt25s393eub+99eDG5t2dm/du3by9s3FnfeubtRtfb2/cWF29vjC/trC2sbaxvbN6c2f7wY27v76/d/j08dmTF8cvXlVfPK+9eFV7+7p29L7+Lg7zn3o/f0zPB8lgGA0uouEg7A+DwXnYH8bDD9Gn8/hyGJ4P4/Pz+ONl8mGYfjiPf/6U//Qx+eki+/NF9vFD5+fL9NMw/uki/NSPz7vJ8DK4uHQve/6g55znznnf6w+cj7nf6zu9vt3LnM7nLtb/rJbdTuZ2MqebOXnq5LnVTY1uZnVzqxPZccdKOkaWmnmqZ6mRxWacmklmBZHlB0YYGbHdtP5w/xdbq8u31tZvrW7cWVu/s7W+s7h0a3325tbcvetL99bWdpbnbi5P31tf/GZt+f7azPbS+DdLK8/WH+g3f69vftPY+q659Qt950F1/ubBzPrRzNbB1e3d6c3b5bmSVBwrquViUZZoUWJlLo/JpclicUotVlhxUlHKnJcleaJYGZfVsqwqjI2r5SKVy5JSlD9DEYhRUJGkMmNlSZ6QpTLnZUVRVUXifFRWSxIfU+SKLJUlVmHKqKqMKdIYlyu8PCHLJUZLkjylllTKi4yPcaWiKKoslWWVS5QzXOKSTCnBqEykMapQjjjGRcI5JiIUMIEyppxwRWJFQmTMGWacUIl+jt2EMpUVwikCjGGKEUYiEAROEP3MMyDMECEQYYQ4IgiAz+YtKMDPHkwI0Od8aQJFQbwCscigiEVREAUMgIzYFwxygjDHmCHCMOaQYIBlRktcLTJFkqgssYpSHlMrk2Njc5NTW3Pbx09qfjs0am7YiqK252mer4VROwnbaaDnUTuP2mlgJIGR+3oYmVFidGMjjZ0osbLU7uV2ntpp7HUyN+963Y7by71ex8v7bqfvdzp+J/W6Ha/b9budoN/zen2v1/W7g+Ci63fzIO/7/b532fU6A7/TDwfdYJiFg254MQgHnajfDc6z4DL3z3t+fxgMh/6gH3YHwflFNBiG/WHwMXLT17W3b+pvX1ffvq6+ell9/ar25k3t8NXp4bOj569OXu693t28tb59Z+v2gxsPfvPgzi+/vvvg9oNv7t/61b2dr2+v39q5fm9na/364vXltZ3N1c2NnXs3du5t3f7Fvd2TF89qb56evnp69vrV2f6bk3fvq6evGm/f6dVh99PHzs/nyeA8OT+PLi/Dy4voYhBfnCcXw+jDMP54nnz4lJ1/SD9cZB8u0k/n+Z8/5J9+yn/6lP/5z/lffsovP+QXHzqXH7KPw+TDeXx5Hl72/G7H7/a8btfvDayPff+8Ewy73rAT9LveoO8Muv5F3+93nE7uD3Ov1/W6mdfv2t2e3cmdLHeSjpWnVjdx0sROMzPs2HlmZ7GT5EY3NZPYiCMzyA3Prbd/9+DbG9fX729v3F5dvb+5/e3W9bvX128ur9xeXbi/tvTt1tqtlZUbS8v3Vte/nl+9tbR2e5IfAAAgAElEQVRyf3XxcP5mfeFWdfnm8cKD1/Pbb+Y2381ffzN3fX9m7fDa9cOx1fcTK4fTG48mt+bUcVmWxlW1pFJZZmWJlbg8KssTqlLkSoXLo1waleVRtShJXJX4qFKUKC9J8nSlNF4em5qZnB4fLTEuMVqWeFnhZUUucXlcVSfl4qhcrMhyRVIm5NJUsVyS1CJTxiS1wuQKV8qqNF0ujipKRZbHFF7isiLzssRHJXVcKZUlCSOoYDqqKBLCEsFFRouEVjhnBCsEjVKFI8oQZJRRjGSGSxQziCXERpk8ymWGMSOEE8ooVwhWGFEJ4whjIjACGUQAFBiCEqGcMIYxRQiIgCAoYyqKgFP8mXASQQGJgEIIRAABUDBECBSEESSiL2SIFMgUjGWEKcIYI5khlVAFS5zRIpNGZbUsK5XK+OTo2NXxyfW5zXcvTz3N9xp+2IpCLfbM1DOiQI8CLQuMNDTzyMxDK43MJDE7kZWHdpZZ/dxJU7vbcXpdt5cFvY7Xzby84w9yt5MFWT/oD9x+1+/lUbfn94Z+b+Dn3aDfCc77wfkwGPa9YS84HwQXWTDs+hcDv98LzvvRxUU4HPrnvfB8GA6GwcV5eN4LL/rhcBD2+9FFL7wcxINeOLwIh+dJb5imx423r88ODhtHb2v7b2qvX529eVM9eHW6//LozfPq62dnr5+dvbr923u3H9y5e+/2dw+++eZ3d+482Hnwi3u3f7l9/9f37n977853Nzd3ttY3tza2N65vrW3e3V66ufqrP/5mv36wd/bydXX/5dn+8+r+y/rBq/rRq8b7/fqREwQ/Xf7tU/Lzp/TDZXZ5kV72s/NB9Ok8+niRDS6zjx/Tj5f5x8vs58v004fs8rLz8afeXz7m/3yZ//TnwV8+ZD//FP10GV0Ms08Xycfz+MMwOR+GF0P/chCcXzgXg+BDP+gPg0HfP+8Fw14w6DnDgX3e9we5f54Ew55/0XX7Pb/b8Ttdp9v18o6bZ04vczodM82dNLfz3MoyO8yduGPFqZPFTh4ZUWZFTt36/dff3dnYur+zc2Np+ebG6rdb1x9srvxm8/ov1lfvLM/fX5u9tbbwYGX5u431zcW5P65v1ZbvnczuvF/cendt+2h65/3M9Xez6/uzmwdXr7+b2Xo3t/N2avXl1ZXXM1unV2+9uLpxTRmdkKTZYmVaLY8q6oRaKUnSRLlYKapFVRlVK5NqeVTmFZWNq+qEWq4Ulcnx8tRUZXJqYmJxfG7l2trSypiqVlS1IhdHJVZW1AmpNMHpWJGPqsUxKk8qxaIkj6qlcklVFbmoyhKFJZlVFLksScszy2VposR5RVHLslLmcpHJY0rp845dluUyk1XGZA6LhKkMK4TIkEiYjkmyirGEkIQZxajIiSpRhRKVMJXyEpc4YRRDRjBFQKFYIZQhRBGSEWJI5ARgJHCCMcQYAQoJLgAsFjAABVHAnwPrEZAJZRBgAClAEiIQABlSKMKRwpUvJABVQCmGEiEUA45wkXGOKcFYZUQhvCyXioo8XhqdHJ2Ynri6unD9/fO6b4Reyw30yDXiQE98PfLMKDDy3EgCK47MLDOTwE5jp5tandjudqxO4vYir597/YGbd6xh5p73g/Oe86HrnXf8i6F7OfDOs/CiH172gotuOBj6/X5wPgwvB+Fw6J0Pg/NB2O/FvX7U64Xnl+HFIBr04vOL6MN5eH4eXAyCy2F4fpFc9MPzYdgfpv1eeD6Iz4fRcBAN+vHwIr9s2q139cPD+v5h4/1B8/h589Wz2sun1YO9szfPq692q89fnRy8rb3/cf/xN//44O63X3/9j/e+/d39G7+8cfeb2w9+df/ud7duP7j53W++ufPtnVu3bt7e3lzd3lre2rl17/aL6ssn9Rcvqweva2+f11+8arw+qL/db7zbrx+fNE6PjNMPFx//efi3i/ziU+enD/nlT/mnT8nleXz5Mf34qfPp5/ynT9nlp/SnD+lfz/OfPvV+/tD9y8/Df/nb4L/81P3bp/5fPvV+/tT5l8v0Lx/Sy2H08yC+vAw/nicfLpKLYXQ5TC67UW8QDj/EH3tJvx9ddMOL3BsOncthMDj3zwfesO8Nht5l5nc6XrfrDntO1nM6XW/Qc/s9u585WebkuTns2mnixYkTp04/NrPcDNyG+6t7391eW7m7tbkzv7W5uPhgc/Pmxsr9nYUH16/fXF64uzZ3b3nh7srq7fX536xcP128W1u8c7Jw52z27tHczer8zYO56ycL29W5WyfTO0fTWwezN99OXz+Y3dyf3Xo9u3k0s/Hs6vUldXK6VJwoqRVZmSgpE0VW5nSqWBwtyeOqXOJ8rFwaVXhJ4pNyeW5qcvra5Ni4tLp8bWbx6tXF8bWtqzNTo2OyPDWqjqpyqUTHypLKpTFJnixWSkyZUIqTZbUskZlyeapUmpZLV9XyVKlYYtJ3t2+5788e/+KHjakFlUtTxdL4qFSpKKNcnlHGx6RyicqTcqkkUYnQIlOLlBWpzDDjCFeYKmHKMVI4KxKqUEllaoVJ/z8Nb9neyIFtjebzPWlbxSyWZWbmdmOaJsnMZGYyk6TBdtvCEtpipuIqSQUi29055z7Pff/k+6HP/Qv7w15rL9gwCEIggAIgZoMgm41CMBQBEQAkAZC0gSgE4zAKQyAOQDgE0jAMTYO2KRsOITZw2jY9DU3ZUADAIAD5/72n779/BE4Djx5N2x49sj363vb9f4HTtu+//6/vgKlHMGCDbdPo1BQxDeAASIIIBkEYAlEY7kAoBiFdBD1HuZed/lmnd2t2K/CRrWbKhUS1evO/XmL1tl7LtCq3reptu5att7OtVqbTzrUb2WYjx9ULYj0vNgpiuyB3SkKj3GkUO52CLJRFocQLRVkoy3yZ5yuiVBX5ssJXunxF5qu8UBP5isaXFaksC1VNqKpSTeHqslBX5EpPrPakmiZVFakuizVBqop8VRUrUqcu8vUuXxeEOqfU+1KjK9QUrSXVyoVAIhBIhT6ngpfJ6/PU59+TH/9gf3vP/vGv2B+/Rj/8Fvv0O/vHB/bzx8T5kzcnz14/fvr68cnTs6Oz/cNnh0cvjp48P3r++snzd2ePHx8eHu7t7hzs7h0uba78+K+fzuNX/wh9+i1x/nv848fYp0+xwEUscJW4PE9cXSYCgZtQuVE1NaPXMdW2rja1Xr2rNpRuvddr9LtNTW30eu1+r9lT2r1uu2t1BlZnPBIfRtqdzpt93uoKY7Mz1Dp9pWEojZ5S0+S6rjY0paYJdUmqSnxNFKuKUpP5uiJVFLnGiRWZq4hiRZYKXanEcyW5Uxbb5Q5fEoWywJeEdkHoFDpcXhTyIldstYuNZpEX8lwr3+JyTS7PNTLNdq5RZvN/ffrm8fbO2c72wdra4fLas52d51tbx6vzx6vLhwurmyvzh+tLR5sLO8v+662zxMqT0NJRav1pculxyL8XXjy88m1f+1aD/rVL/07Av3k9uxNyblx7t859G8G57UvP1vXM5o8ziy6c8DOMAyMpHHaQJIUhDoL0ELSbxEkEojCMQHGGIBdX3P4F7/ySb3nDv7m+tL67vLbpW1ybmV+doQiMphAPSbtJYpZhHDhKotAM43SSNI1iJAKSCDRHOzwkyZCYi0LtJD5rd8Ze/6P426fbj5fps7/9/eSnRf8CTSA0Q7lwhwOlKAx1YLgDxhwojsEoMA24CBIAbRgIMjBBgwgFQwA4jUDTNIgREER8ayND0whko2EMhSAUAuEpCLYBFALjNhCamoZsUwjwv8YvDAIwANqmpyEIQEEQBm22qWnQZsNgm+3RFAzaCHgaAqYxAIGA6W+f2GFgGrBNQ7bp6UdT38HTNgwAKADCpiEUgCEbiNgAHERIBKNw3AETdoR0E6TH7p5x+/we79bCbuADW8s0SolSOVMtZxvVTKOWrVcyzXKuXc12mrftRpar54V2lm8UG+18u15qt4s8X+SbFb5ZVsQyL5QlvtDlSwpXkToVUahKclmUK2KnIkkVTaiJXE0QGgJXloVqT6gpQl3mq12xpouNrlzpq1VNqCtSoyvUVLHeleuKVJOEhio0FKnSE+qyUNeUWk+pSmpNk+uy0lK5RjOQClykA5fJ64+JyEU6cpEO/x49/xC7+j3+6X3042/Ri99iH97HP/weu7hIXvz0x7uzHx6/+/ndizePz148Pn169Pj58dOnj5+/fvrs9dnBwf7Gwe7a7v7W/v7R2x8+JC9/Y39/z376jf34R/Lzx3jgInb1MXX9IXF1HQ9fJq6v4wH2JsZziinfyZ2u0ugLja7c6mltTW50lWZfaxkaZygdrdvp99qG1jJ77YHeHlrisM+NLXFiiiOtbYzFcZ/raW2j19a1VldraWJTkRt9tWUqNV1p9sS2IVY1ta7JVUWtKnJFkSsaV1OkqiQVtXZF4SuyUJP5Cs+V+HZJaufVVlEUyoJYlFslrlXqcEWhVWw3C1yn2G7m61yhXY0V//b07dP9nbP1tdOdzbOd7Ve7u28PDvdXlo5Xll5tbT3eWNhdnD9cnX+ytBJaO2GXjhLLx5+X9oPzewHv9tXCdnhhL+zbDXi3LtyrVzNbofnDK/dWyLdzPrPxeWYz6N4Mzexdzx6ukjNeinGQuJti/JTDT5I+AvWShIfCZxjSjqF2El9bX15em1tcmZtb9Dj8zNyqZ3Njds7v2Nhd2tpZdzEMhcJOnHDjpI+g7DhGYIiLsdMotbGw+Prk5YJzzYlgbhp3U4TPwdCI7d3RXunHj6m/n2cu2OynQJlN5D7HjjaOKBx3UqiDJCkEo2GUxlASxTAIQkGbHcEJEEEhEIcBCoUIBEEhEIVAEkNIBEVAGwKDOAJhIIQDMAJCMAQiAAjapiEAhGxTkG36m+Q0PfU9Btng6WnboykEmIZt08i3GhMIIQAA26Zt01OPvv9/pqen0elHmG3K9uh7GLRBwCP4kQ0BwOmp722Pvv8OttnA6WnANg0BMATYUADAbQgOYjREMCBCwqgdoV0Y7WbsHoqZdXt25ncj7xP1fLOULlWy1XK2XM/W67lW5bZTy3K1XKdeaDUKzWah1clz7WK7VRDaBbFT4vki1yzzrWKXq0h8TeaqcqeqiuUuX1HFqsrXZL4myxVFqchyRenUJaneVUqmUjGUWles99oNVairSk2UG4pSF9WaJte7Sq2nNjS1pqo1TW5oWl1TGhrX7kqNntTsyd+Arq6rHY29iV0lwlfJ6EUq9CkZ/JQ+v7gNvI99/hi7/BT79D72/n3s4mPs00X8+jIVvkhcfIhdvPv19dN3Zz/85enLd09evD578/blixdPXzw7O33z5PDF2cHZ8cHZyfbJ0X9CF38kfv8QO/8t8fFj9PpTNPBb4upD/Oo8FfiUvvqcCgRSkWAqdpUMpQu5nmT2RFPtaEq7q7S6vYal1g2FM7ptsy9YvfbAbA96vNXnzH5H74m6JU4MbmIII0sY6J2h2RoMuNFAsHSup7f6RtPotvtqq683zW5L1xu9brOv1NVuvSs3elK9J9dUqS7KNVWqqWJN4mqyWJOVkqKUFanAcWWeq3LtCs+VJbmotPNKqygIZa5Z5JpFvlFq1XN8u8RV2OxPZ6cnuxu7G0tPt7ceb689Odp8c7T3YmNtd2X2dH/lbGPpYHH2cH35l7W99OJReG43snTM+g/i/sPQzAG7eJaYO7ny717N710550P+vev5/U/u1aBrM+BZu/KuBl0rn73rUe/OW9cqhWFeinITtIfEnSTpIDCfnWYI3E5jforZWFudW/Etr84uLc7OLnr8fq/L73QtOhZWZjYPV1Z3Z91OhiZIp4Pw0JiLwBkaoyjUy9AUDQf+8ysfjFU+BX99+S8v5fPgtJdkfHZH8tNlOcTengeywejt+0v2zc/1aDTy639mSLubIpwU4yBJB4E6MYJAbQwKERiGYxiJogSCYCBIwpADJWmAIAGYhjE7SpAQisEwBsM0hJIQBNqmCBQmIBwBQBJGcQSEIRCHIQyAURCEbAABATgI4BAC2mzA1BQM2EAbgAIwBoMQABIwZJv+fvrRFA5BkA2gABSx2aamvocgALBNA48efQcDAAogBADhEIqDEGFDSQCnIMSOYS6YdKOEHaccOOFl7IvMzLLbvzm3GfiYrmaFUrrcyNQb2WYt225m+Wq+0yi2GzmuWuC4It8stFslgSvK7ZLIlUShKHZKQqsiCpUeX5M7VUWoy0JNFmuKXJPluqbWFLEuCXVRralqVZVrPbXeV9qS1FTleldr9JSGqba6SqMrt1StqcmtvtQ0xGZfbPa6zZ7a6sltTW305GZPaEtiS1EbPa3Rk9uaxvVyxcx1IhC5iV6kw4GbaOA2dH0Tukh9/nDz6UPq/DJ5+Sn1+WPy8mPy8n3y4nMqeJEIfkxd/xr4/e27Fz/+8+3Lt8+fvXj88t3T53958fynV0dPT05fPHn68sneyeGPf/zrPHXxW+T950T4Q/z6Y/Lzx9TV+8TVh+TFZSoQTIUvU9fBZDxyG7tORy5uA9VW+0vvS4+3NK5vNK1ec9jl+irX1bhBvzM2haHesXTO0nlT5y2dH5qCaQq6LpojeTSRJnp71G1bOmd0O7rWNrWW2WtbvU5Pb/W6bUNt9LSGrrQModFTG4pc74lNXampSrUr12WlKogNUa7KclnhqrJQVviKxFcFvsILFUn+ds6UJbEoCSWBL/FcpdPJNzolMZ/I//zi2ZODvWe726fba093V1/sr73aW326vfF0a+t0feVwffnx+urewuyn5cPU8lly6XFy+SQyv8cuHSf8x6z/mJ0/Cs0fROdOrjw7kYXD8NzhtW8j6N0KuLbDM1vX3s2P3tXrme3ffTs+3OFh7F475aBQmiIYkrCTKENjbgrbmJ9fWZmfW5nd2Ftb31leXJn3zTtdfsY761xa8a9vLG9sLzE0waCEi8GdNOKgcR9NzJC0HUHfHBzy2Wz196AciJnFUuZ96MezNyu+5V9/eFO5vi5fsdkf/5P+5Zfix0D61b/r19FXRyc0hrkYgsQRD4O5UISCYBrDPASFwzCDYyQCYyBIoyQBYRSOYDBI4N+cV4REMAIFaQSlIYKEEBQECRDGIASetlEwQkIwaJuetj1CAZCEIBCYRqFpGAIRGEEBwDY1hYAwBAA4BCM2ELSBiA1AbNPINIhOg7bpaRiwYYBt6tEjDIbBaZvt++nvoGkbCiIECAPAFA5DFASSMMzAGImiNIF7MMqJk3acnKPcc3bfnGdhc3Y/8inRzLfKt7V6rlnLNKqZTisv1AqdWpHjckInJ7ZLEl8SOgW5U+EaValdE/mi0i4rYlUTqwpXU4RGl6/LYk0R6qpc09WaKtcVudYV632x3ldqfbXV7Tf63XpPaPWURq/XNLSmrrV0rd1V2nq3qaktrdfsa1y32xqpbavb6fVahtTRtFZXa/blVrfX7mp1XesM6o3GdSocuGGvbkPBWzZ+G4nfsvHSTbyQCmfZ81TgMhm8ugmdpy+u4oGLVPDjbeBj9vqPxOfPt4Eff33z17//9Z+//+OHt89f/uXly59fvf7l9Ysfnp09Pd0+2Hn9l79epWIf2E8XieB56vo8cX2ZDJ6nAh8TgQ+pTxepi6v0deA2eJ0OXmZDwUwslI6ymaShmkP5Xm1bKj/QOEvhDY3rd7mhwo90YWDyI5Mb9cXBoD0xuZEpDM3OwODGA+VurN1P1LuR8NATBjpvdjld5fpqR9c5Q+V0paMrvK5yhtrsdpuqXOsqtV6vpnYrfbWuKfWuVNeEhsbXNLHRFRuaUpelmiLWNLGi8KWeUFS4qsxVBa7Ci2VZKCpCSeYLbbHC1WPlv5++erGz9fbg4PHm+rPdjZ9OT3842D3b2Xp+sHq6Pvd0b/N0ffNgduF8ZT+0eHyz8Dy2cMgu7SUXj6IzezcLh4m5k/jsUXh+N+TfjSwchGd2g76d4Mxu0HsYmd0PebeCnoPg3Omlf2ebmfFStI+h3AzlYmg3TTtIkkah+RnX2vLcjMc17/UsL8/s7K0vL8zNz3q8bs/c/Pzcgm9ja2l5Y9GBEwyJkjgy46JnKNJD0w7CbkfxxB/nnZtcPRapxxL5SFBIput/XOcvAqV/nxd++Hs9GMt/vCyeXxfD0VIomPz9o49yOijMw5BOAvfTTgdOYPg0iqMOkvYShANCHAhKISgCwzgCERhCQBABgQSIEjBKQzBsm8ZQiEJQBARxHEFABMMwFIUwGMKAaRSZxhEItIEQCKEgCExPQ+AjHAFhmw2zQdA0CE4DOABBtmkQsFEggtgwxAbC07bpqakp2yMEBIDvHz36/r8AYGp66hsCgwAKQPg0itsgO4QxKEajOIXgJILTOOVEKTdOz9i9Xod7zrOwtbAb/3jTLPH522YrK9ZzrVax3czzrazSLkrtvCzkZa7Q5spCp8K3q5xYlsW6zFUlri4oTVWsq0KtL9dVuS7JDUWpyWpLVVua3OwpdV2uG1LD6tX7WqsndvrdttHrmHrHMDpmjzO0jq619W7b0rhet2N0OavbMbrcoNe2um2r2+5rLaPfNrttU2ubXaHb5XS1rcQyiXAqfnUTv7qNxjJpNpeMZlOJXDrVKN7UstFc/Oo2cnUb+JS++Jy+uk4Gz28+X6SvLpPXF6nLT+yHd395+68//vb6pxdnr568+fHt8zc/PH3zfO9w//T1i8vk9ef4xVUqcJH+fH77MZC++pwMXaevL1OX54nAZTrwMR0M3waCmcD1bfRjNhDIxkO3sVqzc6ff9+WBIpo9btTvDPqi2RP0Lm/2OFPnRyY3MgTd4IaWbD0Mvn7R/l9dGHZFYyBNdME0Ow+mMB7yA4MfdrmB3hn1OENuWb2WpXcGfc7sdcx+2+w2Rt222av3tHpPbetKs6vUvzEUWWnocqWn1FS12hUrPbHck6uaWFWlqiaVRbkqyRWZL6l8SWqVOKEhFdniX06fvTrYf7K3fbqz/nxv+/X+zpuD/TcHW893lk7WVl6ur7zYmn+yvBxZOUks7LHLp5Gl08TCaXz2MLZwHF86jS8cRRb2Q4v7sdlddv444t1NeI/CnqOwZy88sxvw71zO7Hya3Qz6dw+ZGTuFzTscHppxkJjPTs1QtM/uWlz2Li/4FxYWfB7n+vrCwcnW49OD1bXlo8P93YONo8cHe1s7Dpx2kKSDoFw4ZacJL0MsuGdIAn26tyPcphrRWCuaLP36R/njZZWNZ378o/ohVAyw9YtkNRbPx6PVYLAUCNRjqR/3n1MoOeOwz9q9HtrutzscOOmmSDdBugnSSRJOmvQQtJekMATCIYBCIAKGKBRgANiOYtS3b14IjKDTwNR/OXCYAkESgSgMQSCYQlEGRGgMJTDEgRMEDBIQjEIgCQA4CGMQRMMIPA1DAEjBAGIDaRjFEMgGTkEQiAAgPAVAEIBCoO3RIxgCkGnbd7gNIGwICsE4CBAQgkMYAWMMhNIo5sJIF8o4EcaHOzy0y++cXZhd2Fs8iH3INgtC5abZLHHNPNco8s0C3yyKXFHslES+3BEqXKciCVW1XVPFWleqdoVKT66rXE1W6ppYV8R6T22pWl3TGj251ZVautjQ5VZXave1jtHtaFa7b3SMHmcZHcvoDPstq88bGmeoLavH6T3O0juDfnvY4wyDt/ptq9sa9DqDXnvYbw16LUvvDBXO1EUzX858zoTCGfYyE7q+jbE38Xj+NpJNZKqlYi2fLKdS1ZtYMf7x5ur8NniZCV7cXgduwpfp8GWaPU8GP6dC76/fv/jb8xdvX796+/bV2zcvXr55fHZ6+sPL94ng5c3nz6nw55vQ5/TVZTpweXN1lQqc3wbPM58/pK4ub9jrdOzq9iqQiV9loh+yn4PZEFtMpyoFpWuN+hOtoxuS0Rd7Bm9Z3LDLjXrCUOdMizdHwnAgjixxZIijsTY0laElWgN+MBDudMEyhLHBTSxuoPMDUzQNeTQUHwx+1OcHhjDSeasrDHTO6nYsjTO7nKI2dbXR11qq0tTVRldralrdUGtdqaGIDV1q9uWGrNRUoSIp1a5cU6WKJFYUtaRIBUGuqnk2++7w7Nnu1pP9rbO9jWfb62/2Dn/Y3X2xtf5yd/Nsc+NweeZ0bfH58mp88Tg6d5BYfJxcfMou77NLh8n5s+jCfnhuL7JwEJk9DM0fJea3Ur7d2NxuzP80On8SXDxgZ/auXZsfPZtxx84ryu/ECQ9Ju0nSS1EMTroYcn7O7V90bG6v7m6vb6yu7O/uHD/e39pbWV1fPDnbPT09fHL6+M0PT3bW172My2tnvIzDjpAuCp91OykCOf/jn3wq3vz3Jz6RLv3rovohWInGi5FQLnpdDrGl82j+b+8bwUjxzX8q//q9Gk/uz2767G6f3eOlGC9NzpCUHSZ9FO3GSCdOeXHcRaBOnGAw3EWSczjDoBiDYm6KsaMUgQAOFLfDBIHCTgJBYZCCITuM2ECAxBAUQHEIwiGQhGAnijE4gcMwCgEECNtxEgMADAAIBMNRCLI9Ah8BwJQNAmzQtA21QQgAoTaABiEChGAbAE09oiEUmQK+Y2woBcA4CGCQzY6iFIjYcdSFYXYYdeG0G6YoDHcTDj/t9zn9y+6F3cWTxOVNu9RuZFrtfKddbnbK7VaRa5UErsw1S3KnKjVrIldTxaosVmWprkp1TaqpSqMn1npqU9ea/W/XmtY01JbebZlqR1ebutoytY7V7Rhmx7Lapt4e6fygJ1r9tqW3hl3e0jvDfntktMb9zrDfHuitkcENDG7c50d93rRaA4PTdc7otwfdTn8gDfm6EM4mYvlE8CZymWGDmQh7y4azETYTrzRqJS4fK7LBbCiUvb66DQVuI8HbYCDDhrOpcDYRvglf3ly/T19fZ0K/hT68fPvqp7/+893f//7m7avXb348j0UD2eh1KnJ1GwrcBAO3wQ+31+eZUDQVvU4Ho+lI5Cb6ORO8vokEbwKB28h1Njbaxn0AACAASURBVBTIhAPZMFtMxHLJaqv6/335P31+0BeNrjTo86bOm4Zg6rxutMc6Zxn80BTGOj8xOg+mOB6Kw6E4MaXJff/rSBkPRMvq3FniwJAGhmBZ3HAgjg1x2BMGJmdY7YHFj4y22W3qvZbZb/d77a7e0vtNXWsbWkvT2lq32dPqXa3eU+tGt6lLLVluaHK5q9Z0qaEINVmsiWpZlIuCWpOL4Zs3R89e7O0939s529s9Xl1/sbPxbHftyfry8/3Nl/sbZxuL2wue5yvLt0vP47Mn6YXj1NwTdvk4sXrKLhwkZg+TS89S80fJmYP43HFkcZ+dP4rOH7H+g+TsSXzuOOHfZWc2L/27IffOj875Gdo+SzqcFLngsjMItDzvX5ibmZ+ZW1ycnVty7+5trC15t/dWN7ZWDk7WD07Xzl4fPnlxcnCwvnGwvLy5uDwzN0O6XKTdRRNOgtxa9Km5TD0av726qrGRciJcCAeL15/zV8Hsj/8qXXwuXYSzb/5dPr8qXETLkXD2OuSzz7ooasHl9ZPMrN3ppEg7QboJ2oGTTozyEOS3+AeJggSGuUiaIUgSISkE8dKUE0bsCGxHMQxFSAyzoygCASSOkt8ymwgKPQJQAEJs0wgAoDCCgQAG2VAIQCGERHEKxAgQdEMYBaMIAuCgjQQgAkSQaQSZgmAAAIFpBJyGQduU7REK2GAQ+I4EEAICcQiCANCJkG4Ec6KoHUJplLATpBe3u1DKQRCzjGfWMbPkXdpd3k2epzslrp5pNItCq9ppV6ROQeIrQqcuCGW+XVGEqirWNLmhiA1VratyvSvXu3KzqzV7SkOTWrrcNtRWt9uyupzea/f1ttVt9bT2QG8Nuy1D582eMDA74wE3MgWrx1k6P+iLlt4Z9nnL7JhWZ6Dzox43MriBwQ8G3MjkBjo3MfmhIQz7gmkKQ1Pox7KJaC4Zz6WCmcjnXDSQjQbS4UAmGsqFw9lIOBePlVPBbPjqNhDOhAPZSCAbjubD4Xw0mmUD+fBVJnh9G768CbCZxD9+++3d27e//PrPv/37n5/T12w2fp0On+dDoQwbycTDaTaQDp9ngle30cBt8PNNMJBJXt5GrzLBQCYSzIRDmcRFNhIohNhsNJFNhTOsauh/6g96u2cJI5MbGtxQ50c6NzKEoSVMTG6g8+O+MBoKY4OfGMJ4KNzr0liXh6YyMWXLEi1LmBjixJAmhjQ0xdFYnJjiyOImRmdscFa/M9QEo9ux9LZldPo63+9yvX5b77b0bsvoto1eq6/XNLXeU2t9tdHtfVMcGprY6Gp1SamIQl3iaqLSUEqJ/OuTJ893t5/u7z3b2Xy2tfbD9s7L7Z3Xm5tvD3ae7a293F4/XVo6WJi/XjxNLZ8llh6nl06Ty6fJ1ZP47PHt/NPUwuP0wmls9jC2cBJbPkrMHrKLj+MLJ/Gl0+Ty45j/OOo7jMydRGd3f/aseXDGTRBOgnJiuN/jXNtY9nkcM3Me34xrcW1me29p93R9+2hl/3D96Gxr+2Tl4PHGi2cHz08fb6yuLi8vHO1se2mHmyZ9JOXFyRkn8e8fj6rxQDsRr3y6yAYu0//+kP35P5VrtvjXy8p5+DZ6XYiESlG2FL7J/f4x/8svH9/8vuJZcRGMm2RmXA4fQzlIwkeQboJyoaQdJ2cJhsFxJ0XaccSNUW7MbsdJCkVwGKUhjIYhO4Y5cMyOwiSKYTBEQxAJoSRM2hGYBBECRCkUQ6BpHIZpGGRAGIZABIQQAIRAALB9j0xNYyAIgVMoCGIghEEQjeAIhMEAQIAQDEwhkA0FIRQAcAj+DgGncMDGgBAJgTQMEzBCo7QTommEcOGUA0McGO7CGSdtn3G55nzzG6v78YtbocxX87VOVeULYqskdCpiqySJFUmqyHxZU2qa1FDlel9tdJWWJjZ7YrOnNEy51VM6PaWl9xqDbsvUW0OtbamcqbfNfnug8maXM3ucZXJjkx/3BEvnxxY3NDjLFIa6OOzxQ4MbW9KwJ1o6b+nCUOcGpjAyxVFP6HYlQxcHujjoS4YpDyu1WjgXT+aTbDYaykSvM9Fgng1m2fBtOpCNhrLhYD4SLLDhYjyci4Wy8UiWvcpFkhU2U8teZSLRXDyWZy+z0assyxbYWCH2y2+//ePD+9tG+baaCWeD4Xw4lo0FsuFgLsJmYuFcJJwJBzKhQDYczISDGfb8Nhy+jV1n48FsIpiJXefYUD4SzkaD+WjkNpYsFAbG2OBHBj/pCXe6aOr8ROfudN4yhOFAuLe4kSGMdX5giUNLHBnSxJRHhjzsy+OhPBnKo6E0tuTJUHkYy3dDaWxJI0sejMSh0Rn2+aEujU1+ZHSGfc7scYM+b/Y7w17H0ttmt2n0Opbe6XdbmtzUenWjVzfUxjdypMnNbwtXk+tdsdrt1ZVKqvT29MnLre3Xe3vPtjaf766/ON57fXz0dnf3x8P9F4dbT7ZWf9jaOlpZ/m1pK7FwnJw7vpk/vFk+zi4e3Cw+Sa88TaycxBefpuaepuaOo/7tmO8kNfMkvnCcWD6NLxzHfMfswlFgbjcz9/SFe8VLkR4K9zloN0V7XPTCkmfWZ3f7qMXV2cPT9Z3j1dX95Z2j1YOT1Z39hY31pfWdlYXF2Y3tua0d3/rm3PLuzMK8y0/THtrupHAcRR99P+Vz4z/vr+XevWolY/nP0dJ5ohqNlaNs+SpUugrm//ic/OnHcjhc+Od5/qdfq/Fo/lP4Py9+3vJveUmXF7c7MYoiCBdBYwiKw+gsZXfCOINiXpJ2EyiDEgQM0wjkwikax3EYIWCUwiCShAgUJBGAxFACRmkUYwicwkAKAmgYpmEMg1AMBh0gRCMwjoIIMEXBOAEjMATCIIDZIByGEQQEp6cJGCEQkIBAEkRJCEIhEAJBBARwEPwOA1EKwuwQ5oIxO4LRCEEgOI1gDoRkcIomcB9Fz9DOOYd3weVf8S4dLp4lL8vNqtrM80KJa5d4riLzFU2oKXK1J1T6Yq3bralSsyc0VKnZl9r9btOQ2125YfXautY2+22937a09qjPDdSO0ecHPW6oc8MuP1D5ocmPB53JWBhZgqXLlsmPDXFkincDfmKKd5Z8b0iTgTgZ8ANTtEzZMjvDwTf4koeGaBn8YKBMlLYUz6VixVSqkIrl0qEMG8qGwrlIJMtGMolgJh7Mxq9zkWAumizcJvLJWDEVLiTCt9F05bYg1oJlNlwIx3PJWCGWKKYSpXSsGItmk2z+NtcuJ0vpYC4aKUZi5WiilIrnE9F8MppPhnNsJBsNZSKhbDyQiYQyscBtPJRhg5n4VT4SzMUimUg0y4Yz8UQ+Hs/GOJ6/6911Rb2rmj1pYIgjXRoZwtCQBro4NqXxQBz1RdMSJ5Y0NuShJY8McWhJ47H0xZLvLOXPgfhlJN8NpYkujYbyZCKOLMGyhPGQn1jCaCQNdHGgCyNdGBvc0OAHfW6ktx50zup1zH572OuYvXav37L0xkRrWd1W36zreqOvNnS1oWqtnlLTeq1+JVn46fTs1dbBXw5PXu4cPtnZeb67+ePhwQ87u693d85214/Xl97u7ZyuLPzdu5ydP4rN7d3MH6XnDm7nHqfmj2/9+zdLx6n509uFx6mlo/js4Y3/9Gb2cdJ/kpw5jvsPo969qG8zPXvEevf37R6fA/N9E5ApnEIJFEJ8LsfSkn9xdX5lfW7rdGV7f3H9YGllY3b7YG5nd3ljfX511b+yOb91uLi+Pb+6Mzu/4J5hmBm3y+t0zDtdfrsDBxEYAGfdrl9+OClFrnKfA4WLT+VwJPP2l/IfF8XzYPZvv9UikXI4XA5HC9fBSpjN/foh96/f/nj185Ld6SNpD0XPM45ZhnERpJeinTjpwjEKhSkcc5C4E8coEGUI0o0xdhSnYYSEQAqBGQxmMJxAcRrBMRikMNQBo7gNpiCCxggSQUkUIhCEgjEcgBAQgGAIhKcZHCNRjIAgDIJwCAKBaQICCRBCIAgDQBKESBTBQRgCbAgCfYcDIAaCOAzbIdyOoHaUcGIOF0Y6YJJBcRon3BQzw7jmHN4539zKzMLpwmHqqsxVpFa+zVVkrqLwdUmqSVJN7dS7ck1TarJc78nNntKSpGZPa2lyS+t3hgY/7PFDlRt2O+Nex9I5s9sZmNyoz43NzsDkByY3MtoPJjcyxbElTwbSnSmMdWWoSwNLmpjy0JJHI2mii5OhNBrJY0O6N8Q7QxwZ0p2uDAbSeCgPTNkaSv18qRTN37CZdCx7w+ZS0UzsOheP5Fg2Ewlnw+FcLJBjQ7kYm4mF8tFoIcUWEpF8PJKLJUq3N9UMW4leFq6CxRhbSqSqNzfNfKqajRdisUI6ko8Gc2G2EEsX08lqLtcupaoZtngTLMaChVgoHwtkw4FcOJiNsZlUKBu+zrJXueR1lg1n4pEcG8kkwvl4uBhn88lk6UZXdUsaG+LAEoemPNKlYV8aD+XJQBgZ0mggPVjS2FBGljwcyhNLujOlsSlPLGUyUCdj9e5efRgr9wPxfqDcD7SJKY0t6d6QR6Y4HIljSxoO5DtTHA/EockPDXFkcqbZGerCSOd1Q9DN9tBsm92OpnWsXmPUa+laW++3+gpnaA29W9fVqtZtGdXb2j9evn2zd/CXg+MX+3tnmxvPtnfeHB0/211/srX6bG/zdHv52ebG/urKk9lldvEkMrcfnz/KzJ8m5w7TC8+S80dJ/3HSf5j07yYXD5O+g5h7OzKzH5k7jPsP2IXD2MIu6z2Kzuz86ln12N3zHsZnp3wU7SWZZbvXTVAwaMNozDtv39xe3DvcWNzwLm/OrWwtrezML20u7B1tbKwtLizObGwvuZzOte2l5aV5N0EtuJ0ep2Pe4fK5mFmPd9Y142Vc4NT3z4826/+8yP70WzWczF98LkeDFZYtx27KnwPV60jmt4+Fv/9Ruw5lXv0z9/c/ymx0d3bZw5Bexu4kCC9FOjDCRVFumnJS1Czt8BB2B04wCEBjMAFDDI4zOOakKQeO2wncSaAkitsxnEERFEWcGEFCBIkiDgRlYALHEAwAERBCYRSFAAyCaQiFbDYYBAgIgqanEAgkYQQHYByASBCmYISCIQaCMQQkYBQBYBgCvyMBxA6jBASRKIaAEIHgThTzoLiHcLkIxotTXsLuJu1up9Pv8y96/bsr+5lAUa5J9WJbLqtiReTLslJXhaYo1jW12VcbitzoqQ1Dbetqx+g2TbVt9DpDjTf0jmXww74wMISxIQw1btznvurCqM8NTG5sigNDGBrc2BQmljgeSeOhMh4o9xZ/b8l3Q3k8kMam/GCqk6EyHol3lnhnimNDHlnieCiOR/KdpYzH8lBodZKFdKqSjRVuU/nbRPYmmE2GM8lINhbMJQLZ+FU2Es5ForlkIB8JlKPhYiKSZ8N59n+BtJRii4loIRXJJuPF21jlJl3P3Faz4UIsnA+H85FwPhIpRDLNEqdKhXatxNfzrQJbuw3lU2w2Hc1F2Ew8kEmEc/FwIRLKRcL5RDiXCOUiwSwbyqaD+USgEGHLqc+lSKFRH2kTXRjq0khXLEMem9LIFIdD6c5UJqb0dSBORvL9SJlY2sSSH0byl5H2ZajdjdS7sTIeqaOBdD8W7yfqg6F8HcjjkXxvKfeWNBlKo5HyxRTuBtJwII5NYTAUBz3+ricOdWFsiQNTGBidsd4Z6x3L6Ay73NBoGqOm1WsZvaautg29MejWugbfLyUL786evz15/Orw9O3R/ov9vce7W0+2tp+tbbza3357sP3uYOvpxsrZ+sruoveXmdXbuaes7zAxfxCf2UgsnqRXj9Pzz9iZ/fTcUXzxMOndifv2Er5d1nsQ9h/G/YcJ/1HMvZeYPTpxzZMM5WEYH+2epe1eB+OlyFmGdtEUjsAOnPF47Cur/rXduZXN2e2ttdWtucW12bWDldX9ef+qx+t3ud0OxkXPuF0enJpx2N0MaadIhsIWGLeH8vi8Hp/D++7xWTORqFwnauF4JR7PffpUDHxshGPpJ79UPgVyn66y//5Qi7Dlq+tqOBL+5Xcv5fHacY/d6WFcbpr0MJQLI10EQWM4QxBOnLaTpAMjCAylEJSGUBpDCQx1UZidQjHIRqIwZAPdJMkgiB2jcAQlEZhEEAIGHThOIggKAwhos+MoAUM0BKMQhEMIAUMQDOIETqIYASE4BBEgiMMAicI4jNlRDINtOAw4MPw7CoJJECQBkEAwCsFpFLWjhBOmHBjpwRyzpNtPOhYZz6J7dtU7vza7uLNykryqKDWFKyhitcvVFKmsSjWVb8h8UxXautrsKfV+t2P22nqvY0idocoNe81Rv21Y3zJG0tiSJiNpYEoTkx+bnZEhTAzh3pDu+uK4L00sZTRWJmPxbiTfj8WHgXRnSXcT8ctI+jrU/px0H+7Uh7HyZSTfDeT7gTSx5LGhTkzZGnfvu2I/Vb5JV24SpXiixMYL6XAhFcmlw9mbQC4VzrHRfCycjUdz8UguEcnGYrnkdTEaLsZCpWisEA/nw9Figi0m2cpNqBSPVVPJym2ydBsrxKLFTDB3G8ylIoXEVTmcat1UpEaFa5T56k0jl67chAqxWJ5NZ9OxbOyqEAnlY5EMG8wlIoVkJM+G8vFELhXJx9lcMpKLx/OpSCkeKaY1sT+QJqY8suSxIY90+WEg3t8rk6E2Gqp3Y3k8lCdjdTKSH4bSF0u5H2t3Y2VkqsPhtyGo47F2P1L+nGhfxvIXS54Y8mQo31naZCD9z0j9OpDudGFsCmNLHA/FyUAcGJJpigNDHJj8yODvTH7yjWb3uYHBmSanG52ezul6x5Ia/Z5gVVLld0+fvTo5frJ/8tfjs5+Oz84Ott4e7v3laP+Ho82X+5s/H+092Vp+trn8dGVxw+sJLG3fzp9G/Udp/9HNwlHaf5jwH6TnjjPzZyn/Ydyzf+M/TvgPWd9u2HsQ8+8E/Ydp3+MLz7qHZHx22k1TDInMOh1zDp+TJvx2x4zdM8PYvQxDITgMgLSd8s27lzf9W7vLG/sLy3sLq3vLvkWPx2P3zdidDsZOUjN2lx1HvSS9QDlmHT6X3TnjZjyM0+9y33z+VI/Hy5/Oi7/+pxJPFH7+WP/tuhoPFT+dly+DpVCo9DlUPg9lrgPVn//xz81DO0XPOe0zhN3LOF004SAQN4U7cZzCURrDaBh1YbiLpJwE4SYJB044CIpGMRpHnSjmRDAnZrejlBPFcRgBQZBAYQpFMBTBUZTGMRdO4BCCACCNICSCohCIwwgOQjSCoiCIABAFIzSCOjAcBQEUBhkYxwAEAAHUBuIg4IDQ70gEohCUQXAHRNAQakdQAoJoBKO/uUeU28HQHrtzweNb8c2uexdPV89SoZLcULmSyNcUoapI1a5S7yotnW+pSr2ntnStrWu8qXCG1jH7zWGPswzeMAWzJ4y64sgQRoY4Gor3A2Wki0NTeDClO0Oe6Pz9QByN5PFA/DKQ70fKl5H03wN5MtAmQ/lPS3sYq1/utC8j7ctE/fOu+2Bq9xPlT0u+62njoXpnKhNTGxWaJbaQipXSsWI8VkhFcolgMcYWEuFcOlxIRfOxaD4WK6aj+UQkHwvkk6EcGyzEQ4VEpBCP5JNsMcHmk7FSLF5PBktsopK+rWWi5XismAqVE5FiOFaKBAvReDGRLKTijVS6dpuophPV20T5JlZMsNlkJJsI5EORYjRaiIdzqXA2yeaTkTwbKrDhfCqQj0cKLJtnw4UYW0xG8uliozZR7kxpYMmjsTwZqg+GNjG1sancm/KDpd4N5S9D7W6s3N3JDyP1YazdTdT7sfowUr6Ouw9j7W4o/WnJXwfqfw+1/xkoDwPxy1h+GKl3hjYZK/cDZWKpk6H8YIoPljSwpNFIvjPlu4E4GvGTgTTSBUvndZMzzc7I4I0BZ+gdy2ibRsfQGpbRNmrp0t+evXt3ePxq++D59s5PJ2dvjg9en+78/OTwp8eHP51s/7y38+Pe7pu9rb/u7j5eWTnxLyYXz278h0n/YXLuNOV/klo8SsyfZVdeJ/0nCf/ezdJpfO4sPrMf9u2G545T/tO493DJ7vDaHQsO54zD7mbwWYZZZJzzdpeDwnyM3U+6ZhnPvNfrop0u1GFHcRdB2O24b8G+vDu7uDrndvsYxkEytJ2gXRThYEgnTntpp5t2+h0+N8PMuZ12DH+2ttX8+d/1z8HmRaj2n0AjdtuKpxrsTSeZkXLZzkWoHAhn/vXv3Nm7aiCQ+usvG47ZGcYzz7i8NOUgCCdOukncQ+JuGmdwwks4vQSFIRiBQzQIkhCMoBAOgS6ctFMkjRM0ipAwTKMogxFOnGIg3A6hLpykcYpAERrDHASBQDABIXYEIhEItUE4BBMoTIKgB8YpBMMQBEcwAkUxBCVgmEJhEoVwGLAjKAaAEAh+B4MQDsMkCtMIToOoByWcGGlHKDuKzjCUjyJnSKebcsw4nMvemVXf8v7K8e11RappXEnuNGSpIct1UalrarMrd/pau99v9nucoXKjXmvc65i9zqTbuetzI4sfGtzQEEY9cWTyY1O8s7S7oXI3lCZDdWQpY0O5G8hfRtJXS/kyUO/H2t2o93WofjG0iandjeT/Hqj/Pep9HWv/M+rdD9WHofZlrP05Ub6MtLGl3I+0O1EQ4qV0qphLZm+T+VS0GIsW2FAhGcjHQ6VoLJ8OFVJsIR7LJaKFdLiQCBVjoVIwWIqw+TSbj7P5RKyQDhfZSCmWrKVTxZtYMREpxcOlOFtOxMrJWJFlC9FAMRwtxpLFVLQcjZajqWoqUYonivFYKR4ppNhCOlxIsoVULB8NFdhQMREpJiPFRDgfC+dibCERrIRD5RhbumFLN9H8TaKQkaT+QHnQ1Ymp3o+Ue1O5M9QHU30Yag8j5WHQnQy7DyPtYaw+jJWvI/VurD3cqV/v1IeR9nWsPEzku7H2MFS/Trr3E+1h3L0bqpOhcj9Q7i3lbiLfT6SHoXw34u8H4oMl3w/F+4F0Z4pjU7wfiHemMLaE0UCwLNEaCpbRMfWONeAsS7C0pjFoj2vR8o9Pfnh7fPJm9/Rkd+P14dabo523xycv9vee7Kz/fLT3+nD96d760+P11/vbrze3NxYXHnsWb+ZPb7zHCd/ejX8/vXScmDu6XTlJzR7ezpzeLj1JzZ/FZw6i/r1b/1Fwdm+b8szQznkXM+ewL7jcfor2UaSHoWddtJdmfAQ9QzMLTpfX7nDTjM/JeB2MG6doBCchlEQQDIEwHKEwzEmQdtruIik/45h1uL0O2u1wzDs8i07nksftoajIf/5ovo812FQjnWveZDo3aS6e6lwnKp+uXx3s/nVrLX/+ayuRSH34XGNj73/5B4PbF91uv901a3e5KYbBcQ9NuEh6jnD6KDtFoC7S7iZcDpKiMdSJoXYEwWAIQQAGxxgMoxDEjqAYBBAoyuCYA0EpGPnW8sUghMEREgUpBCEhiLLBDIwxEIxDMIXgKAQyMEIhCAJCOGJzobAbIWAAgEHAhdEUiOIITEAIPg1+h9kAGoZoFKURxI4CdgSx47QDoz243Uc47STpIZk5xr3omln0zi/NLO6tPY8Fa3JT40qiWO8LNUWsq0rdVBo9iTNETpc7erdjaZ1BrzPqCpbKj7riqM+bhjA2pJEhfrGkL7o0MeWHofp13L0zlJEhP1jSw1D+n6H8pyHfm92xqd2PtIc/tT/ve/dj+etYeRip9xPly0R/mHT/HHcfRt0vE+3LSH0Ya1+H3a/33buxOi7VC8niDVu6jeTT8cJNIp9ii8lQMRHMJUL5m3A+GS0l2FI6nk+GCtFgMRktxaPFVLSUYvNJtpiIlOKJ4k2ikE6WM+lqJlZKRSqxaCHKFmOhSjRSiceL6XAhypZYtngbqaRipWi4nAgX2UiRDZRiiWIqUknGS+l48SZaTIfLCbZ0Eyqlw8VUtJwMl9Js8SZeSMcK6UAxyRbSieJNvJRh88l8tTLq3o+1u4F2N1Qfxt27kfYwUR9Gyv1I+TLuTsb9u1H3Ydh7GHa/DNWHkfw/Q+3rsPvnXffPsfLnSPs6Ue/u1Ls77ctA+WKp90Ptz6H2Zaz+t6V+HUv3Y/HBUr8MtT8t6ctQ/mpJo6Ey7itjQxkY0mDAT8bCnSWPTf5u2BkaojEQ7gx+PBQG3Y4xFIeFWPbNk2fvHh+/Ojx8vrX/bG/nxfHOD8d7r/b3Xu5sPd5ZO95ce7m78/Ph4euDlbOdpTd7O7ur82sOV3h2Oz9/dOPaS80esr7dyOxGdG475t6J+44S8/up+YP8/Iv/zO4tOv1Ohp53upadngWXe9bpWHB55iiXj2a8NOVh7HYMd1G42+70Ug4v43RRdidud5O4h2Fm7C43QzE4TmGUh2bcNOF30V6Hw0/b5x0uP2n30Ljf4V7yzM5Rrh8ODzvpVDMVa0TDrUSseRlo/+tCSGakSP5oYR1DURdJzLmpX96eFj69r51fPF3aIxF0zmP3MISXsHsJxkUSdgzyUbSLJGgSsSMYgyAugpohHE6UoBHMQdBOgrKjJAnDLgJjcPgbCJMI4sBoBkYYCMFhiMQQCkFRCMYgkIQgFIEoDHFhBAGBKATSGE0gmAPBnQSJIygGAZANwFGQRkAchEgYolEChXAMghgQ/o5GUBJGaAxzo4wTxWgEdSGEB6MdOOUgGTft9NjtfsfMgsu/5Fue861srx2nYyWlqbdqotBS5IYmt3SppcstXWkN1E5f4Szl/7L0Xt1t3Em3t7/AecYigc7974jIIFGJmaKSFUlRwXIYeyzb47ElMSAnIgMEM0HERuicAJCSPedZ7wd8L3zu67bWr9auXbWPuo3DXu2s1zjrNU+6jdNu96zTPet2TvudU7l3JnXPlW5d7dZUsaaKDa3f0PvnRq9mSOdG78QQq7rY0MW6qjUMuW4pDUtuGv2WJtVMuamrLUNqDUzBUpqGdG706qpUt8ymdnh0GM5Gw/lIOB8NZaM7qAt9IQAAIABJREFU2Ug4EwtmEpvZWCAd2UmHg7loMBMJZSOBdCiYCQdzsZ1cOJCNBnKRQDYWyMW3MoFgPhTOJZL5ZDSX/Bu827lIKB0N5ePbhch2LhrMhcPZaDAd2soHAoVoMJcIZBKbhdBWLhTNRbdzge18IJSLRbLxnUJ0JxsN5GLBfDiQDofSka1sZDMfDWYSgUw8kI0H8rFQIRrLJKPpxHn1XGnK/TNVqhu9hi42damh9Wu63DSUmqk0LLVu6XWt31bFlt5v6v2GodZNpW7IDVtuWXLdlOuG0lCUmi41DbFuy+e2WlPluiY2daWmd2pGp2r0z/VOXRWrhlxV5DOjX9V6Val3IvfPFOFc6p72pZNe77QvHPdbx2LnpC8cdbpVORfJvl59trZ4f33+7sbc0uO5608Xbj9amHu2cHt9/ta92zOr12eezt28f3Pq6e3rT2bnVm/cuDNz1cUBL4F/w0/EvMu7Ew9Snju73jsJbjXJLyY9SzHX7G+e60u0G8cwD89M8KwHkFM0P0Uxfop00+RVjp0m2CnAXuN4lqZZHL9Gcz6a9bGsC9A+lp+gaTcO/IBzE5QLJ3005SUBTRIciXkBYAHmBbQP0CwK0wTJkZQbB++efNVMhA9C4ezTt4e//XEaSu7/vCVU9rbe/RvA+KTLPcUwLoxyXhlb5Jnvpm9Mk24AI35AuEiUJHCGIj048JEkh2MkgnowksMIBkEB7PAggHAikHOcQhEOIWgEwGMO+m/jNIQSThR3wjREkBCEjjtxB4w6HOiVMdKJsQgKEAfsHIMgJ/g78wlFkDEn7BwbG/s/Y1euoBBCwIjTcQVxQDgCQ2NXoPFxxAFhDnhs7P9gMPQFfsVBOJy4AwZOHIcwFsZ4iGIcCIeiDIJ7YMJDMn6Gm6L911zXrnmvL8ys7m4X63v10/xptVw/32udV4T6Qat62Dw96DSOe52DrnDQ7RyKnUOpdSi2TsT6mdSoysJZv3cmd87ETlXqnZu9qtar6t2a3K+pUk1X6qrU1KSmoTQstalJdUOpG/2m1q/pctsQ22q/ofWapty0lYautCxdMK32QGnq/YaqtjSh1o4VU5FcMpxLhnOJcDoZysYj2dBOJryTjQQzsUAhupMNR9O7e5Vqem9vKx8L5+OhQjiaiQVykZ1scDsX3iyGNguBQCEUKMZDmVAwE9nOh7bzgUA+ul2IBIqRSCEayIbD2XggF/uQj27nItv50E4hGMyEo9lEoBAJFKPhcipUTkbK6cRBpnCyF9yLb5bjwUxkOxfezoYC+dhmIbJVCIeLkWAhGspFY7ndnWIkWcn265pYM+RzU6rraluXm7rc1OWGLjZ1uWGodUtqGlLTkhuW3DDlhiXVzX7dlpq22jTVhqXUBnLDUOu20jDEhqk0VKmhyA1Lquty3ZSqdq9uSg1VqelyzZTrulQz+3W1X5P7VVWsKuKJ1qtKUlXun6rdE7V/ovSP5fZBR66phVD59eqzV8v31lcW11fmH88vfjW78HDu1vPF+edLN16uzK3N3Xxw89rzxcXHt28+m5u9NzNz/8aNr65dX56eXp6YmGOZe6z3pW/mX5Pz71xzP7hubLivzQOeQRGaBBxB+nlm2sXxJOlm6Ou8z0szHkDP8PwUQzMU4mYZD8HyJO0FjIcieRpzEaSPYjyAphDYzZBukiYRlCfJGYr30y4OADcAXhLwgJwAjAuQfhfnIYgphuMJ/NVXC+X4ZiOVOYwlDhKJk2jidCdx/+a8B5DXOPcUzfs5zkVRPMVTGOEhaY6kOAx4MOBCSRYmKQhhcBSDYRrDPAAwCMI4UYDgPEbTKEGiGEAgAkEAigEMxWGIRVAOwVmY5FCAOuC/9WfS6SQRGBqDSBQlUCcFoQDC4HEIhSHU4SRhhHA60fErwOkc+/J/sDEYc0CQ0wGNj2PQ2PjYuGNsHDgRYsyBXBlDIccX5BWIH8c4B847CNYJszDshjAOwRkMohCUhikOY/wke433TPG+Gc/E4vXVxE6ltt84LtarB91quVPf6zQOW43DXu2gUz/qtY+7zROxdSrWT3vCab9VFVunauNMa55p3arSPVM755pY07tnmnRuCA2pVzP75yOpaio1XWqYasvWmprS0qW6KdUHSksVm5pSGylto9dRpLYut2y5baotU63bctPstjRNUCr75Z1iLFxIBXKxYCERzMW2c7FANradiQXS0UgmHshFwoXs/mG9fi6d5Q7jieBOPhHKxuPpVCAXC+cjkVwkWEhsFWOBYnQrH/lQCAazwe1cMJaNb+Ujm/lIMJ8MlOI7xVggF43koqFsNJSLhjLR7VxkOxfaLsS3CrFoOVE+LZRre4nDXPogt39yGCmlQ/lYtJAMFGJbxeB2LrRTSISK8Ug+HiqkQvnETjEWLKS2C7vHZ1W1aUl1Q2/oSkOTWrLWMtWWLjbUfs2UG5os6GLTkgRdrdty0xZbptYYqHVDbZhqy5TrtlSzlJYpN/R+3VDqptow1eZAa+lK3ZSaltTUxYber5tyQ5VrmnKuK+d6vyaKdVlsGHJVV6q6XFPkqiaeqeKZ2K9KzaN+71wuxApv7z/9evXBxvLqq/nV54uLT1fnni7der44v766+PXy0trSwpO52bXbs/dvzjyZu/1iafbF3ZvPlm68WZp7e2fhydzVuUn/Tf/k3avXZvyu2euTM9c9bhc9wXomadYDmAlAXvf4GIL0MtRVl58jST/FTLP8FElxAOcZxkdRHoBPMvQUw7sB4GjCDxgXSXAEShM4R1IAxjlA/b3p4f/GMmBcFOAJkiOAiyU5gvBSHpomMQia5MAPaw9OP35oxbPHwUTq4XfXgNdPcZMs56c5P8kwFHmVd3kI1kUQPppxkbSPpP0448IYCsJ5DCdQ7P/1Ho4DHMUQiEYRCsVIGCEQiIBgAOMY6iBgJ4OgAIY4mOJhwMIYfMWJOBHMgQIUQVHIOfY/hNPJIQgFIYgTBrCTQBwE4mBghEYI0oEQMIw4ryCQA0NgxAFBDgdAIRrCcAdMOBwkhKEO6AvCAbEQxqMYjeAAwmgMZXCchQCAURYhKIzgSZYHvJ/xTzK+ay7/wrV76eD+yX73pNhu7DXOD1r1faFx0KsfCK3DfvtQPj/oNo/7wlmvddoXzsTOmdQ+kYQzsVsVpaoo1RThTOuda72q1q0Z3brerdm9ut5rGN2G1W8YYsNSmrrWNnotTWqaassU25bctJSWqTRNtTWQW0OxZcots9e0uw1bFaxWXYgWk7HCbiSf2i5GA4VoKB8P5WOhTDSUCYdy8VguGcnGSvlc46BerXcPP2wevfw2lU5uF6PRfCySSwRK0WAhEspGdwrhYDG5nQt/zO1sZSPBfCSYi29n46FcIpiPBEuRcCkaLIQDhVAoHwwUI1vFUKgQ3clFg4VoqBSNFGPpg3zxZC9ZTgRjuX8HitvRSLgUCxeT26XYdjkeyMcjxUSwkIjkE4FCZKcUCZZi4UIsXIzE93aFZk9u6lJLk9qq1jKVlq62Dak5VNqG3DClpi02Dbllac2B0rTllq62TK2ty4KstEytbShtW21oStOQWgOlNVTqA7VpKS1dFjSlpUstQ27pYkuVG4rUMJWaptd1uWF0G6pU15S6Idf0ft0Qa5p8JvVOtX5VbJ+0pYZUCGVf3v3q6Z3FF4srz5eWHi3MPllY+vrOgxerS+srcy9nrz9bmH6+fOur2ZtPl288m7t2b3ZqbeX2xp3Ze3PXHi3dfrWy+GRmZvXaxNr89ae3bt2/cXPeP7ng8U2zbjegb/n807zLDcAUzU0xnJthWIL084yfYadp73XOf5VkvCRJYaiHxt0syWGIC0e9FOHGcRdFT7HuGYZjMdTPMC6CZgnSS7BugvbQ7BTNe0mKQQFDEF6a5nAw6eK9LpZE0fF//MODON+/XuvtFb+5u4GMO90U4yK4KcbrImkGwaYATzE4ReE8SZCYk8UJL0mxJOUjeQ9Bs4AgMJhEYY5AOBInYQjgKIMhNAxzgGBxmEYhAMMkjBIQQkMoi5E0QrIIDo9fYRCUdgJobByHIcL5Jfn3pbDTgTlg7MsxZOwKBjkg5xjsGIPGxpCxMXjsCg45aciJjY/BY07kigMfd8AOBwE5YMjhHBv7AoecmBPCHQ4acgIHCjCKRkkGRlw4xRKAIwFPkxMEd5WZusnP3OJm5q89T2+f1iud0/J5fb/VOGy2joT6oVA/bgtHfeGo1ziR2idi70TqnfSFU6l7pjZP1XpV6ZxJYlURz5ReTZMaplI3+g2r19CFhtpvqr2WKjZ1pamrLVNuGUrNUlu61jKV5lAWBmrTlFu23DaUti12DLFlSw1baet9wex31dxhPlzcDZVSoWIiUExuF6KbpXAoFw/lYuFsLJiOhfLpTCJafvamtp2X2ubhx83yk+flb36KJCORYjJaSoQKsVghEShGAsVIqBD7mA1s5kNb+fBOLrJViLwvhbeK0VA+vpMLB4uxQCkSLEQj+Xg4HwkUwtu5cDAXjRZioUIkUkrs5CPBUjScTWxF0j9FDn4JZCKldKQcDJcDwXIiVs4Gy6lQORkuxiLFWLQYS5RT4UIqUUqHSsn9szOlbUoNy2gNtLapCZYuWEZnYHQtpWVr7ZHRHClNU24N1eZQbQy05kBpDpS2KTcttT3Um0O5ZcpNW29dKE1bbVqaYIktQ26ZSsOS24bSMOSaJTUMuWEoDUtpWFLdkmqa3FSllqHUzV7N6Nc06VwTalrnXO4cdeS6kQ3mX9579Pz+nZf3Vl/Mzb9Yurs+t/B6ZfHt/eXXdxY35uffriy+vbPy7d2V1w9W1hZv3Vm6unF3/tnS7N3bEy/vzD+evfZsfvbZ8sJXi3Nrs7Pri7cWvZPTLH+V9/I0mOIZNwd8LD3l4iZ4boJhvDTFM7ifobw0Pc3wDIpwgPZTrIeieJLyU6SXogGO+CnOS5EuEuNIwGC4n2ImeIYnCB/N0Djupik/5/bTrI+iXCRwAczDgEmG9dPsFOeeohkcxiAndP/WjQnWTZOohyF9DOMmGJYkKRThUMxFk24S8BRLooCAcB8B3CTuIoEbpzgE5TCMQlEKhRkMwWCYwQkPCViUwGGIQJ1uDLgQnEFx2olRDgSBnRxOcDgGEJhGMArBAIpRGAlgGEUcJIQCBAEISUIYcCLACROwg4IdPIKQToRCMNjpRCAnhiAEBNEIDNBx1HmFhwnKiRDjji8YBwkgnICdnBMjEISCYBbBOBT3YsBDMgBBWJL0E8w11jPtvTrjnl68/igTPGsfdGvleu2o1TgWmkft5nG7eSQ2j3rtY619IrbOROFcbB3LwonePVV7p0a3qvfPtO650a9rckOXapZ4booNQxJ0uWGIDUtsGVLDNuqW1jKkzkBum3LT0hqW2tbVtqa3DLVtKW1T62hyy1IEU2vrcsswOvbZ+XmwnIiW06FiIlxKhwvJQDEaLsRi2USolAoXUuF8MlUuVkvtkw/581yrc66fFmvH0YNeuHpaPIuUUqFCNJpPBovxaCkWz6e3C6HtQngrG94uBjZz4e1iaKcQDuYjO4VIMB+OFhORUjxQCgYLwVAhtFUI7+TjO6VYuBQP7IVCe4lAMRYoxDaT4d+C2+8//hoK/ztaCCf2M7FKMrqfiFdykb1seD8RLSeje5noXjZYjMdLu/FiNlxOJ/fyQkuWBFtuDRTBMFumKVhqx9IFUxcsTbB1YaAItiwMpI6ltmy1PdBbI6s9NNpDrW1rbVsRhmpjpDUGenugCabWNtW2oTaHasPWG6beGMhNS26aSmOoNk2lYavNkVIzlYamNU2pYch1U2lqUk3tN+TemdI9Unt1LZPIvXny7Mni8ut7q+sPl16srG4s3Hlx5/aze7fX7i6/ur/65sHyxvLC64Xrr1bmN1YWXi2trC3dfrQ8/XB25sn8zPrSjbXFW+vLt16s3H4+d/3h7PR1P3vdzd/wTU67vT6KmeK5GZffwzITLDvNsZM0O825/Qzto6gJhp7ieZ6jvDztY10uhvZStB+wPkBfpVgO4ByJeyjKTbIugnIzlIuiJynaQ9IcINwk46OYKZbzUixDoDQAbo6bpFgfoCYA7cZwnmB4jGZJ4AK0lyDcOOEFlJ9hvBjJkYQH0F4S+BiaBqSLoDwEcBEYjwIGRRkcoVCMBQRL4jSM4E4niyFugqRIgkVJjwPncQKgKIcRDIlRGMJAKO3ESBQBMARgmHAiGATjGAQ7vqQcTh6BAYxTKIZBTtzhgMbHnFf+AWAnDkGkA8HGYRqGAQbB0BjkHCdgCMBO59iXEDSOjzsZB/IFOY4T404AwWAcRhwQhWIAImmY9CGMD6V5AndTnI/iZviJSffEtP/q6s1nuchh66Rb32s1jtrNQ7F10G8c9YQTUTgS60dy+0TsHCvts37vVOmeqUJNalfVzrnaq6tyVZeqZrdu9uuaXDPFhik1zX7d6DXNfsOSmrbaNLSmJTdtqW1IbavXNMSGrbRso21JbUsVbF2w1LapCKbcMFTB7rel9F4xVM5EK+lIMbNdSoT24qFCcicbDxdioXwsWsps57bfhwOdc6PXHjZqqnAuCXW9WTOylaNWVTs/aETy8Xg+FS7GAqV4NJ8IFkKbhchmcedjMbRdCG8Vw4F8fDMf3SxFAqVwoBgO7kWDe9FAfidSCgcLiWAuEcjHQ6V4sByLFOPhQiJcDIbCL8Nbj1PRJ6nY42Tx4+5pfvcgk9zPJg8zyYNUspJKVBKxSjxaTkUOUvG93VAlGd3P75R398/O9J6tCKbWGRjdoSkMDGFgtIdmd2B0bK01UoWhKoyUlq13bbVzobSHWs9WOrYqjFRhqLZsXbhQBVvpDOSuLQuW1hnanYHZtkxhoHQspW2qHVMTTLVtGW1Tb+laS1Ubmtoy1LahtDW9YWg1TaqpYk3rnUm9lpIPZV7fvf/i3r3XK3cfz99+vrz4aGX+3vLMxp259YXF9eX5V3cXny3dWl+efTh39dHK9bWV2ecLN56vzD6avbW2cHNj+dbG6uzzhWtv7t1eW5l7evv6NRd/leInSZbHgZ9nr3ldUxznZqhJnvNRNEuQPEt4WWqS4jwkfZVjJxnWQ9MTLDfl4b0MxZGoB+AeimBp4KbpCc4FSJzCsEmW52nSTRNuAnUR5DTl8qKAIXEXy7gA5QE0SxEMjbkB4aEYmiAATk5w/BSgvSRwExSLEW5AehngAThLYG7AeADrBTSLAjcKPCTFYBhNkjSJ8iRBwigJQQyGcBiKjTsoDGdRkoVwD0l7cIJGYRrFGQyjUASHIA4nGIxgEApzoDSOEzCBQxAOjeMOJ+S8gjohAkJRyEkiMAlDGAQ5xx2Y0wFgDEcRaOxLdBzCHRAyPgY7nDjsxFGEgCAccuCwA0DQF7DTgcMOCkLgcQhAEI3ALOxgYYhBMYDgLpICCM7hrJ/3z3imZ7037t18lI8ftY/b1WKjsd+pH0jVE7FxInSP+52jfue03z0VW+eiUFU7J0qnKgs1pVtThbrSq9li3eydq7261q/r/ZopNQ25ZfXrtto0lYahNHWjZapNQ2qYctM2WkO1NZLbhiIYqmAqgi53TKWjK4Ihtg25bekda//0OFjOJCvZ1F46VEqHirvRYjpSzETK6Z1yersUj5XSHxI7gchu87R7un/ePtZaZ2LjpNM6kQ4Lp+0TsV/X949PgtlEZC8d3UvslKI7xWgoF94uRXcK8Z1CdLMQ+lCIbeVj4UIylE8G88nwXjy8HwuWIoFCOFCMhgrxnVI4VI4FSvFYMbpdisUyvyd2XsXC/4zGf90K/CeeiSWPcsn9RPIgtXuQSezvxvaTsUoiVo6H9xKx/Uy0ko1WktHDdKKSTu7n5Y5udga6MDD7w0F/aPYGpjg0uiO9ZxvChSYMtO5Q7440YWQKttGx9Z6pd21DGOrCwOhYpmCbnaEuDLSOpXVHWtdWOqbcNbXOQO2Y6t9lLVttDfSOrQuG1tbltq4KliKYUstSmoZS0+S6ItXV7pmoN81sKPf80erGg3trS3ee3F58tnR7bWVpfen20+Wba/O3XyzNPlyaWlu59uLuzfXl26/uL7y5u7K+urR+b3Vj4dbbe4tv7i29ejC78fjWmwfLLxZvv7m7svbs5sbXk7/+vLrxbMXLcpNeMON3uRnuhtd/dXpm0kVPUqzfDXw05aEIL026ad4FgIdmp1jORwEWEAxJTLpoDwBewLpohqMBD6gJhvUDxkVQUxTrBriPpCcZt4+ivAzHE5SbInw046NpP8VP0Kyfc08wbhbBXSSY4BgeA15AuUjaA2gXIHmc8OGUj6InCMZNMgyOczjtApQPUDwJPCTlgjEMcbAYzqM0jQOAoxyBo7CDxTA3jvMYweMwQCAAEyjkJGEHA0EEghAYisJODsNZzMlgOIsSBATRMMw6UQbFMGgchyAKgQHiJGCYQGAaRygMp3CCRJw0hOJOjHA6aRSjEJxGSMyJ0ijxBQVDtBNiYYiDYB5CGYSgEEDDAGAETdBelHIRwEMyV2n3NdfUbe/Vu7e/ysdP26edarnZ3u80j3rNY7V10mkdK8Kx2j5T2mdKqyp1qlrnXO1VrW5V7dcNsWb1GobQ0ORzs19X+02r3zD7TbPXsuXmQGnpatNUWrbcNPotXW4N1YYpt22xbSktU21rcstSWrbRHqjtgdgx5ZZudgadZiu+n41XcoliLlJMR0rJSCkTLsTie6lkKROt7EZK2cpRvXUut8/1xml/N13pNAbB7dy33wcbR4bW/NSpms2q1DhupMu50F4qWk4FSomdcvzjXnyzFNsuRkK5yHYp8qEU2imFg8VIqBSLljKRSipUjO2Uotul4HYpul0Kh0qRWGk3WE4GS4lwKbWZiH7cjv57O/ZHNP9bsvoxlc8d5JOH6dTh7u5+LnGYiR7uJg8y8UoqWUmH91OxvWy0kolWMrFKOrKXqZwdG6Jt9j7p/cFAGgzFS1McWsrIFEemODK7Q7M71LtDvTvSu6bRtfTuwOhe6MJQ6w40YWB2bKNnm11L7w8MYWQIA024lDsjvWP9jXFTsC1hoAuW0bNMwdIFXetaWseW27rSsvSaKdVMsaX0G4pwrsgdOxfNvHn6bOP+/e/uPnhx586zpeX1pbtPbs89WVl8vHJ7beHmmzuLD+durt9Zerm69Gz+xuulGxt3bq2t3FpbWfhqYebJ8s3Xq8vry9fuLt14dn/6l4/eH7Y9v25P/RbwZAr3Xr2+ydLkjNszf/36wx//mP+ltPbu5ZPHngnWNcGCCZab5BgXAzw87+dZlsTcNDnBcTxGe0gXR1FeCvgZykUCH8V4UNxHUj6W9nIMTWAuACYo2guAB9A8TnhpmgPACygvYN2Ac9HUNMe4SdIF6CmG8xKUm6Q5DPgA76EZNwN8FPCRwEVSPCBdGOYhGTfHeCiSJwgXCVw4xcM4hxIuguZIwKIYj2FuHAcoSuMIjaFuEvAYwWI4gxMkhjA4wSAohaEY5AQQRCAoAUMsgsDjYyjsRMadkOMK5hxHxsdJFCYglHEglANzjDlQCAIoesX5D8yJkk4Ec45RMIZDCEBQzAE5rzi+4BwI7YRwxAFglIYJFsYpGOUwFCAogxFugnED3ke7JznvDD9903fzq9nn+dhp80xoHjQaJ73WsSacSM0TWTiT2ydK50xrV1WhqgnnslDVOjVDrMtiXes2LLFuKA1TqVvy33Jo0xabQ7lhiG2r27Lk9kBuDJS2oQi22rT/nvHkpikJltLS1PZAbQ80wVSFgdo2pa6qCHrhaC9UyUX3c4lyNlJORcq7kb1UtLQbLaVDe7uhUipb3OtXdencEup6r24JNa3fUBPxgz/+U26e2NWTXrtuVkonzzd+z6Xrpf1CqJDcKUQD+dhmKblZDgVLsUAp+mEvvLmXCBXj0XIiuJfY3ouGSqlIcTdUjIWLsUApFCwnQ+VEqByLlRKhcjSaTfwRP/wlUP7tw/ZOLPchcfBLNJ0qpnePUvHDdPognz0o7h7mY4e56EE2UclEDnaj+4lYJRPZz0T20+GD3fBhutuSbPFS6w30nq1LQ7t/MRIvB9poJF9c9EZWd2B0R4YwsvqXendkdIZG3zb6Q71zqXVHRm9odUZ2+1LtDpXeQOuMlN5A7Q20/lDrjXTBVju21hsYXcvs2np3oHVsU7C1tq21LK1py01dbelyS5NbulhV9I6dDxffPHrxZvXBxt07a8uLL5furd1Zfn5n5psHyxsPlh6v3nq1Or++OPdifmlt/vbawtyL5YXv7t55u7K0cXfh1YM7LxYWXj2+/eLB/OK1ie9+mPnPjvf733w/fvD/83fPd/9x/7Qz+Wxt8t4D/7uPs6vvP87+crr+n/WfA+yDRb8XMFMMe9XFeTjKw9JTPE+RBE2iEww7wTI0jrsJ8rrPw+O4G5A8oHkc0BTs4ViWpSmSIFDEQzI+hrnGcjSGewDuBgRP4xMUcAOSxXEXSU3S7CTDuCjaR7NeimIB5mUZHwl8NOUCLEeQPAW8gOFxgkEJF4LzJO4maBcOeIqgcZTCMBxDAAEzGMYghA+j3QjhBrSLIDmAczgOEIQlCBYhvSTJApzHKRcBWAxlUIzFCADDHIrwBKBRjEIQCoUpJ0RjmAvQAELcKEEiGAUjAMOBEyGcYzgCAdiJO8YwpwOgEECdAIK/IJw4DkEUguEQAmAnCcGoE6YRgoBhCiEpDPAkPUmyU/zEtOvqVffNe7cflxPHzdPe+WGvdaK0T8T2kdQ+VTunUvdUEs+VTlXtn+tiXelX1W5N7db1fkPvNxWloUhNQ6rZ/fpAbQ7Epi03B1rLVhoDuTlQmrbattXWSG4N5dZAaQ6UlqUKtioMZcHQOqYsDJS2rbRtqWmqXaNZq8X20tG9TKKcjhTTscpurJSJl3fj5WxoLxOupHcPKtWq1G1aJwfnlXJVqBu9mt6vG8K5KTYHYksv5A7qp3L9QPrj9/K1s/VGAAAgAElEQVRhST47Ow+WIpG9xPZedLsQD5YTgXJ8ey8cKCe291KRQipSigXKsWg5ESyHd8rZnUIhVMqEy4l4ORbfS8RK8Wg5Hislgqn8fyKlP3bi/wkEtkK/JaPfxEPfJouR+GE2epBIHKQTh7vJ/Ux0Pxndj8XLu4m9eHQvHtvbDe4no+V0Yj+3e5SqnBwb3dGwZ+v9kdUf2uJw0LsYSp9Hyqeh9MnqXZi9kdG/sPoXZn9k9i70zqXZuzR6n4zupSGMjO6lLg61jm10LzVxqHWGen9gdS707lDrWlrvQu0ONGGodoZGz1b7Q7k9UtoDVRgobUsXLL2lqzVDb+jiuawI9l587+3DtfV791/fe/h68auN+/fXHyyvrcy/XF385u7K23t31u/efv1g/sWd+bd3l7+5P//mzvKr5YU3DxdeLC6+ubP4+u6dV/eWv34yvz5/64cfZ3/d8vzy++TPH93//uh599Hz3e/8L5u+f2163v3B/vjr/Kv/rH73h+/7D96vf/ZMuukpnrnmYidZetLNTnCslyPcND7Juq+5PTxLed0cTeIcwyIIjiEoBCM4SpAwjjlwFMYnPbdJyOV0OnAE9XNeFwm8DO2jGA8D/CzFIzhASYYifATgUdLL8BM05yUBh2E0jnlY3Muw1xmvl2I9JOmlCT/N+kjGRwMPSXgB5SJwEkZcFMnSJE/QDIpzCOHBCAZDAApzGEFCThcgKQzmMJTGMBJ2AhhnUJJBCByCXDjOY4CAEQ+geJRAxsYoHCUgFHc4SBgiEQh1OAlonHDCAEIJBAUYQqMw4nQCCGEQFIfGoStf0ijiRskvMKcDH3cwDoR0OgkIYRCCg1EegtwI6UVpD0FPMC4/8EzxLi/vu+G9fn92oxw/b52o1QOxfdpvn3TaZ/3umdI7U/tVqV/TxJrWrarthibWNbGm9xqaWDPEptVrqlLDllt/C6EDtWUpzYHY1sW2LrctuT1S20OpNZRbtty2ZMGS2wO5Y2ptW23bsmAbbVvt2qJgqh1D7ki5Sj5aTgYOUsFKIraXipZ3I+VkpLwb3U+FDuKBUix3eCA09U7NbJ+rjaqkCqPzw/rpQbtxarbOtF7dEOuDftvst3SlbfWaZr9pZvcqO/lEuBwLFxPhUiK4FwqX4+G93XApHtlLhcvp6F48UEq9ix38EswFgoGd6N7H1Mnv0czHdDGUSYfiW4HYv8KB36I7/wwH1uPR5+n442R4LZd+nsm+ju8FEwep+H4ydZRJHmXCx7uJ43T8IJs82E1WspFKJlrJpvYKucN87jiXPMw3mn1LHGi90bD3adAbDeWhLY2G0qcL6fJC+nOkXlriyBZHtji0+59t8dOgf2H0hnbv0u5cWN1PdufC6l6a/Qu9P7C7F0ZvZPUvBt2R2RtZ/ZHeG2mdkdq71DsDozcyOyOrPdQ7A61tK01La+lay1DbVr8mG91BOV7459OXrx893nh099XdOy9XV16urmysrqwvL71aWXi1fPvFwu2N+ytrd+a+vjO3sXrzyeLU0zs3Xy7dfjl369XK4vOlW89Xb7x+NPt04fqbb2/8c4f/4aPnp/fedx/pnz96fvzg/e6977s/XP/8yPzy3v3Le+/PH9z/2nJ9/Z6+eZWa5Pirbt7PMW6eneZ4HwM8gPbSjIumXC56HBpfXXpYyFSfP/lt/Ev0uv/q6sLDKf+Nf3z55euN7+qH8ncvtsb+B/J7XXcWVic4zo3jLkC7aJeHZiZY1kcxbsByODEJaBcKvAQ1SVIekvACcgJQXoqaZFwshvMEyZGkl2ZcgOVw3EcCHicpFPAky5E4TaAeQAMEm6ZoEkUoQHlJ1oURNIrxFOEnKBJCaYoCEIKPOxgMo2EUOHEWJ1wIQaMIiaIcTsAwjCFOF4ZxCMohOAPjDEoAZJyBMApBYacDdzppFKFgGHGMUyjiIwlkzEHAEAvhX2AOCCAYAcEsQpIIDlCMR3EPTLowwoNTHsC5Sc7LeSd574xvemry+srtr0vx8855v3ksCmf97qnUqcqdM61fNbvnRr+mdxu63NLFhtFraFLD7NaHUm0gtXS5aan1odjWpLYuNw21MVAbttrR5Y6htoaqMJA7tiqYettUhKHauVCFodmxjbZltS29o6rCQBUGaks3u/bp2XmkmI8cpCKVZLSyG9qLR/eTsf1sqJKJV3LJSjpRySYK+92W2WsOu027fS6e7bePyrXDw3a3YfbOTfHc6u5Vu/nTftXsnNvV00692jo+rYXzqVhpN1pKBEupwF46upeMlhKRcjK0l4xWdmN7yWg++3Po4Kdg+T/h5G+B+G+BwIftPz5uf78VeB0LvgoGXoQj65HIs3TkTTr+Oh59mgg/yyRflbPr2fSL3czbbOGbbOabTOaHZPZtNLUWSL2OpX+MFnYi+5nkfip5kM8cV9KH5exBfv/0ROvatmjb/eFA/GT3/hxKl0PxYihd2NrnC+XThfjnSPw8lP40+5/s/qXRvzTFkSGNbOlyIH2yxZHW/2T1L0xxaPaHRv/S7A+t7mDQ/2T3Rmb3UheHdm9odm2ze2H0hnrXNoSB2rHljiG3bKVlqW1TrGlWf1AJ77199OLrh49er66uP1p+trq4sbLyzaPV9fuzL+/Pf3dvee327N2ZqY178+t3F765v7q2fH1j9dZ3D1Ze31vZWLn15u6tF3Mz36zMP164+c1P137a8f3wu//7j+y/Nn0//uH56b3v3Uf/tx88P330fv+B+/mj7+cP/M8fPP/6w8+5YK+LuT7pcjPMBM1c4/gJluMI0sdwHA0YioK+dOz8J2jK/18pXsNgcnHu2qMHL2Zv370y9o/Q+x2j+7+R9+Xxf2ATfv/T++s3vNd8gHLRBE2QM/zEFM+7OGKK56ZoxkfQbor2EJSfdlGAZAnSTzI8QfIEPsmwHsB4AE1iJEdQPEb4KHaK4jiScFOMBwAKgV0UydMMA2gSI3kU53DER1MelOBglEdxF0VNsLQLQWgUZ1CCdiIsSrAEzaKAQgHsxCgEp3GUwnAaQUgI8pEk7XSyMELCEE1gBISQCMbgBAmjAINIFAEINEHhFIqiiJMjiC8Q2EkjGIMQLIzSTpiGAAVRJIRyCMnjpAd3eWhmgvP4XZ4J942bvrmvbq8VElXhvN8+6jWrcvvMEKpar6qLNaPfMPs1Q6oNlfpQathy05Kalti05JYhNUylYSktW2lcKrVLUbAkwVbattIaaC1Tbw7MtiV3LF0Y6MJA7Qz19kjpDJXuhdod6O1Lo2MrXVPr2EZ70Gt3d/fziUo+XsmF93KRSjZazsQqqcR+OraXj+znEpVc4eiwetw8qlSPK3W5ZaSiucdrHw6KmtQeCVV5r3jarKsnv22evfy9d2xpnUEyFf7mt+8Oj06z5XxoPxWpZHf24uH9VKy8mygng5XdcCUTq6QSe7vxym6gkPoYfb8V+mdw69tY6Hkq/jwRfpFPvE4k16PxZ8n4xm7kdSH+XSKyHok+TydfptOPkvnHu8kXhdTaXvZ1Mv4slXiUTTwLh1cj8fvx+FI48TZ6mE8cZPNHleJRJX1Y3j0oFvbLgtCzpAu9Pxr2R6PeJ6t/OZAuh9JnW/zTVj6N5MuR8vlC/myJny3xT0O+NMVPVu//WuKF3b80pAujf2GJnyzp0uh/MntDqz/SpQu7e2l2P+vdS71/afZHeudC717o3ZHavdC6F1p3aLZHWstWO7raGojnptkf7cYKGw+fbNy9/82jR98/fvx0eWl9dfn1/Ycv7yyvLSy+XXm4vjz/ZHb+9YM7Xy3e2li69e3DO+sLcy/uLHz38MHG3aVvHi1//fXcD7/M/fzz9Xfb/M+b7E/v+Z82fb9/mPx1y/PuI//u4+S7D9d++cP77j33wwf63e/sr5vTb36c8nKEjyOvul2TnNvP0tf87qsel4sCHEG4SZJneAhxzlzzfvj9/erCMjx+xc2zV31TLpp1jsM+L/dm7c2EexKGnCRKuBney3FehuExmoQRBhATDDNB0iyG8YCiMPw6551iXT6a9gCGJUgPYCcA7wXctNvHUzSLYx6CctM0jeNuHJ8gKZ4gGAxyAcAQJIMgHpKgMZwnSB8gCdTpJQGDoRxB0ATB4ziL426K5DGKRUkaxSiM4jACQBCFwBQEMzhBYxjihDAHhH55hUJgCkFIJ4qOozjkRMec8LgTQa/gkAMev/K3PdOFARKCKRThSfILBkZYGHLBGAPDDAJxCEk4cRbG3ATJU/wU5fYDdpLm/C7Pde/U7OTNr+ae7+2edqpS66TbPVdbZ2rnXOzW1G5NEeuGWDPFmtmvW/2m2W/ZYm2gtDSlbemtkdy2+s2BKJiKYIuCrXYHWmegtwdK11I6A6U7VLsDvWupXUvvDHRhYHQGSudS7lhKz9Q6Q709lAVL7WuH1cPkXj5VKe6WC7FyMbZfiO/n4/uZ2P7f6eLZxF66dHT6R3T7u80ffv24WTvXa1UllayfnyiSYLdb1n6l2TjXm3tCJ9fsNWxFGJ4f1+LpfO2kkz2shCvZeDkbrewmKplYJR+rZKKVVHR/N7SXiu0V4pVc9GA3mv2QiL6MJR7nst9mkq+S8Y1C5lU68TwZf55NbuQSX4djz8KRtXj4VSH5fTq5now+T8c3srm1UvFFNrVe2H1bzrxJpp6kUo+TyW+j+XhkP5vazxUPi9njUuI4lzuupA/KR9WaLQ4taWiJl0Px81D+ZMufh/Lnkfh5KH0eKp8vpM8j+fNI+TRSP9nSX7b8eSj9dSF/Gop/DcQ/LenTQP5si58G0ueheDnofbZ7f1q9kSUO7N5Ily4scWj2Ls3e5aD3Se2O5M5I7wzUzlDuDdSuZbSHas0w+qN8uPDt0+dvXjx69eje2/v33q7ef3P33rPlO1/NLjxYnX99b/nl/flvVu9s3J19evvmxvLt1/fmn83PPV+Zfb5649nd+e9+uf1zZOL3Td9vgYnvdyZ/27z6zz/W7/6e3Hj//btN789bUz9tuf65Tb/bdP34wfVua+KX9/TvQfbN9xOTDDftcc3wvinW6+NYP8v4Od7PuKY4iqNwjiBIDHGMjyMoNDY2jqMIijhdjB+GKAhGxpzjMIyjToKAEciJ+D2TfpefIYCXYSZp1yTF+2nGD6irDDNNe104MUEyPEn5WO4qw/kB4aVIN8nQJO5zuSaA20exLoLkUWyKYacAzZO4iyF5kvCRgKMoNwr8JM3igEWJCcC5SZbCUY5EeOzvpwKAQRGAIy6KcJEYTeA0hnIo6qE4HqdwBMVRlMUAi2IeDKZhnEEghkBoHGOdCIWQKIIQDoiCYDdK4w4IwAgNYxyGMRhGIggBI19QMMTCEIcgPILjEEZAKIMBF86wGGAx3oNxEyQ3QfFXuck5/9Ub/unVhUfF9En/XKmfSEJN7Z7L3ZraOdfFut6ry/26ItZNuWbJNavXsPotW2waUsPSWkO5Y8vtoSoMtK6tdi70zoUuWHpnYHYHemeodD8rnUujM1B7tikMte5I6Q01YaQJl3JvoHVtXbCtzqjX6sYPs9H9QqJSilbysUouuVeIlXcz5VLioJDYz6X2coHy7lH1/H34/Tcfv/t38ONpJtcIRfpVUexedE47rb3z7vmg37xQhT/F7udOayg2ZLV7afT+UoRPxf3DyH4ycJiK7qejB9lEJRfbz0X3c/H9fPQgGzlIRw/S8YPd2EEuWomn0j+kE2upxFo88SISe55KbKSiL5Lxx8nkeiKxnki+TCdfJeIvEomNXOp1JrVRTr/Op16kUhu5zOtC7vtU7NtE+pdIOR7fzyYqud39Yu5oP3dc3D3JJ46z6cNi7rTYafdH0sVQ/DSQh0PlciT+qUuXlvjZkv4aqJ+G2ueR9r8D9b9D+b9D5b9D6a+B9MlWPg2VT7b8eST9ORI/W+LQki6H4p+W+Jfd/3TR+9MWL4b90UgeWeKF2b80+xeWcGn0Lozuhd61tJ6pd22tbZmCrTb0kTRKRzKv7z9+e//R+lerb5/cfX1/eeOr1Zf3Vl4/XPru4fKrezefLM6+uLPwzaPltdVbL1bn15YXnt+bffnV3NOl2//6/u5v4Rs/f7j684eZX95Pv/s4++vm1Np/fr3+78bKb8lf38/8tOV+t+n5ccv983vPu4/uX7Y8PwZc77bYnzZ9c4u+KQCmPcwER7lZasYzNcVxVz1uL81SKAYICoJQ1uO9t/ro1s1FhxNZml34/V3oq/tvnVegqWnvs7trSzdWx8bhq9M3A38k7y894zAwwfF+wN/ip70UMUUzfoqdZNlpzs2SuAtlfDTLEQSNU5MMd93lJyDIA3gv7XexDEViLIZf5T0eiqZRlCZJFiMnCOAlAYOTEyzvpxkWgScp0kvRNEl6ScDgKIPCLgDcOEHDKAcIGoEpDAFOJ0OgFAaTCELiMEAgD0EBGKVRAoYdFATTCEogGAGjPEkACHZhOI0iwImSCErjGA7BPIq5CYREYQohv8AhB3A6KQR2O1EOwlwY4cVoDsJ5DEyg9CTBeCneC1y3vFeveSeu+W7dm9sophqdmto+7glVo3euiud6t672WmavLvcbitK0/nbe91uG1LKV+lBuDtT2SGldSr2RLoz01tDoDrSOrQsjVfikCyO9PzS6A7Nrq52R2r00OiOrOzQ6I6MzMjoXRm+kdUeqMNK79uHZUaSSSVTyif18eC8bq2QSlWyyko0dpGOVTLKSiR3mIpXicbV5clBNZ8uVo3o1lT979UsrU5f7F7VA4njte7nSawn9g9K+Koy6LbVUqkhde+/w6OSocXB0EtvbjR9no/vp2MHu7n4uuZ+LHKXiB9ndg2z0OBs83o0eJhKHqcRxJnyUSmV+y6eeZ6Pru7HXud2XidBGOvkim3iZCr9KJV7Fohux5OPd7Its+nV292U2+TYSe5WKr8UjfyR3Y6liMrlfjB6lIoepxEEucZhLH5YKR4X8SSF5UkyeFFOH+f3z84F0MRQvh+KngXhpiReGeGlInyzp84V4aSujofLXpfHfC/3PC+2vC/l/B+J/h+p/h9Kftvx5qP9ly5cD+dOF9NdA/suU/hoonwbyZ0v6ZImfzP5nq/+X1fvT6n8ain9avc9Gf2T1h1bv7z2zbfQu1ZZpyaNsJPPNs/VXj7765qv73z58uLGy8vLO8td3V75+evfNV3deLM3fv3X14eK1rx8sf/9keWP15ss7M2vLN795sPT60dIv7+d+2Z5593Hm31vT/9l0/Rqc/mVn4l8f557/8cPbj/feBbzvdty/bnnebfHfb3rebbI/b9E/bjM/fvT+vDX5bsvzfP3lNc+Mj0F9rOuWd2KCdU243X6O43CCoQEEO65fvf7i8YsHq18ROPX8ydPETvq71z9hCHr1qv/Zg+f3Fh5gY8jMVf/mZuTpvRcuFJnkGBdO3mC91ziPn6ZdJIfi6ATPX6c9VwE/QdITNOsDjJ92+Qh+8frNwIfNpdl7Lobzs55Jkp1mXW4KeBl6gnL5AO2l6UmKYTCMxQgXwBmcZHDCRzF+hgU4xhOkB9BukuIJhCYwHgcugvDipAslGRwicCcOQzSKUghCIAgDYwxCMChKIzCJwByOAxhz4wSHYTQKsxiOOWHnuJNAYBJCaIhgcCeNwJjD8QXvpGkn5sYAhyAMBvtw0gNTLoRwk6SbZL2A9pP8NMNf80zc9M1cn5xcXVir7Nalhto8l6SG0j9XxFNLrGli05Cadr+p99um2rRlYaS2TaVtKc2h2hgpzQu1NZKFkdoZGsKF3rkw2hdqb6R2RpowMMSR2h2qnYHRHWnCUOtc6r2h1bvQeiO1NzI7I7U31PsXfUFNHxZjlVxyv5j6f7zNx/az0cNC9CCdOMwlK9n0fjFVyZbOm7r0p9a/tPv/lerm/0/DW263kXBbu30DZ5xx9tuxVMwkNCYOO2Y7zOikw+kwWqySSmAxGGNbTCWpxJbtJN29976086O/7x7WHGutOZ45d5PF9Ho+s13eCH5Pfgumo+Wd9cJaIltItbPb9dR3ObVZC4Q3Q+F1d9hjCoqmkGgO2Cx+q3nFZVlxWVccX0OOzyGbJeg0B0VT0GYN2+0hpynkMIW9ZumL2XzB6bjstFx1mC85zZfspot28arVcsH05dbX5ftW+wOn6arl6/NPy58clseS46HdZhWDkj3mNYed5oDN4ncsB2zfQk5b2CPGfGJQsockZ8RrC3ocQW96u1TONAtppZLqFHea8q4ip+q1bKuaacvZdjnTrOXbrfJeI9+p5TpKtlfNt2q5Xi3XqWebtWxHzrZr2ZacacrZdi3dllNNOdWSUy0506ymmnK6WUw1yulaKa2Ud5Xybq20XStv1yvb1dJONb1eKacakilwY2HhwfnLlyenrs6cvTo1dX1y5s70zLWzJ69PnLx55vSFyZPzp8avTZ5cOn/27tlTN2dP3p4+dfHs+ML06B/vhp+8G3r6Tnj2iX/0gXr8gXr+QfP0PfvyPfP4E/v0g/D4re7RO83zN9wfb7UPPwhP3nEP3/B/vOUfveUev8Zn3y8ZbzqPacb1FM3BmJ4mhzhWzzAGjNISBAAAKArrdAaO0oGAmiKYqROzOo7/f4/8PwgIsgSLghCkGlADA1qNMMgbjBTPISSGQAaGHCQ5lsD1BMPAmMDQWoolYVhLkMO8xoCRmBq8cenm8kdLcCXgeGo6SRoEkjDgrAGnWZzUkiyLogxJkBBCoJCGILQoyeEYj8ACTgoAysMIgcIEoEJBFQFDHEiwMAwfAZEBAIcgFFAJCKpDSRJGYNUAoToCAQMUAmMQOHDkdwoBkAEVoVZTIEgAEA5BKAiQIMjBGAEClEpFQWpcpUYBmIFQ8D+//4YdASDgCD4AQP+lwgZgGkBIlZqBEQxAYRVEoaiAklqaNzDao7zhqDA6P35pxZFIrxU249mdZG53tZRaq+wm5dxaKbMp72zKqTU5vS6nN+XsZiWzUcps1LLfa9ntSmGjlt+q5baq+a1/wcBq/ruc3ZFz23Jxu57frha2lcJurbBdzX/vlLYbhVS9sCuXtquVnVpmp1xOV1aTa8t+l3nFbQqI1hVpOeD6GrSZgzZz0P4t5LAEXaYVcTlgtwQcNv/KerKa/l7bSmYyu7UN0Zv84006kcukmrlMJ7fbyu80djbzydh2YaeR21by3xvFVGNzK/PFbzGF7dagwxIQzStOU9D6JWgxBxyWgOtTwGkJOewhhylsM4Uc9pBoC7i/BR3fgqLJ+0m0XXI4Z+32S5bly1bL3a/mR6bPN5Y/3vj46ZXF9ESy3XVYH4iOe5L3T3vAZg/ZnVHRHvVYow5LxGwKictBpznstEc8rrDXFnFaI25ndMUScVtCrvDaZiXbLOfqlUxLzrRLGUVOt+RUr5ppV/OteqFZT7dr2ZZS6Nby3Xphr1boVUttudCp5lrVbLuW6VYznXKmW8l2a9mGkmnKmbacaVcyipxq1DLNcqZZyijlVF1OKeXtWmmnXtiRSzty6buSWa9Uc22nyX1j5srt2fPXJs/dnD53bXLy1vTEremz16Ymrp4+fmNm4u782SuTJ2+cOXN/evrGzMSl6eP3ZyYunx2fP3rs3uPRF8uDT14PPX4/9OK98McH4uF76sX7wRdv9c/faZ685Z685x+/p56+5Z+84x+/p/54R/3xjnz6nn3yVnj6nrr7irn9cXrhwqAOpQYFTktTHE0aOVZLUSgG0zAKDah5nZEhBfUAAAMwT2hIlP79yP8HQdixY5M0O3LkCIKqMJ7RcIyOQwgWpkkQ1ROkQOIUiupIWouTRobT0wICQlqapnFMS9PvnzyJeOJvP5hFq2vtj6+m80tjuF6LYTqMYTGCgSAORfQYyWMUhaAEAGkwjIURBAAYHKUxlMVIFsZoFMZAkEYQUg1TEEKAA7BajathFsYICMZVCAViJASBR/7zL1/JqEEMUCGAigRBXKWCVAOI+gh6RI2o/00+QTgAQkdAGAIpCMDVagJCaQT7DRk4wqsRQq1CVCp6AGUAjFGjvArlIZiEAQbFtRhlxHkjZRji9MeEkQvHrqw417bXs9vx3PZqZWejkNospNbzmY1CdrOS3qhkN2q5DTm7qZQ267mNam6jnt+s57/Lhe1KbrOe3f73Wlay25Xid6XwvZ5Py5V0rZCu5Har5d1GYadW2KkVtmvF783idqO0W/m/71nFE1n5FnCaAuLXFfFrwGX2u5aD0nLIZfE7LSHRHHCZAqI1KFlD7q9+cW21mNmWfb5wdru+a48kHn/ORMul7VbEm7Cbopnt1mZiNxbZqeQ7mc18PJrM7JYDkejHgHU54rAExK8hyRJwmYNOS0i0B52mkNMUEu1BhzlktoRdyyH7ctBuDjm/RMzmkGXZ995kvWsyvbCa7tk+LX3+9Orj5yXrl2s225Vv1gWX9bbLdl/6dsNre+YIe2whlzMo2kJOMey2he3LUac95FoOuswRpzMk2oJOZ8RpjUj2WNAalawhlzsaKmSrcrYpp1vVbLOc7VSynVq2KedatXyrmm/XC516rtnItRv5nlLodcsH3UpPKXTr+U6j0FUKe9XMXi3bquWb1Wyrlm3X8s1KVqlmWnKmWU635fT/3ca7jWJaKewqxd1GeUep7CrFrUotq/hMnvtzV29Pz9+am745P3N9evLyxNG7M5MXJ08unBh5NDe7NDN5YfLE5YlTV86N3Jw9enP+9I3ZU1cmjl6aGJk8pn/y5vjbb8PP3+off9I/+2B4/JF5+ln35BP14h377C3z5B354oPmyUfqyXvtsw/80kf+0Uftk/fs0gfsySf24Vvu6Sd88YaGgchjWkFHc1qSGWJZHcXwNAuqgBMjJz6+tjy8+xUFNcODxssLd86emVUfASbOTpo+uB7ffw9BrMBw1xZvToxPEwOokWI5jKAhwoBRLILoSIbDSAHDhwhhkBFYlBzTDb/989VmJOEweT58Wg64vCv33sSWnhmvtjkAACAASURBVDybusFAlI4m9AwtYAyDIlqK0P8fhIvWgAgFgDiGEQDKYQyJoCyMshBBqhEBx3kE5RGUQVAtSjAAzKMoC0KkSs2hMAuDuEqNHVHzapRQAagaRFUABKopGEFBgIFhUg0SAEBCAAmBFAyi4AAOgTCgZmEEBVQYBPxG/Q7SKpgEAFylotUgAQKEGuAghIZAFiM4mNagrJEWtDRr5AzHdIPTxxZ8ts1UspiKFXdXy+lkMbda3l0vpVeLuY1SbqOc36pkt2q5rUpuq57bquW35PROJbtdLewohe/N/FY9v6MUdpXid+Vf9K+wWy3uNMo7iryjlHYa+Z1WPlUv7MqF3Xp5R8mnq9ndev57e3szYwt4zCH3t5DTtCKaApIl4LIEHOaguBxymII2s9+5HBCtKx5L0GYOOX3JtfxOPbNTy+zUct87ud3mzla5kGp+/uy7e8exsdoopFvZrer3jUpidc3n9ac2CtYV97ewbTnksQadtrDdGpRMIfFb2G0OSdaw0xyxW0KiJSQ6Qm5LyLkcFJeDdlPIagtardKfpq+Prd+eOWwPJPsNyXbDarrg+HzR++ma7+21tdd34u9uJJ9ciX58aY057GGXNeK2xyRHSDKFRVtEdEQlS0Syh0Ux7LKGJWvUJ4b8YtTvWA04wn5HyLu1nS/lusV0s57r1rMNudCqZfequV4t36vm+7VCu1bo1XKddnGvk+8rxX6rdKCU2rVCo5HvK/lurdCpF/eUfEfJd6u5di3TquWacq5VyXXL2ZaS7dbTrVq6Wc20q5lmJa1U0o3yrlJJN7Lfy/Vs12vz3lmcuzx77urc9IWpmSvTZ24tTt6cPn1x8sTlieP3Zk7fODdxf+rMpcnxGxdOX5w8cWvq1P35qSsTZ29Mnr56ZnxmzHjvsfHZl6PPPumevDM8+8Q+/cA/e6998oF8+ZF//Ild+sg++6h7+Il6/oF++UH/9JPuxQfhwVtq6S3z5A374tPwqWMaHUsP61meIQd5YohneJIY1mghNTA+fuzre9vzP76QGGvktZenr0+enoUH4GOjR9+/+nrr6hNABVMYNn16+uTISQrGOAznSHKI4EYIWsBJPcMZSHKQ1+hwDU2SV05PO649MFm+JaSQZPWYzJaQzbPy4E3w7tPwg4+3j1/gScZAsTSGMgiqJUgKR2kEG2Y0PIxpUJonaRwCBRTTk5SWoikYZkHMQNACTDEQTCIgBWAYCKIwBP+OkCqYhRACAChIhah/x0AQVatRlYoAQAxQkRDIgAA5MECoAUKtRtQqdAAgQYgGQQwEMBBC1UcwUI3C6G/UEYAbgHCVihyAaADBVAMMgDAgzAKoBqJ0OGMgOC3ODVKGYW54jD86efRawL6Z3SqnE8Xsaim9XsmtlfPr5d2NanarnNsspbbk9JaS22pkN+v5rWZ2q5HZqhe368WdWnFbKW0rpR2luP2v7akUd2qlnWpht1bcaRV2m8VUs7DTKKSa5XStuCvLu7VSuprfrRaz9fha0rritIak5ZDbHHBbAm5TQLKuOM0Rx5eoyxxxWUIuU9htCon2oNsWcjoC3o21TD7VLmy3C+lmIVUN+cLJZDa1Vl2NFXc2K4Vc0++MzE299njScq7pDHiWw1ZT2G4OuUxhyR6SbCHREnFZYi5LSLKHXJaIyxpxLUfF5YjoCLntEdEcdlrCojW4bLYvuZy3vdar/uWrsa/3Iu+vx95cT765ufryeuzpUvjhg9jTe4nnt8LPn7j9oi0sOUKiNewyRzzOyIozLDljXkfSK8Z8zrhPDHttcZ815hOjASkW9CZD9rA3tL5eLbSrubaSbSvZTrXQVfKdRqErl7q1Qr+ab8uFjlLoNQrdRnG/XjxolHqdYq9V6jRKe0qh3yrvdwq9Vn6vXugq+W4916nmOvVMt55tVjOterZbyzZraaWWbddTipytyel6dbdZ2e2UNmudXM9p8tyYOX9tenbu7OStmekb05PXp2avTZ1bWjx/b2HqypnjV8+cvH7uzNWzp28vnL50Zvzi2aM3piduzpy4PnHy4rkTFyZOjer5i3PjLz6NPP5IPP3EP/+kf/7e+OKT7tkn4dV7w6N33IMP7MOPhkfv9U8+aJ++1bx8x//5SfP6q+H5N3bhPCMQlIHiDTxvEGgNg41xGgPLMTSOI6hKDYyMjDAMc0SlglQAQxAQDEAQoP7PfzicBQF44D9HQJVKpT5CQKgGgTUoqSGZEVo3TAsCSWpJVMfQPMVSIHbr5i3xzVfz5ds2s3nNF7MuiyaHLWSWQne/rDz+EHj0Z+D5t9PciJ4kRllumGYNBEUTMIvjAokP0iyDEzqC0MMkC+MshNIoxBAoBWEMTlIoqkNpLU6RAAKCAIUgDEZQEEqpUEKtZlEUA9QMiFAQRAKQFkU5EMUBEAchAgIoCGMhlAQBSK3GVCA+AMEAQMAgC8E0htMo+ht5REWq1IwKRAfUtBrRAAQHYRqAYmGahchBlNZhjA7lxxjDuGAc0Q5OHLvot25ltyqpZCG/WclslDMbcn69mt2o5zZr+e/l4oaS2aoXdyrFnVr+ey2/Xct/r5d3GrkdpbBTL6eaxd16LlUv7DYqO61SSqlkaoWUUtpVyulGKV2XM0olVZdTSimlFHdqlbRcyir5dM0V9ZuCki3gsQW9toDHGnI5ApI56LaF3baQZA2I5pDDFHZYQ+JyWLSF3Zawx7zi21wrbq9m1xLpYvrHzqa8vVUupGr5TKOYVgqZVjSaffXOHwtnQ9Hwt4DDErWbQ05z2GWOSo6I1x6WrGHJEpOsEbc5KlpDXlvIY4k4LWG3M+y2xyRryGGLOETxU+TjnY0v99b+vLP9+ubuy6X407vRB7cTS7fXn99ceXhp5d6NxJM7Wy/ur798EHM7XCHPcthhCXotYZc9LNpCHtOKw5HweFYDtqTfnvSJyRVpNehLBlzJFc9axJ2MSIlIqVhvVrq1fKtW2Kvmm0q+W823q4WO8q90i/1O6aBZPGzkus1Kv1bZb8v9VqmnlNrNUr9R3m/me63CnpLbU3LdRm6vnu9W8y0l3a1nurVsR8715Hy7klEqaaWWacu7LXm3UU4p5e1yq9B2mTy3Fxfvnl+4OT9/bfbc0sWFS1OTt6en7k1P3p0+fX/+3MO56VtTk7fnph5dnFman7g5d/rexal7c2duzp24ND12afLYvYWzs8eGHjwYfPVV+/Aj++Qz++KT8fkH3euPujfvjM8+cn98OjH/xjbz9tPSu7EX74yvPg3dfsTMLjAnjjMsRusFjZGntCRmFGgdww9x/CCnYVCcQAgMxvXcIElQAAhiCD6oG9LwWkgFkCi7dPvN4swj1QAEwtCwcfyYbliH4xqCYnFMS2J6mhAwapDhBQQfZHVvHj/0el2m+y/MizdF0b3uTZi/iRaHJ2QKBZbex559jNx/nXj58fXxizSIDbGcDqN1OG6gaS1FMAShZQktSQsopsMpAaEZmKAxmEQRI8npMUqDEwJGaSBai1CwWs1CCA0hLIjSqJpEVQwyQCNqBkIIEMRhGAUhGAApCGQRgoFIFkFZiOBBlEVgHoH5IxChUmMQTKMohyMMgvxGDqj4ARg9okaOAAQAUSqCgXEOxzUwLkCYFiOGCGEE1w5zxjHN6End0ZkT82FbIrNR3l7NpzfKqfVSZkPOb9VzW3J+S85s1Qpb9cL3Rn67nttWyulqebdR3FEKO43STqe42yilGsVUvZRqlnbbxVSjklEq6WZ5t1lONStppZqqFzONUrpRzdTlVKOSapZSSiXTTW/lnCG3Ley2BEVTyG0Le0xhlyXkdQQlS1C0RERTyGYNOm1hty3otUQkW8hrCXtMYZcz6nWs+GORdC64urOyntlR8jv1jfhWOLRazuxV081cqhiMhr6tOL+FXF/D4nJUWo6I9pjbHhWtEac1IjnCHmvEbYl4zRGXOSLaIqIYdjjDTlvYZQ+K1qhz5fOTnZd3vr9eijy8G35+L/H2WvLZDe/LJ57Xz6LPLq8+vhZ/dcf/53XHq5uOV/cc9g+WkMsadDmDkjnsNAfc1rBkCXksUcm9HhRXva6kx78W8KwFPesR/1rMkwz4V8PeZGjte6ZV2asUWrV8v17o10vdarFTK+w1Sv1maa9e2qsXDxrF/UZpv57vN4oHPfmwWd5vVA5apQOluNfI9xv5vXq+3Sr0GvlevdCr5rvVbK+W79bze3Jmr5pvV3OtaqZVT3ermXY51a5kOvmdipJv+j77Hly6+uj6hUcXzt+em7s8d+7q/Ln7c7P3Jiavnjp2aWbi1vnJO/Onrkyfuj137taFc3emZ26ePv1ocfb+4vzNyckbU6cvnh29NHX8xbuJt58HH380/PFN/+oT9+c79vkXzbNP2ldfqHvv5sZebR19Hbv3duLFF+rRiyEdxXAkN8TwozrNiKA5rtMOa9hhQRAoRkNRw6x2mNOjECgI2qsX71ycv0lhjEGvv3b+9uLM1f/6XXX1/GIl3U2Gm3rtWQyDL81dP3N8SiAYCkN1JK+lWQODG3ktC9OzJyYsyxa7xfrFZLLdf+u++9Iredel6NcvNpvoj5h80aX34UfvYk++hO+/jd2+d23mLgawo7yeRwkNSWtYhsdRDUVpSJqCEBbHaQimEZjDMR1FsyhJYzgJohyGCDiOgCACggSIUgigQzAcAAg1xMIYDaGoWk0DKA2TADiAAmpCjXAwhUMwCYKg6r8wSI2qAArBEEBFHsGIAQwdAHEAxCHoN/IISKoQTK1i1CimAjQQyMMYBeMUhmsQWk8wBlLQE5yeGxoVjg9rx88dv7ziXMtul3eThcx6Jb1ZLW7IuY1ybrua/64UtpTcdi2/3cxt14vfG6VdpZCql9K14k63vNus7DYKmWYp1SjtNqvpppxRyql2KdMq5RqldC+faZbTLTnbLGWb5UxDzjTldKucVqq5xvbGjiPoc0Qkc8RpDYn2kGQJu20htzXstobd9oBkjUjmiOQIeSxh0RKWzFGPLSLZoqItLDlDHv9qeOXdy+ij9+n1SuF7dXezuLWa3t1Ih8JRq9/5NSAuhxzLQYc1IjlCPnvQ5YiJtohkia5Yo5Il5jbHXNaoQ4y4rBGXNSqZw/ZvYZc16LJH3FbJ4ll6sPbno+0/768+vZ18cS3x7Lr36ytHQFwOuaz29+YP95Y/PLCYH5jMdxy2uy7XM3PIYQk5rUGnOSyZwy5L2GGNuO0RnzsZ8CR9/qTfs+aTNgO+1ZBnLehZDfnXwlIyuLK2Wi2324W9Rq5fLezXi71Gca9e7jTK/VbxsFnYa5Z6zfxBs9Rvlfut0oFS+NEpHrarB83SYbXQaeT3WsXDRrHfKnaUQk8p9Bq5Xj23J2cOqtl+I9tVcm0l15EzSiXXrGaUWqZZy7QqO9VmsSOaxDtzF5cWrtxenL918dzt8zP3Fqfuzs3enZy4M3Xm2tSppdnJC2eOXzg1eunU+I2ZySvnjl44Mfho7sztyVOLp45fnTkxfXxkccH42mT884P+z49Df342/vlFeP5J//id5tEH6uXnoRcf+evvFm+8vfbHB/bpZ+be00GdwJ8YGhzSckOcMKzRcQwxyLDjvDDIslqSHqIYHc3iKMbS7PzkzPmpCzhMsgy1OHHh3PgkrEJHR40r7uDnl1YUZiEYPn70xPGRsxxBCTihIxkDQxtpgcKQC/NToZB/Y3MjtBIwOz22B28cj54HfeFVKbb81eVy+yMfbIn770OPPsReLoev/bly+0HIGzpnXDQQPE9yNIzoadpIUFoUpzBcT3IGkuJJgoYgFsIGKVzAUYbEOZKhMYrGUC1M0RCqRQgDTmoRjAMxBsRoEGERhEAQCoZpGEEBNaICaAQnAAAD1VqMEBCSRAECBbEB6F83iwZgDUqSCIgA4G848DuhVlEDADYAcCBsQHBWjdAQxsEIj5IcQhpIzohzo5T+pDAyrhuaOD6/Yt/MbdTSq5XCZiW9Jee+y4XNSna79m8YtbStlHaqlZ1aeUcp79ZK6ZqcqVV2WsVUo5pRSplmKdWW041yul1Nt8vpRunfWck2qplmJdsq5xpytlHO1UqZVjnbKGaUWra9tp6wBUVHxGcLSvaw5AhJlpBojYrWoGQKS9aI2xzxmsOSI+CxhVzmsM8a8loiHnPEZYu4bBG3NShZQqIz4HIH/fZwwB0LOsNeS9DxJeQ0xSRrxLEcspvDblPUbY66XBGfGPI5Yl571Lsck0wJly0hmmOSNeJejrmtMa817LGEnF9DJnPMGVx+tvXk6uabe7HXl6JvLgU/PHGIVkvE8zVgMfsd1pD41We2Oh4FbTddlrvSl7veN4/sHqs9KFkDDkvEZYo47WGPNeoVQ15XYsWWCIirQWndv7IRlpJRRyLkSya9qzHXqt+bjOSzSkfebxa7rVKvVdprFfutcr9Z2W8U91ulQ6XUUyr7rdJhPX/YKh12Kr+68s9u9adSOqiV+s3yXrPcU0p7rUK/ke81i3u1wp6c69Zy/Xquo+T3arm+nO3ImU413a2l29V0s57pVrbrjULPs+xZWjh/89Lsnan5S9NnLy+evH1+9vHcwv2FqaXFuaUL03cWz92cnDx/8uT8ybGbZ07emju9cHrs/tzZewsT16ZPnJ8eOz91+vKloXffDK8+6l99455/Yx9/1L34pP9qH3/3bfD5G82zL/yrL+irL9wfn4QXn7j7T3gdI4xw/EnDoJ4VeI4a5jiBJIc0mjGN1sCwoxqtnmRJHMNhWE9xDI2TMIJCEIojCIQhAHLkyACJkQxKwioAVgNHjvxOY/QxWnOUF0Y57RAtGDntnTs3JZfT9PXL1+WPiVggHNuIPl/2vv0Si6wm/Wtfv4iS1x956wg9/hB4/iHxyha69iy09GQjHrO8WB6ihgY5fpDh9SSuoQiBxBkc1pIkD2MaCB8mOS3OsAjGoaiGIDQoxWI4i8A8jNEAQqoBDka0KIGCIAqCJKRiYJDHOAxSk7CKgkDsiBqHQEI1QANqDkQINUiqVQwMEgBIgigOggQwIMA4C8O4WvUbNaDCVCocQFEAogCEAygGgASQ0CCEgBAaTKPHNYO0MMzpRjnjiHZ08viCz7me36ymk6XcppJfrxc3lPxOs7hdK+3W8tu10m6juNvMp+qlVF1ONWqpZiWtlFOKnGqUM63ybreaaVezrWK6I+fr1WxbTrfr6XY51yxnGpVss5xty9m2nFcquVYt3ywXGrWcEk9GvkXtlpjLHpbsIbc57LZE/NaI1xr2WCJua9RjjnqtEY8tIlrCojnidkV8Ythri3hsEbc17LFH/M6I1xLzWaIee0SyRlymsNucdJljrm8B15eQ80vEYY66LRG3JSJaY5I55rNGvc6w2xb1mGOSLeayxNyOiGSOS9ao5Ii4rWGXNbJiDzs9n+/73t5yfblj+3zTanu9HHTZ4qIp4rCGRFvEaQ5bbEGHJWh3fnjlvfEocuNJ+OoTl/mbLSo6Vuz2iMsZlpwRyRrzWKI+dzLoSvrF5IpvLSKtRlyJkGs14F4LutaD0mbEl4hspwq96kGzfNAs7zcrPUXeV0oHjfK+UvlZKx22Kz9a8mGz3OvU+k35oCUf9Kr73fJhs3zQKvU7pX63tN8o7zWKB41yu1XstvN7zWKnUezUc71mttcodJRct5Zr13KdeqZdzbZr2XZhp9Eo9b1f3DcXz9++uPDg0sytudnbs7OPFxfuzkw/WJi9M3P2zuLkzbmJu+cmHs7PPD0/f//cxL35sw+mzt6aOP3H7NSjqZkHixP35sevnRu5/3Dsi/XEq4+Gl5+Mb236P61Dpya0CzeZ1xbm8Vv66UfN0kfu0Wvt62Xh6nX9IKM/atCOafVjnHBUEI7ptcM8a2CpIYY1UOwwxx7jDRSKUiSEQjCoBlicgtQQpALQI2oaxniGJlBcQ3FaguVwisQwnuSMvH5E4HUsr2f4R5dnoysuh/WzT3LaXR6nxeay+8KPvni/WtaCqyEx8vmL1ef1R1/aog/fRh+8Sb4y+a88Tbz7tOqLfg9E7l36g4KwIYEzMrSeJI0MS8IojxA6hBFAnIAgBkU5lGAJnCNQgUAYHBcohsFRGkRwFUhCMAvDDIoKGE2CAAmqWDVODMAEBLAYzKGkhiQoGIMBiMUQGoUIGMRVAIvgNIzhAyg8MACrjuAoTMLQbzgAUyo1OjCAqUASQDg1SoMoB4E6mNBi9CDOD+FaDSkYGYNBY9AaNGePT3vs27nvSmqjXNiqZ7/L+e/10la7mGqUdxrFbaWQrldSnWKqWUk3C6lOKdWopBuFTKeSaZbTHTndLmebcrZRybRr2W4115JzvWq2W861SrlmJd+u5VpKrlnLteRcu1JoVvItOdcJbSSt4YAjGv4acyyH/baozx5ecYT9tojXEvE4oj57zG2LOs1h0RJx22Nec9RjibrMUbc97rdF/LaY25rwWqM+a1JyrormmNsW85rDzq8R0RxyWQKSJeqxRdz2qMcWddojLlvM5Yx6HBGvPea0xt22qMsZddtjkiPqdEScy1HRFHbbwh5b2PHN8cxse2STXtj8ZmfUZYmKjpBkjrrsYckSlUxhlzVkMYdFc8jpefM2efXP6NXn/j/fWyNue1CyR332uMeWcDpiHnvc54h5pHjQnQw610PuzbB7PSStBaW14MpazL8RlZKh7+l8u/qjVfnZkn+0yvtKaV+p/GrLv3rVX+3qr3Z5v1392Sz1W5V+q/azVel3Kv1m+bBV2m+V/4/s6+WDRvlHs7TXKnYbhb164VAp9Br5PaXQq+U79WK7kevWsx0l11Vy7Wq2IaeanfKe+6vnztyVBxeuLJ1fvDc3d29hdmlu7ub83PnJM1cmzywtzvyxMHNzbuL+/NSj8/PXz5y8dW58aXHq5uTZO3Nnb8ycujczcWvu9OWZE2dGdXceDn82H3/58djdp/zICKH+zwD0H/X8Ze0Hm+bFF+7ZF+1rk/7xR25kiNby1KheMyRodRw3rtcc1WhohjFyvIFhNARpZIhRnjvG64wMb2A0PM5pOVrDUqPaYQMtDDHCEC8YOHZMEIwsMa7RHeV1gxynoSgjQ2toalijNbKsQKGnj4/MzUzevnP16fOHr1++8195GDB/3dnaTviTZqczGViLP7cFH70P3Hsbe/HVe+lh7NOnqBRdtYXCttCo9gQFIycZ/RjOD+PcKCHoEGGI4Id4LYMSWoziSYLEYAIFNSSlYxkKgwUcJ9Ugj9MURmAIyCIYCQAcjHE4xmE4DkMkCFO/IxgE0wjEIzisAggAElCSw3AYUMOqIzyI0gBMAiCtRjAQJEDwN3QAoI+A6BEVBWAchHAQxkM4B0IMhNAYasDoIYw1kvwgqxvRGsYHR+fGL0esW4Xd6u5GpbhdLWzWituV/Pdafrch7zZKu43SbqOy2yinm6VUK59ulnLNcrolZ5rlbFPOtJVcu5ruyLlWJdes5DvVfLua7dQynXquU893K4W2XGjVC0250JRz7Xq+LedaSmEvubVpifoc8ZAz7LVFvc6ozxpxW2MeR8jjjPjcMb8pIdpjLkvUa495nFHJHnGZ4y5LTLLHvfa41xFfMSckc9xtifksCZc56lmOuj9HRWfCZ466TRG3Neq1hSRzVDLFRGtMtMTdtqjXFpccUZcp5jZHPa6IbzkpmWOSPeYxR53LMaclJtpikjUmOiJOc8hljbicUZcY8TiikiPitoQlW0SyhZ3LUe9yzGOJOq1Rt+fdh9iNlyvvv1qibkvUY0/4bDHJEnfY415rwueM+5xxn3t1xbXm96yvuNcTnmRYXA1K61HPRlRaC2aypb3q393aj736X93aX73afq/6syf/7FQOO7WDpvyzVfqxV/27V/3RLf1ql3825H5HPuiVf7RKh43Kfqu83y4fdCs/OqXDTnmvWdxTir16qa8U95XCQS1/WCv2asV2I9dr5fZq+baS75d3m83Cvvube2nxxuOb1+5cmH9wcfbBxXM3Lpx7cuni04uLt2bP3Zo+c2tx8sHlmQcLi7emJ29Mn7ozN3Vjcvzu7OT9hXMPzp96ODv5YGbiysSJ+RPHTxt1QzpY0KIkhXI4fXpoeFSrRUH14iXq4Rvh/iv65m1qUA8ZaWHUMDiqHxzVGnUsPabVnNbrR7UaI8+Oa3RGmh5l+RFB0PHcMCccMxgHaWGQYccF7SgnDNEaPcVqCEKP02McL5D4GGcY4bVjg4YxdvAEqx1jeR3FDvLcmMDqYBr7HQCOqBAYIjFcTzHHjw1dvzi9dOfG8+fPfcvW4JN3q88/bL36knrv2LjyYlN0rkcTMVd4O7D+5elXPaYxUISGoHUEq6VoGocI8HeBwI0kq0MQAYMFjNDjBA9igwTJIwgGq0kQ+NfiohGMRVENCPMojqlABgY0BMqAEIeADA4zKEpBEKbGwN/VmApmYIxFcBaEKQjiAJiBYBpBWQglQfg3VKXiQExQwYwawtQwrgYoAOQhhEcIDcpqUdaA0waCPiYMDfNHR4UTk+PzfnGjtNMorFXyO7XCdqO8Uy/uNsq79WKqXkg3KzttebdTyjbKGaWcUeRcs5buyKm2nGkquU4t16tk29Vcq5bpybmenOsp+Xat0KnmO7Vcr5bvKPlevdir5ntysV3P9uRct1ps59KyKxJyxPxiLGCL+WzRgDUWsCW89oTHEZNscZ81HrDFVmwxyRqV7FG/O+q3xyRzQrTFvJaEz7zqsyZ8jrjfmQiY4j5z3GMLe0xR97eY2xT1WuIryzG3Je62xVyOiNse91kSXlvc54h5HHHJEffbYl5L3OOISq6YxxXz2KM+a3TFGvPa4z5L3OdI+MWoZI+63HGvK+5zJjz2pMcWl2wRtzXstsQlW9xrj3idSZ8lJrpEmyvicUREe9xmS0i2mM8e99qSXmci6IqHXKtBz1rQvbbiW1vxr4f8axF/IiatRnzrscBaMldQetUfnfKvoA2OkQAAIABJREFUg+rfe9Vfe/I/+9WfvfpfPfnvnvyrW/+nV/27U/3Rqf7oln805YNW5bBV+tUt/eiUD1uVH53yz3bpZ6t00Kr02+V+t9hvlbqN4mGj2G8XD+vFTqPcbeT7SmFPye81851GoS+nmu3Snvur69rCpfsXF+8uzj08f+X27OyduYX78wtPLi7cmT1zb3bi+uTp23OTf5yffnB+6t7i9NL56Tszkw+mzi3NnLs6eeLehbMP5849vTh/c2bq6tTEmZGRE5qh47rBo0b9uH5wTGsQaBoHERKGWQylIGyQ0o9p9AaGOWYwjugMBp4f5IRjjPaYoBs26Ia1mmFOa2Q1eoYx8PygoDVwlJ4kDTRj1AgGTtDj3BDLHWMFPUEaBM5IazUkN8QxQ6xGg9GjvH6I5ododojmhlluhNWeHhod4XUjjFZHcwxBkCjCowyqBjEAEmhiWKsZN+gXjo5ePzH58OjZN3/csX364rXY4isB22vTSX7IiJNjuEZP0yyNaUiSxwkWQ1kUp2GUgnEWJ1gMx2CYBCAOQVkIIVCYACEOwFkEIwGIR1ANhrEwRoEQgqlJFCYBFY0RPEIyKELgGAWhPEaQMERAIAGCBAjjIEJBwL9pShwEf8MAAAdATo1r1AQJqDHVEV6NamFChxAahKQQksEILcmM8cbjupEx7eC5E+c9jq1iqp7ZkIvfq9mdWvF7s7LbktNNOaVUUrVKRqlmunKmXU63yrl2Nd+Qs+1iplFO9+Vsv1bo1vM9Od+rZrtyrlsqdKr5XqXQqef2qvl9udCvF/aUwp5S2JMLvVqhV8/ty/mOUujubGfEaMCS9DmTfjGxIsZDrljQEfPYoh5L3G+JeyxxyRn32+IeS1yyxP3WeNAVCzgSPnsi4Ex6HHGXe9VvTwZNUa8pJlliojkmLUc9X+JOa0wyJ/2WuNseF61xtzMu2eNea9LvjHttSZc1IXpiPmvC54h5PXGvPe61xbz2iM8R9TtiXmtCsibd9rjHGfc54h57wuOOe90xjzMmWWMuMeRxRyRXzOeKeZ0xyR32uuIeR3TFHvNZEpIj6nPEPY6Ez5EIuONBV3JFWgu51//VsN+7FvVtRFfW48H1qG8zHtjYrJf32/Wf3fqvXuPXQfVXX/7RVf7ab/7drf+9V/+rUztsy79alV8d+WdH/qtTPezJB83yr1b1V08+6Mo/mqUfzcpBq3zYLh62ygdN+UApHdTL/UZ5v1Potoq9ZqmnFPbqxX4r32/lO81is5JT2pUD8Yvz/vlrdy9cub8wf2dh9u752dtTszcmZ27NTF+Zmbw/N3V7bur67Jl7c2ceXj736NLsg/Nnn12ZvX9+4u78uauzJ+5cOPvi0vTSwrlbs6dunT01e3TslHHomMZw0jh8TG84qjeManTjWs0gy2g4bpjntAym46lBntYz7JhON8pqxzRGI8MeFTTHNPpBntUxzIhWOCYYxvWaMUFzVCuMcnodzh3VGkY1WiOv0VH0UV53lNHqWXZU0J1i9aM8b2BYPUUbGHKYY4YYViCoYc7AE8wQzYxx2lFON8xxIyw/xuuO6rQndfpRQWOkOR6lYQBUqweOqH7HQIgA1DQJsTghEISAM1qUJBFES2JjLGPAaA2M8zDCELhAYAKGUWqIw0ANReIwzKPIv+0cJAqhAMDAGI1h8MAABQAcCmtxUkAwFAAZFCdBFIcBBocoGBJwVMAQGgZpDKcRjIBACkNpGKYQhIBAHAFIUP0brQZYtZpQwxoA04KYHqRYCGFhgoMxDYbrcUJLElqSHuP0Y7rhUePw9NGFFcdmOV3PbBVL32ulrXppVymnlWqqUUu15FS7nGnJ2XY105HTnWqmW8m1KrluNd+uZLvVfLea7zSynXq+Jxf7crFbLTTkYrda3GsW+/XCXj3fbxT71VK/Xuw08r1Gfl8p9urFvlzcb5T2Urt5XzImJkK2mNeedDuiPnvM70z47IkVR9xnjUtiwm9LeCwJjyXuscVXrGsr5jWPdd3liHlcCb97ze+Ie6wxlzUmmRKiOeq2xiRLwmWKe+wJtzXqscZ9trjPEfM5kj5HPGBLeu1Jty3usa267QnJlvCbkl5nzGOLS9a4z55wiwmPJea1JFYcyaCUiIjJoGvVJ655nHGPM+4VEy5XzGOKS86E5I77HBHJHvE6Yyv2qNsZc0txnxjzOqIeR1xyxkRnwuNY94iJsLQadK+H/Rvx0Pqqfz0hbsR9m1HPamgzVdir/ejVf+43/tlTfvWUv/aaf/cb/xw2//uw+T/d2l+96o+u/He79levftiu/mjLPzvVn+3qXx35773yj3al36n229X9RvWvdvlXq/yzWdnvyj86lR+t4mGr2K+Wus3SfrvYbxb69WJfKfaahZ6canXkQ+dH+/2Fy/cuXXl4cf7+4uytydkHcwsPFucfXZh+eHn+wczis4uX75+feXh++un5uYcXZ+8vnrs3PXlt+sztmVN/Xli4eW7yztyZqzPjM8eHJ4aN45qhMd3gSb3ujGb4uM54cnD4xJDhhGFwRNDrGc2woBlmmWGeOWrQD+k1gwI7pOH0HGfgNcM8O0QzI5yewQgDzwssbeTY01rjIEmOMMIgp+MJXM+xw4JmmBEEmhkWtGOawWFGO0Jphjn9EKcd1xqPsbpx3mCkuXFBO8YIGooYZAQ9q9FzzKhWN0hrhlmdjmO0FGOgGCPBGkjewAvDLD/O6Y2UIJDkIE+zGM4ikJEgBJxmMBpQHeEI2IBxPEayIMSCCE/gJIRRMEJCCAfiGoIkEIQnCAPFsABEgWoUHNBiiIZEOQzSYzSughgIOkqxFIQgoIpEYBpGWQgWSIJHYB0GaXECA0EGgUkExQGIAlEEhHgURwDVb6Qa5NQQA8HUAEKpMT3BChCuh2kBJVmMNOCsDuM4khnlDSPC6Ijh2JnxC0HXWmW3kd6q5tN1+XurvNOopJqVTEPO1GvZdjnVK2U6Sq5Vz3WquW41260VevVCt57vVAudaqEn57tKfl8p9RqlvUahXy/36sX9emlfKXWVYqde2q+X95RSt1FqN0o9pbhXK3frpX690G+W+rViO5uWN79nEpubgbWkJx52xIP2eFCM+hwR0Rr3iXGfM+FzrHptSY856bcnvc6kzxUPOtZC5qTHlJBMCfFbwmmOuW1RrznptcX95qjXknSb10R33CPFfY6Ex5VcEWNeV9zjSHrtSckR95gTkjMuWVa9YsLtSHqtSZ8Y87oTQUfcb12V7KsBaT0kra+4V/2etYBrbcWZXHEkvGJCciUlZ8InxgLOmN8e9bkTHlvcbY17xLjPHvc6kyuuRMCT8DnXPd7VsJQIetciwfVYYGPVtxbzrIaltag3EV1d31bKh3vVf3q1v/r1/91X/ueg8U9f+e/D2v8eKv/br/3qVX+2ar+61b/71V8d+We3dtCr/mjXDnu1w5580KkctiqHrcpPpfKrUfm7Xf7Vlfe78kG7ctit/OyW99ulw1Z5v1XuN8v7nXK/Wdxr5vca+b6S6fSqh7Yv7tvnL16/sHB5fvrm3MyV+dmHixcfzy0uXZx+cnn+0cL88/OLd2fPLi1MLc3PPLgwuXRx9vb81B8Xp59dnn8wd+bW1Nmbk2duzZy7cvrMxMixk8bRU8bR49rBE5qhMU53zKidGBye1I+eHDKeNY4e1xqGeN2YRj/MC+PDQ3oNa2TIcY1uVKM1csxRwTiuGxrEuVHB+OjUecu5m85TV16evnJmdPIYq9PT3DCvGdVoTmj0YxqdliaOcoPjrGFM0I3w+qOczkjxY6xWT9MGhhnkuSFWYHFMwzJGkh+lNcc02kGK4TBCQ+JajhzR8SMMN8zqBIQcokgdzfIUxRCQQJODgqAlSBbHNCSlI2gWQngME0jKwLAMTXAYrSVZGsGNBMMhOAKptQSJAyiBwIMkx0IYh8E0BHEQhKp/h478TsIwC6MsinAYxIIwqAYINYwegVHVAAlB/1ZYcgAGq1QkDNMwgqhUKAxAKjV2BETVyG+cCqVUAA0RDIgxAKKFGQ1EGRBSg2IcgrEoacQ4I0WNMJqj3OiYbnzq2KLPsVHOKPnvlXK6Xt5pVHYbcqZZyjSqmXYt067lOrVct5Zv17Ktar5VzfeahXat2KkXe0qx2yj0lGJfKXWUYl8pdBulbrPcVUrdRnG/Xey3Cv1msdco7TfK+43iXqPcV0o9pbjfKB42Kv1aqV2tdJqV/VZlTym15HyzmG+k0+XdneLG93Rofd2zFnLEPGLSa1l1ORIrrnjQmfQ6Vv329RVxdcUW9dniXltMssYlU8xnTkimVb854XPEve6EX0x4xbhPTAbEVb8t6XUk/GLU60iuOBIBe9xvS/pdCZ+Y9DqTPnfcb0+sWFZXnKt+ac0vbvpdm37nps+9ERRXg97VkCvhEeNea8LjivukuNe2JjkTHjHhsSV89oTPHgs4kn5LwmdLBF1rQVsiYE8EHQmvK+FzJVZcSb87GXQlQ+5EwLMWDmxubOzmmpUfXfl/+tX/Pmz8PGj+2m/8vd/8e7/534eNv/eVf3ryP73KX/3qf/eU/+nW/tmr/dWt/9WV/2lXf/XkH+3afrvab9T2m7W/WpUfvcpht/yjJR80qwct+bBd/tEo/2iVD3rlw2Zhv17ab5X3leJBI99vFXvVrNKt7ts/2q7PLN69eOHG7Mytxfl7c3NPFs4vzc1dmZ64c37q4YX5++fn752fvT47eW9+6uWF8/cXJu/PT986N/Fobm5pYe7ezPzjy/OPL5x7dmHu8YW5xeNHF4ZOnDWMnRkcPm0cPKk1nh0c1em0gwJ31jg2rtWNazRHtUNDvH5U0I9pjEMa7bhmeEjQHtUJ4zrdmFZ7bHgoEPy+tfAxfeZOcvhq+sHn1UThjGbylF5/Ujcyxg6O8YbT2rFRQT/EcqMcP6IVjmoMepYd1ugGCdZIEnoa50lUS5Msjmkpcohhj/H6E7x2XKc1CtyoVjPG6YcojZFjjCytwbAxjjOw7DCjHWS1BpobJhgBISgIJiCAhFEdSugRVkfyPI7TMCAQmI7gBIwiAIDFYQNLcCDEkyhFIDQCcyQqUJiGpHEYZyFUgEEGRxkY0WMUj2BGnBIIQiBIDsVIAAaO/I6q1KwK0yG4HiNZDNYQCI2gHEwJAAoP/E5j2G+4CiFVIAdgAgCzoEoD4TSI8TCqgREtRnEoOURqRmhhjDcc5UaO645OjS0GbJvVdKvwvVbebZXSzVqqKWdbpWxLTnequbacbcvZbjXXrWe6tXy7mu9Viz2l0K3m92rF/Vqx3y72a+VWvdxrFHtKudMo9zrlvlI6aJT6zfJBvdxXyn2l3G+Ueo1KXykf1kv7jcp+o3JQr+w3yvu1cqda3quXeo3SXr20p5Q79VK7XthTKvu7qbQt7nGuhp0Jrz3hN6/7HYkVMbni2PRYkl5zwr+ccNnikjXu/ra2srzmsyS9YjwqJkNiPOBMBK0JnyPpEZM+dzxkXfVa172eeNCe8IvJoGPVb131iUmPO+l3J/3OjYC44Xeth6XNqLQRdq8GnckVdzLoXl1xr3rcMa971edaXXEmfe5EQEyuOBM+Me6zJvzWhM+Z8DmTgf+fpvdaa2Nbs4bXHfwHvbcBhcqlUhYZ52yTwTjbYDDYxjmBI0E5S4CyyCZJqqhQVcoBWLv7eb7L+g9W9/l7OuY70pzTsua0BDzW4Io3Gghv7KxtbAU2N0PruxubB9u7id2d5P4fNnWYpVOFLFvmmbJA1wvscZ6t8kytwNVF9kRgT0TuNEs3csyxwBwXmEaRawh0TSDrWaqaJRvZVC1LVoVUjU9W0mQ5S5bzZIFPFtlUMZssZskCQ5a4VDWdzHPJbDopsIl89rDEHZXohMgdCdlDkdrN8GRhaX753q3+N/fHpgaGxwcGxm/1T/T1Tg/1T48MzowMTY30Peu/+fzWtWc3rz7ovfJidOjpaN+9W1dHrl8au33pwZWLLwYHXw+NTA31PxvomxwauN3dc0HV1qNu1+OqDkJ7Tt1xUdt2uaO9S2+43tVz0WA4p20/Z2jV6/AuneasXqPXKbr1qvO69jZCrSEQjVLxoeNqYmEl8CO+0jEVvvJ83RjhklXbr3CbqvO8vu2ssqNTaehQqs5rDe1KtR5D2lUqg0ppQPHzap0OwxQArMNxAwp3KtSthJoAYYNCocThbkLZpVTrCKJdibUT6k5Mo4dQA0YQAIzIZVoY08C4AcbaEYUaQ/UKXIkiKgzWYDAOADgAKAAQAgGw+YwWhDEZRMCAQi4HJS1KGMakElwOKmFAAYEECGghSAsgOhjTwrAWQVUoBEibIGmLSgYoJC0qUKoEAQ2IaCAEkUphQKIGIVjWAjWdweQyTArAZ+QqANIhMNYiU8LAX8C/zsDNMrDljKJZppLAuBzBZHK9FNXKERWAtYJqDagmUKVOpe7SdZ81tF3pumlfiKR22MP1FLXDpTa5xA6T2M2Qu+nEPp3c48k9PnnI0fsZ6iBLH/HMoZA6ENg9kdkXUocC+791Ap5NCGxK5BIie5RjEwJ7VOASIk2KTDLPJvNsSqBSAp0ssckimyiwpJghBS5ZZBKFdCrHJXk2meWSPJ0QqGQ2dZRNHQpsIh/bXDetuSxB32LIuRh2GEMOY9BuCrtMEe/voG0xZF0MWJfXHL/WXAsh19KaeznoNAbt5qBzIWS3BN3miMMUtpnCblPEYwo6zCGnJeQ0Bx3mkNMcdJhCbnPYY4l4TTGvOeqyRh2WiN8YWbVEfZaIxxp0mdaczqDHvOYwrTktIbcl5DWFnaawwxRy2EJeU9BlCrqWA05TwG4OuG1BjynoWtmIZyiRpwo8VRGocpYqCXSxwFRzTE1gagWqylONLF0XuZNy7rSUbojMscDVC2xD5OqFzHGebZTSjQLX4Om6SB3zVDXHlHimIlBVkaoKdP1/ZTD5jyqucKlSOlXOpkqZRDmdqmRSpVyymEvl04kCnyxnEoVMIp9L5NMHRfaowCV5ei+dI/M/5xYeD49M3x+cGOqdHh55PHh7aujWq5G+qf7e53eGpob6n/fdeNx74/lI34ObFyYGbz4dvDU9fHui9/r40NCvT98cRrt7yeYye6xfze7p7z8HJ789ePVy+MFk372pm2NjF/tud125bOjuwAznlLorSkM7hOswVE9gnXplm0HTrTZ0q9UXtG2tuEaFEde7O4K3H62cG0nupXdD3GE8c7jNhzyRvU36bv+rTkx9XqNrw5XnlLoujV6FokoYVsPyTjVqUBNKBNYgiAbBe5R6LUK0KbR6DEdkIIrIW3GsFVMoUVCDYO0I0YUqOxRKDQR3KAgchnEA0CK4CkIhSYsOw/SYUoXCCCjFYLSNIJRyBIPkOgwzgCgBAgpQhkpbUGkTJG0hQEgLoXpYRchQyb//rUBADYhqMASSyFA5QEgBXAaCsiZM1gy2NCsBWCmF4WYAaGpG/t2kgQEtQaBSUC5tBiQtiLQFbJGiErm86b9AeQuGggoAhCXyv9CmM2iTTNEEqlpkyhZQIcFxGUK0ACo5pJLDOjmqksNKCNKp1V2arm5tx+XufsfvLXIvfbSRTOxwye1M4g+b3GPoPxl6L0fu86k/OfIoQ+3n6D8CfZRhjnLsoUgeFtjDHHnEU0d59khkDgvsUZFLCkxSYI8KbKrAJPJMsphNCVxSZFLldLLIpfLpRDmTKgiJIpcocMlCOpVnU3w6JbKJIpcoMkmRS+XSSZFLCHRCSB0x7ojbEnBYAo6loG057FiO2I1hx2LMvhhyLoScSwH77zXL75BtIWJZDtqMIbsp4FwKORfDdnPQbYm4LWHXQsi5EHEuRuzGsN0UdFqC9qWweyniXQ47TSHHcsS5FHWbYyvLMddS1Lkc8ZjDfnPEY4y4LWGXNegyB+3GkMcY9BiDLlPIYQ05jUGXMeyyhNzmoNsa8JgCXlPAZQw7jWHvcsjliYUzCZFPCmIqn0sV0lSBo8QsWeLpfIYqZKgyz5RFpl7MNASmmv1n/bKVItsQueNipl5g6yJZz3PHAlsT6WqOrgpsjWdrAn0skBWBqYhUI01WOaqSJes8Wfo/j7qYIUtMqpxOVbKpQjpV5hLldKKQSZa5ZCl7VMocFTOJYvagwP7hs8nyz4/m+8MDz++OTA4Ojt/ufTrUOzHW+3Dg1vitoamxoenR/g+jQzPDgy/v9j8euP54sHe8t+/V2MjD25ce3u6L+YNBb9DvWQmvrseW/fvfnXuzPxK/zOSnpYNvyztffkU+fFt6Ou3++tP9w7j4eu7T5PPn9yfv9t4Zuzpwof1sh6KtQ6slCEKv0vZoWzU4Mdl5I9o5Gnn6/mAns7tBH27yZsvC7Nx9k+392+lZLaTqUOo1qFKDohoEaCOUPVqDAcNbFUSnUq1B8TaVQoMhBkKlUxA6AtPhqB5RqmFUhaEqHFNB0Hmtql2BGjDCgCpwUKbHMR2CalC0lcD1KKYGMR2GayFEAYI6DFLIJCoAVklBQgYoIKhNjrahChVGKEAIl8OoXI7I5ZgUgpskGAzIz5xBWlp0GI5DACoHtLACl4M4DBNyUN5yBpOBuAQkQEwjx9UySAnCqFSOSloMGIZI5IRETkByWNqihiEClmMABCOIFkMkTf/1F3RGAvzrjKpJrmySES0yXQsAN0mBFgkmAXCpXAFCGIKoYbRbpevRdJ3Td13p6DP/jiX2M/tb1NFONrWbpv5kU3s5cp8lDzLMvsAc8uQBTx6J3CHPHuaYwyJ9UGQSPJXkmWSePcwzCZFJlJlEJZ0Q06kCSxbSqXw2UcikClyqlEmU0slSOllMkwU2VeTIfJrKM6k8mygzySKXLLCpIpvKp1MFNiUwJM+ksuyRwCXF+O7GUtBhiriNQediwGUM+cxBjzHsXI7Yl0KO32HbYsD6I2D+GXVYA25L0GMJOZdDdlPYZQl5/xmzhj3WsNscdtlCblvQZY94jBHbYsS+GHUuhZzmoMsS9i2HnUtRhyXstgYc1rDXGHaaQy5T0L0YdBjDbmvU5Qj7jWtuS9hrD/msIac5ZDeHXMawwxHwGEOu5ZDTEvCZQ57lkMMe8tlDnr39hEgWs6lilspn6SJHljJUWaCqOaosMo0sXUuzNZFpCEwty9Z4pi6wNZGpisyJwNYEuiEwNZFt8MwJT9dzTI2nazm2ytM1gWoIdIWjGjm6JlD1HFUTqVKOrGVS1VyqyKdKAlnJkKU0WcwmStlEJZeoZJOV9FE5nahkkvlsopA5zFMHmUyy/Ovj74m+4Rd3703eG348eGtiZPDpyM2Ht288G+h/dWfwxeDNmeEbz25dnx7sfz42+Gxk4Mng9ZnB3ke3r9/tu73q9K+5vWH3WsCzHl1yxr+Y1me/bX9e2Hj7ff3dz83X36JvvjjGJ+MW02F042AtsrviPArHdgOr8dDq0LUhNazo0qvPadsu67qutp7XKjXm53P7c6GDOJvaF1M7fDxEfvkxs2z6uGB8d39sWAsR59raujWGdrWqVa09q9Nf0Ki7CE2rUqtX4q0Y0alUdivVPZi6XaHsVOm7VGodjrcp1HqY0CrQDpWuValsV2naCFWHRtlNaLoIVY9a24WpdSimgeE2jFCAUCum0cJ4h0KhAWEtiipBQI2gBoRQg5AWhTGZTKdQamEUlUlwSKaAALilhYBAAoJkTf/CAUgBAJCkiQBBpRxUQZgShsGWf2NyGSGV43IpIgflLS04ACISCdIiQWVNQPO/cQiAAACVyTQABLWc0YAwBsh0IIzJpX+BTc1wU4uyRQo1ScAWuUIKYzJQ24JopJACkOkAQgdibbC6U9nVruq40H7hRs9t51KQOsgktkjqTyb5J5Pay1J7WWpPSO0L9H6OPszRhzx3WKQPReooxyZE+lBgkzyX5NNHBS5RJBN5NpHPpEpsssCl8rlUiUkWuVQ+kypmUpUMlc+kxFyqmCZLWTKfSxWyKTFDFdJkiU2V0mSRSxbSyRJHFphkgUsVGbLAJYtUgnVG3YshhznsNQdd5pDbFHJaQh5zxLMU8vwOuZdC9h9B87eQeSloWwzaloLOpaDzd8RhDLjMQc9yxGOMes0RjyXiM4adppDLFHKYIh5T1GsJ2U0RjzXis0TcxojXGHGbw57FiH0pbDWG3IsRpynssaw5jUH7UsRhjfpsIfdy2GmKuC1hnyXoNoVslpDdFHKaQq7liHsp7LQFPJagxxL02cMrloh3dTOeIYVsspClKjmqmKEKebKSY8tpus6zVYGriXRDZBt5tpFn6nnmlGcbItsQuIrA1kWmXkxX89xxnmsI7LHAnOSZBk9X00w1QzdEqpGhKzxVF6hGjqyKZE0kazmylqPKQrKcS5Z5spwhy5lkJZusZJOldKLMJqvpVDGbLGSSxVyqyB5mBYr/9X7u7u3+F2P3JkcGnoz0vbp7d3pk6Gn/9Yc3roz3XZ8YvPFs5Paj21emhvpeDg086b/2+Pbt5wMDT/tuzNwbC3sDQU8g6l6NuNY2luxbX4w7bxZ2vxq3PyzufPq98+l77P03z+TrgMm4tboa9XvXHaZNrz3icYRdvr5z/TpMfVbfdUnTcbm155ymu//Cpb2dVJIsbccPFo1zdsf33Whq2bw4Oze0YJ+deTqrkWvbsA69Sm1QaQ1qTYdG16PUt6u1rbiyU6lqVaq7lOoOQtmj0p1Va3SYUoNhBkLZqdBdUref06p7VFgbgmoxXAWjGhTWwApEJtdjig6lpkuh68QVKlhOALI2Qq2EQSUCqXAFgSGoRKYEQS0K60BYBcqVEKhGAC0gI6QyHIBUclglAzWQAgMwWCYjAKkegXGpVAnLFS0gJpMj0hZMLlOAMCqVYBBEIIi05b/AFgkuAxSATCGFwOZmXC7VogguBZQyUHamqaX5DCqTwM1NsFTyF9bUjJ2REi0QKpGCTVKsGYalINQiw+RStQwxgAo1Cndgqk5Va4+y+6Lh4pVTaPSxAAAgAElEQVSOW77fYeYwfbhFpvZ58g9H73P0fobaz9EHOSqRJQ8F5rBIJwrUYZ45LLCHRfpQZI9K3EGBShQZqsSkBDZZSqcqXKKSTpa5ZJVLVTgyz6dKQqqUSZbTqWKWLKfJMkcWuVQpkyplyVKGLLNkmaWKaaqYJossVeBIMZMqcAkhQwqhnZg57LJFPKaQ2xj2LEVdi2G7OWJbirp+BK2/QrbloPNnwP4jYDcGTaagwxRwGQP/AN5lCrutIbct7DNF3Zaw3xjxmMIue8TlCLqWIw5byG8LeS1RrzXstkR81ojXEnIvhNzGqN0SslmCLkvEuRzyLIddtqDDGrQthx3miNccdlnDbmvIbQ78cxy4jGGnPeg3B1ymsNMc9hhDHkfE542vWCLu/f0UTxUyyWKBqubIikgeC6lqlq4I6brIHOfpRp75x3BuCOxxnqsV0o08d1xk6zm2zrMnInuaYxu5f5wtppFjj7PUMU/WC3RDpGo8VcvS1Qxd5ck6T9YEqsqTNZ6s8GSVJys8VeLJSo4sZclKOlllqXyWLHCpQjqVzySF7IGQIwvzb+bHR+9O3b033jfwYODmk/6rM0N90yN9T/tuTI0OPBrsfdR/fWaw7/WdgamRgefD/feuXH5w++qz4f7xoYGoZ3XNEwr7g1FHeGvJsfXh9/a7n9tzxu33Pzc//9r8+Gtzbskz/XbdYj0IhLe8K5t+2+7q6rrfH3S5r3ZcPqtsu6Y7e17deqm1u1tleP5gkjtq7ES4heW578ZX878m3d6fiR1+ZSW8Gz/4E037LNGwO/H8ypOrqOqcobNTYejBOs6p9G041qPQdakNl3RtPRpNh1LRqlTpYbwDU+hxhV4Bn1Np9ChhUCqGL12d7L39aXT424NHb0bvTA0/Guy4qUG0alTRo9KeVWraCEWHWmFAUR2KtxOKNkyBgBDSAqIAqMNQHGg2IIpWCNUiqEoOA01ncESuxWBYLlNCINj8b0IGtmNEG0oYYAJtAdUASoAIIpWoQEgth9QIrEMBLYBgEhksaVaiMi2KqAFQ0SzDpCAKQRoY0UEQDAAIJIekzS1N/99faLMElzTjUjkulaLSFg0AaSSg4gyokMgVMlgrRQ1yzAApOlBNp6atw9B5qW3I9itO7mcPNinyIJPazVD7DPNHoPd58oinEiKbKLBHIpXMMymRSeS5RJlNFLJHxXSyTCXKFFlkySJHFjOpIpvM58hiJlXJkP+0DgrZVCWXrGRS5QxdyFGFDFXKkvU0VeaoEk9WsmQxQ5VzqWqGrHCpYi5VSCcLObKY2E/aox5z1G+O+E0h30LM8SvqMYW8lojHGHIsrdmWg46lkGMhYF0M2RfCjsWg3Rh0WYJec9i9HHMtxtzmiM8a9pmjPnvIZ4o4LDGvNewzRTzWkH0p6lmO+C1hnzXssYXdlojXGHUawy5TyL4U/j+JG/bYQ25zyOMIu2xRvzPmckRc5ojLGHYaQ3ZT0GIJOo1BlyXksgTdlrDLHvFYw15bxO+M+lyxVX88QpGCQJZyZClH1XiqWmQqObYosvU8dyyy1TzXyDP1QrqW5xo5rsFnaoX0cZ6r59mGyByL7HGBqYnM3zn2WGBqefpUpBsCXeXpukDXM0xNoKt56lQgj3NUKUdXRbKWo6o5up5LVXJUTSArfKoukCWeLGbJkpAqC6li9p8kL5HlqfzC2/knvaPPBoef3xsaH+kb7++f7BuaHe19e6dvaqR/ZrT/wc2LU3duzgz3Twz1vn44MHbz6oMblx/0XhsfHo55gj63J+4PRR1rWwv2jQ+Lu+9+/pk37n74sfP+187Xnxvvv62Nv4/YFnZXQ3GPfctv3QwEYn6/zei6oO8+rzdcae28rOu80tnZhhLv37+IxKMHu9yicWl+8cX8wozHY0lsZcnt3J9wxjT24ffFvi3nSuBn9JtmYEhzvlOtuarSd+Cqi7rWK9qOboXBgBMdSmUHodGjRIdS1Yrh5/St7Wr1WaX2zq1Ltg9vYu/eRz6+3Jr/uP1rbsf4e3/ZtP7LNH/36RV9TzuhO68y6FCFDiMuaDvaMaUagXQqHIJkcpmEAOUKmRSRy1UyQAPCChBUIAgkadGgiBoCCJlch6N6OaYFUAKCdBBiQGCFXK5FFXoMV8gBNYYoIRBD5UpYqoZBLYL88+WKCgR1MIpKAEIq10CQFlJoIVQL4zoc0yGYSob8BbVIFFIAlUjlkjOaZpBoQRCpXCWRG+RAKwAbQIUGQPQw0abU6tS6rraeWxf7HQtx7kA42qHovRy1zycPM/QeTx4IqSOBOSgyByXmSOASBfaoQh8WmUQ+TebZZD6dLKZTBSYppFOldCqfofJZMp8mS7lUJZOsZKgyR5YyVIWnyjxVFqlihi6myQqfquaoEktX0mQ1R5Z4qpRJlniykKWLWVrgU0Ka5Fc3I7aIxxJx/YraLSGfKeReDtstQddC2LUY9C2GXD9Dpm9h28+A1R5ymELu5bDLFHQtR3yWqMsS9i1FVkwRvyOyYoq4HGGvK+yzRz2miNcU/Qe3vqW4xxbx2CNOe9jliLqsEY8p7DOFXUsRuzniNEecxrDLHPGY4z5zxGsP+WwRryu8Yg16jSGPOeSyBGymgHM57FoM2cxhpy3kcIS8tojfHPVbYnZnfNUZ9sV2/2TZUpYu81QlRzVEpiIydZEt5rlqkT0VubrInohMI5uuC9xJgT0VuWOeO+YzdZFtiNRJnq0V2XqePeaZOs80RLaRo+tZqpqnTkTqRKSPRbKWp+oCUxXJap6s8lQ9S9WyVC1L1nmyzlOVPFXmU9VMqs4nS9mkkEsV08kidyhkkoXFz78e9w5ODg+/unf3+cDQRH/fxNDA7P2br++NPOq9+nTg2vTorYd9154M9D3ru/Vk8Nbk2NDLsaH+c10TQ/2bgajX6Y+vhmJW3/Yv28570+7X39vfl7Y+/dz6uLD79Ufk7bfAi0+bXtNWcC3uNW57jdsrgU1/YPG3sQ1vvdjaer2n+6K+9YKuS0/gH75MfV54ZvUu7mwyy6ZFt8uYOOBTCZE6Kjlf2M3QeR96eeHc9b3N5E6AjjkPLrX1dyvU53RtXSpNl0bTodH2qDVn1cqLSuKCSt2pUXUpVAaEuNpzdmlmZnP5e2z+U+j10/DX12uzL1Y/vwv/+BX78SM6N7/78UPg2/zw+T49iPco9XqE0ODoPz6wDiUMMKbDFRgsxSGpCoYNME4AcrUUasNwoKUJlslg6RlEIlMAkA5GOzCNFiYQKaDBcRyREqAUlYNaTKFBcS0CtqO4To5p5JgKghUQJJU0KyEIh6SgTKaQywFZCw6gajlCyGQGCGlFYVzW8hf8rxbsjAxqlhLNkLIJwCQSnRwxyDG9HG2TKzQQSMBQO6Q+r+ro1vRcabs8eGHQsRxNH2WPthlmXyT3+NRBjjrKUYc56ijPHOXZA5FJiGxKYJN5JlnIkIV0SswkSplkIUOW2H8YcqLAkkWOKnOpcpYqZ1PlNFnOpspZ6n8bRQJdyVEVnqpkqbJAlQSqlGGELFPOUBUuVUinyjmqwpKFHF3Y3Nm0RfyOWMAS9lqiHmPYsxDxG8M+U8RjDHsXA/alVfvSqu3nmmU54FgMWBaCDnPQvxTzLcdWTBGfLbpqjfjtEb8t5rVGvdaw2xldMcY8lojPFvFaIh5rzG+JOu1hpyXqMsad1rjTGnXao357eM0U95jjTmt4xRT2maMuS9hhDLlMAYdlzWMOui1rdsua07LmMIccSxGXMeKyhnzWkMcW9prCHlPYYwv77SGfNeb2ra95Y4GjRDpPNXJ0Q2ArObaSZxsC0xDYhsgcZ5lanq0K7EmOPckzJ0X2OM/UC8wpzx6LzN8l6j8i2xCYRp5p5NljkWoU6b9F+pin63mqLlInOaouslWBOhbpSp6sCVSDp2s5ss6T9XyqJpClXKoskpUcWUkn67lULUOWMmQ+lxLYI5GjSgsff04O35m8P/JyrG98sO/J4M3nd/sfDvY/Gxx4NtL3fHDo5eDAzNjAy9Hh12N97x6MvX147+XD0Vvn2x4O9/0JbfjtK6G10Irbs7Ns33u7vP9p6c+c6c8X0/bHb/vzS/6Xn9xvPxys+Q980Q2vZXfFuuv3ba2Ffn751aPqPKfVn9XpL7R2dWnaDK3YvHl6wfrp28KLw10qsZtPHNTWvfv28U+73nhwYX2Z6LXBl913ZvY36d04t7XL3ewb08LKK63dnYRWiaIaheKy3tCpUhoIop1Qn9O0tWHakUsXA69fbX/5EJydCbx+Fvv6MTQzGXs3Hf/xI/L9+/rScmTuu/f55NrH6dj3X/fOXm1DiHMqvQEjWmGFUgqrAEQLoloUwRFIJm3CARkOwIgc0EIIIQWRZqlCDmoBRCGTQ5IWQNKEw7AChTFYgsvkkFSGyGUKGFTJ5UoAJmBIiwE6DFFBEAaCCrmcAOQqRK6FQRUMKxFIBSC4BFBIWmCZBDhzBpI0NTc1/4VI/q1oOgO3nMFbJHCThJBKVC0A2gzr5LgagBBQpoRhLUy04+pzmrOXO65c6O61L26xCTG1k6YPsvSeQB3w9IFAHRWYpEgn89xRIX2UZ5LFNJVnU0UuVcklS1yylE6V0slC+p9MkipyVClDlf8PpdUMWc+QlSxVyZHVHFkV6IrAVgS6xDPlHF3PkqUsVRbpaoYpZ+lKhipnqGKOqqSOGHvcb4n5HDG/I+61xX3muMcWXzGGXb/X7L/81oWoYyniWgzYFgKmHz6jKeR1RAO+WGTRbVx0Ga0hrynstUbd1pjbFHc7Ij57bNUR81pjK7ao2xx1WeMeW9RnivmWox5TzG2NuG1RvznssUR9xnW/OeqzRH228Iot5rEG3MsrTuOa3RJ0L4Ycxoh7KWxfjriMEedS2G4JucxBlyXssQU9prBrOeIwRX22qM8S8VmjPvfGmm89FNzazDFlgW6I6UaerYp0lWfqItfIpRsCcyxydSFdE5lGnj0RmNMCVy2k6yJ7kmdPC2wjz5zmmeMsfSowJwW2kedqIl0XqdMs1cixNZGt5ZhKlq7mqGqWqvFkjaeqAlkVyBpPV/hUKZ+sCVQtR1bSqUqOLOfIcoYspVPFTELkSeHbm58Tw/cmhofu3745MTw0Pjw4MzIyPTowM9r7+u6dV/fvTA/fnBkenBwZeDbc++rO0PTQwOS9gWejN99MPNkM7Xhda9G1WNTm3lpy7b5bOPq0uP/p5+6nn3uflnfmFj2vPnjnfxyuhfe8azs+0/6qZ8vviQW9n95/PK/p7DH0tCp01wxdrSrt7dvXl6wfP36bWF3xJvbyRzvZTX/K1PXYKT9v6ry1H95a+xmzTf8+2GAPtjPsrmhzhi8Mnz+r1naqtQYC6yC0WoRQK3AdoWjFNB1KjUGhunO+e332cXj6ceTzx8jzqeibqdDr6fDzx9EP79a/fl//8Xv95+/Ql7nA69ng69nwx3drnz5cNXSpYagTVxIyBAchJY6pYRiXS9RySAMhCAQoQVjRDKgQWCVHZBI5Jpe2oqgBQBUSAGyRKaRQK4IToBSSNhNyBJXBGhhTygGkRYJLAQKGlRCAAXIlAmlhWIcgChBUSiE1iKgQ2IArcQDAARkulRJSQI8rlAD0l0IqUTRJkZYmuKWZkMpVLYiyBVLIYS0AqwGJFsJUEKrBiA6VvkfXfr6t61pPv/1nJHuUp3ZY5iBD7+e4wxxzwHNHWe5I5JIFNilmkiUuJWZT+UyinE0UxVQxQxa5VCWdKmbIaoas5MhiNlUWU/Vc6jhDVbJ0PsNUclQjl6qlqUqGqmWpWo5uZMlGlq5k6XKGrmbpGk8Xs1SNp2o5upxhihyTDWxFHbFVy4Z/edNhXPcao+7lNdfc4m+7L7S1T27uJt9++vxwavb9/I8v3+ZHHz/+tegp5/8fk8y+nJ58+fyd0eO2xbyWiN8Ud9vjXnPc74qvOuN+R8xjjXqsEZ8z6nFFveaY2xrzOGMeU9xji/rNEY8l5rXE3baI2xb1OWJe85rdEnCYwl7zqtPptviWl/0Ly2tLZp/J7HE73at+e8xvC3mtAa8t7LEG3NbQiiOyao+73bEVZ9zn2VzzbQTsUe/+IVVK10W2IrCNLH2co08KbCPPnohsXUzXC+mGwNXETFVMN3j2P3n2hGdPRPa4wJ3y6brIHefZ0wJ3kuOqAlvL03+L9KlAN3immmPqPH2cp2pZppKjy1mmxLP1ItkQyTpP1XmqzFOVLF3hqWqOrPJkUSDLfLKSSQnpZD6bKH1/M/+4b+ThwMjTvtHnI0PPxvpe3bszc3dw9v6dF8ODr8YGXoz0TgzefD40NDM8Mj7c+3xw8MVo70R/3+fxyYON7RW3bycc3TS7Dr879j78Ophb3Pv8c+/zj4PPi38+LwVnvwbm5vcjvoNV37bn957fueP1bgc8szOvDBr9ra7Ll/U9V7t7dIhi9tkbNlHYCh0lj8rba3vMNhlzkT/w/ih61YZf2rCvHR0UyMOyyxW++/rOx++vtuNk78C9DoS42nq2Q6HV48p2XKUncAWKqRUKFEQvd3RF376OTDwMvpuMzX8KzjyOvnwanp6Mzs5EPryL/v4eWfwd+vEt9O3nyuyr0LvJ0If30S+fLc9n2xWGVoVChylwDO5UqVoxXIUj7ZhSg8EaBYJKZToFbsCUShDuIJQqGUiALVoUBiQtiFxOALAChAkYISQYIZFpEUiHIYhcjsJyFQgSEGSAcQ2II3KpAUEVkFwFwahUSgByA0bgEhkBwwq5TCGVy/7dpJTKDSj+l6JZhvxbhp5pgZvlShmCNklQiaQDwvUArpMhBhAzoIo2VN1BtJ/Vnr/Ser6vu9fxO8yl+OSfNHnIswc5bk+kD/JsMsseiWxCzCaKXLKQTom5ZD6XLOdS5WyynEmWc6lqlqyyZDVD1rJ0mScrWfI4S9UzVI1nqjxZ46l6mq5k6WqWrPB0RaArWbrKMyWerWbpeo6tpJlylqpmmTJHl7N0cXd/zxr3W9e95o0Vc3zVsu63BJzzvxaePp2emfmRZf4ntZ8eGxm5dGVw/Mmb55MvB4bu3H0wY7GsfJv7effpowcPZ97+/Gnb9jnCflt8xRJftcb99pjbFnM74ivmuM8a8Znjq/b4ijVis8bc9qjXFvM4Yx77use27rHH3La42xlZsa+5HCGP3Wf1/v619mI++ujz5t1P0Xtv4o8+xe9/iox/ir34tfbL4gr5TBG3Keiwhry2kNcR9dujq46o3xFdccRW3Rt++7rPtxXJsGWRqfN0WeBqPFPjubqYbuTZkzzT4LmTAlvPs40i0xCZU4H+O8+eCOm6kG6IXKPInuS5ep5r5OnjHHssMv8tMMd59jjP1jPMcYY5ydF1gTrmyZMcUxOYSoFqiKnjHFUX6GqeruboCp+qCmQ5RxV4SuSpMp8q5hL5dFKcn/n49Fbv1Mjok9GByaGhqbHR13fuzN4dfj46PDUy/O7B8OTArcnRvomh208Grj7tuzl18/bL4eHnvbe/zjzbi+0EXN54ILprXt3/bTl4v5D6Zt75vHDwaXHny/fN13PBmdnQr8XD4Op+YG3Lbzrwu/54XTvh1Q+Ts+c0HZdau863tV7u7FTLwc+zs7mDcnJbXPuyukzctFzq3V3bXXnrXjw7FnzzmzksULvF9VDy4czDyc9PhmZ6zS7LzfN3FCh4QdduwJQ9hOGcUtdOqHQqvFOv7oDxb8/urc99Do8/Xv/6NvR2JvxmKvhhJjw9vvH+deTdTPTXj8CvH5H5ufC3z8Evr9dePgm/mlqdnVr/9GG8+7oOU7ZplDjYoschHQqrQEiL4SoQ1MI4KpNDcgmOAASIaACUkIM4LGvHca0MVgGICgR0GKiCUC2kIGSgCoIMOK5HCFQmw6UA0STVAqABRpGWZgUAtcMqFYzCLQDcfEaFA0gLoABgUHoGbm5BZDLZv5tQqewvuEmONsu0EkArlyuam1USmQaE9CDWJUe75HgrSLTi6lZC00Zozum6r7R293YPuRbWuaSQ2kvThzx3ILCHeeqowCYKXFLgknkuUUqnCpmjMpcqpJPlTLKSTlWzVFVMVvlULUvVc1QtwxRzVDVL1XN0XWCqOaaSo+siWRXpBk/VcmQjS1VzbEWgqzmmkmOrAlUVqVqOrma5Gs9UC1SFSlLOzTVbPGCPrlrXvaa43x5bMfks715/ePjo8a1bg4/vzo6MjV66ce3mjVuXrl+5fq13uH/0zp2xoeGxkTv3Hj0ZH7v79N2n7/b1NUvE59hYtcb8jviKNbpij/odGx7Lxopl3W/e9NvWV2xxtznutkR91tiqLe51RVcdEa8j4vYE/Y6gzxJyu5d+B6e+xu++j99/v/H4S3ziS+TpfHjiW+zxl82n8+sPv249mdt49ctnMRvX3csBjynqsqz7TRGvZd1tj604IyuO+KpzPeCMB3ePksV0g2frItsQ03WePc6n62KmVmAaAndSTp/kueMsWxeYOs+diunjPNfIcycF5iTPnRS4RpGpF+lTkT0VmNM8/XeeOeWZY5Fq5JjjLFMV6GOeORHY4wx9mqHLItXIUo0sWReomsDURKrOU1UhVRHIao6s5ZLldLKYIYXvL989Gxp5/fjRu8cPJgcGJ4eHnt8Zmhjqnxi4NjFw++398enBvpdDtyeGbzwdvvbiTv/4wK3Zx4MPb1768uzZRmTd5wisr8Vii/b9b6a9z0t7P8x7H74nPvw6+PRrc/Zb6OGHzR+/D2KBg7XQvt94EPTsuLy7Ae/Uvanzmq6Lrd3n9J3X28+pYMi0bM3x/7O7JSz1jG8SvU64Z+X1Z5qq78SZ/T3RaLYbjaa9TWbm46vHH0cefR+71XujHdZ269TdOkOHStWl0ZzVas8qtQa1sk2tHurujn+YDb97F307G554GJ16EPowHX35LP7uRfTr19CLp5F3z6Mfv4Tevo7Mf4l8+Bz6/Dr64U3w47vg1/e2Zy87Fa3dhOqcSmdQKPQ4okcgHY4blEothnYqlQQAqhGkU6tRY6gKhPQIasAUOgwzYApMLlUhoBaBtahCjyE4AKFyRIegelSphXACggi5rA0ltKgCAwEUkGoQVAVB8pYmUNIMy2QoAAItUllLi16NYYgMkrX8pWsCFE1NhFSqbgbVLaBaCuhkiArCWwGsXY53wEQ7ouzClWeVrZc1nZfbzt88N2z7ucEk8qk/WTrBpw5F+qjEJfNsQmCSRS5VYJKlTKqaSZYyZCFNlhi6yJHVHFXOUvUcVc9QlQzdyNE1ka4LVC3HVAWmLNJlnqvwTE1gKnm6IrK1PF0RmHqOLQtMLUsfZ+hqjqvm6GqWqWbZssiU1nai5g2vc2PVEVuxxVdsMa855v4dsN8fe9B7s//G7cHzV/su3Rq6eOX2has3bt4avDM6MTA4evfO45evPs2+e/d4fHL80asfP6zGuNcU9zliQWvMZd7wmOJ++4bPselzrvusmx57zGPdcBs3PZa41xnz2SM+W8xvi/vs0RVHxOMIuR2rdv+X+fjDuY1nvzae/Vh//Hl9cm5jcn794dftp/Mb41+2nv7afPZt48mnrcefdx58in9bcmx4HDGXK+a3RlZsUb81vuKKBxyxNfP6qntjbW0zTtJZMVMTmUaeO+G50wJXy7ONYvq0mG6U0sf59GkhXc+zDZE9zbMn+fRxkWvkuYaYaRS54xL9nzx7mmcaebpRZBsi0+CZep6u5em6SP9HZGo81cjRJwLT4MnjLFPL0zWBrmfoWo6uicwJT9XyZC1L1XiyJKSKuWQ5n6h+eTX/eODO1J3h6bHRl3fGXo7cfTx4+9nY8NTg0NPBvpdjd8YHel+MjYyPDo73984MjU719j4fHhi5eu3b7Nvd+GbQHdgNRjeX7EffbPuvfx5+N+5+/HH4denwq3HrzbfAg1ebpoW9WPBgLbC3YkyuebZ9rh2//8GtoS6N9kJ713X9+eu6CxpC+6X3fujh863Qjm1iaQm4uNR2a8O+frgrpLbyvxccd96NDr0f+OX4vh5M3Hl0X9+uVyGKi1pDj1LfSSgv6LSdWn2rSt2pInq0WlQufz7Sd/R7MfbpXWzuY/zj1/DXD7G3T2JT45GPb8I/vobn30c/vQ+/eRP++ik+/yU0MxH48Tby80do/ntgemrtxUSv4YIOxtowQiWTGTBMAyEqOaSFcD2EESimhFEckrZjiFYOEwCqhjAVjGIwDkibcUQOyaQ4KO/EiTZUoQYRLYwRKIgCgE6p0BOgEoDVMKgFISUAK2AZBrW0KfBWFNNhiAqVq2EAlUgAiVSLwQoIUsLAX2CTDDvTTDTL8RZ5K4BqAZCQyggZiAOgAUHVMNwK4Z2o8hLRdUl37kpbz81zg7afYS6ZT+wLbIJnjsT0QYlL5jNJMZ2ssskSSxYzqVIuWcqS5XSykktVM1QtS9cyZD1HlnOpGk/Ws0yZZ2pZtirSNZ5q8GxV4MrCP1SZqYhMPcfURKbOsxWBrfJsjedqAtfgmXqarolMdetw2xHzOzdW7Ot+W9zviPotUZ815rdFQmuBP6+m3l6+PPL+s9lpDTx4+KTnys1n4+/ev517NjH16MHzDx9/z39emH756uHE9PdFiznis8VW7JFV6/qKad1jWffa1v32Tb8z7ndtrDk2/bZ1n3XD5Yj7LHGXPeayxD3WjRVbzG8Oe2wRX+jd7/WHnzdeftuYmtscn18f/7zzZH5rfC4+/nHj8efNBx83H3yKPXq7M/F5+9nXjUfvt8feR74t2bZXbRGvI7xqj6zYI35XfMW3vmKO+T0bAdv6WuDPTjFXy3MNMV0XueNS+j+l7ImYPi5xx3n2VGT/LnG1ElcvcMe59Ekucyxw9Xy6kU/XRbaR507FdJ3nGiLXKLDHObYhsPUCc1KgTkXmmGdOBKYhMA2ePs1TJyJbE5gGT5/wbKVA1wS6IZANgarmqIZA1gtkhU+VM2Th69svT9O+bDkAACAASURBVEYGZu6PPBi+9WR4YHJ0eOzmlZmRwemBgbu3rj+9NfT45u2pO30Pb10bunzh0e0b431XXt3pe3zj2q/Z17sbm7G10HYgtmPzH/6wH87+Ovph/fP55+6HH4dfTOuffrqnX2/arUdrq3vBlZ1Vx0HQu7Nmj656nvSNnNO0XWrruqrruWzo1qqJB23nv0q1gSdvcsx/dkx7iShNJqsb6wf0Hj/59s3Q1PDQvf6u8609rWdxQHFO2dqj0bcplAYVcVFvOK/VtWt1bRp9p1rboVF0a3DTxIOdL1/8L15EPs6G379ZnX68+mLc9+zhyttnvsn7q+9frHydC719EfzwZm32xer0s8Dsm9W3r/xvXnuePnA/GejV9SjlgBYClTBAIKAKR1Q4poKQVkiByuUYIFUBkFYGqgGEACAcQQyYshshMHkzKpNrIMKAK3SoWg0rVAioBmEUkKIymQKCVSBigBU4CCjkMiUMakBAgyB6FFXCkAqStKFwO4qpAEAJIGoMUUJyBQj9hf1bopUDuhaZTgoZWqQGKaSQAhqpXA9CGkShkREdsKIdwTuUmh51Z7f20o2eO7YfES5ZONrPsIf5dFLIJPlMspBJFtlEmUmVuGQhkyplUzU+Wc5Q5QxV4ulSjipnyHqWqgt07Z8Lq3munuOqIlsR6HqOqYlsNcPUeLaW4yo8fZxnazmuJtKNPFvnmZrI1nj2OMtWi2yZptPuraBrfc22sWbfDDjja/bYmj3mM657f4d9XPZ/tuLb16/1mRZiXs/Wx49zXeevP348++7t3PTkmwdjz2Zfffrw7sfzqZcPH0y8effTFlqxxt3Wda897nNEfdZ1vz2+6t4IODbXnFsrrk2vc8NjW/eZ4x5rzGOPeqwxjy3qW466LTFfYG5h48GnjYkfGxNfNx993Hrwcf3px52nX3cm5tcn5rbGf2w9/bL1+Muf5992Jr5vT3zefPBh8+mH7aF3EaPDtbFiD7rNUY8l4rXFfNaNVWfM74qvujYC9ujqboIuZE5FtlrO/l3NnVaytQJ9WmD/LjB/57mGyNUL6eN85kRMnxYyjQJ3ks80xH+4NPvPwInAHAvMaZ4+FdkTgWuI7LHIngjMqcjU8nQjR5/k2AbP1kW6JtA1kakLTEmgjnnqWEw18sk6T1d5siamaplU+eubL3eHBp6P3ZvqH31yq3dyaPTl/bvTA8Ovxobu3rr2oPf606EbEwNXno/enOnvnRzsnbk/9HLkzujVS9/evt6KbUdXAtvh9c0l+9780p/3c0dzy/sfv++/+XIw+3X33a+1mfc7toWj0GpixfcnYD0Ire56PSG3586N/ouGzsut56/ozl7oaG1Xq86e6z6ra7/bfW32+as3L17PjM9cuXj9XPfZ6+eu6xVaFUqgLYABVmlRtEev69SqL+g6DIRGT6AqDDVg+AVC2alSnNXq1DLgWod27cfr0Pyn6PyXLdPSxudPW7MvtqcnNz5Nb355tzn9bOPFxJ/5lxtzb3bfv/nz+8v2wvz2xw8br5/FXjyKTz/0vH52XtfZpdFeUGq7CEIFytUIrEbxDgWBy2UQKG3D8TYYU2NgK4prAFwNoTgoa8WQdpRowxWdhEoJI1oMaUWVahDqxHFCJschQEUAOChVgjABgKhEqkNQpEUibWrCYUCBwKBMRkCoEkZRQIbJAQJF9DjSiqn+UrXI4eYWqFkCNUvRZhneJMVbABWAYDIIlyIdsKYb17bDynOK1ovanvNtl26cG7T+XMmkSok9jjkS2QTPHopcIp8mxUyynE5WMslylqxmmDJHl9NULUvXclRZJGs5qp5halmqKjC1LHPMs3WBbeSYqkDV8mwj9w/ZS1cFts7TjQLbEJiawNRzXJ3nany6xHPlHFPLs6X4n23L+qpzK2jdDFo3/Pa4xxrzmOOu5aj7d8i9s88ufv99+fytp0/ezH3+fn/0wYVrVy/33R4ZGesbGbo7+uDJvfGn958+ejj95NHU44kXC2GvY3PFEVtxbvqtm37b5pprI+DYDNl2gu7NVftG0L4ecMZX7PEVa2zFHvPYol5bzG1Zd3ndztj4541HHzeefN+ZWNh68nXr0dfNx582nsxtP53783R++8n8n6lvsSefd6Z+7j6d2x3/vvf40+7Tr3uPv+2Oz/t8DnPUYw27rDG/Pbbijvut627rut++GTRu+FybYY4uCEyjljst5Y4Ftl5IH+eZ0yJbL6Vr+fSxyJ0K7H8X0n+XuNN8+iTPnuS500Kmls8cF9jTEncqcv80qE8F7kTkTvLcSZFp5Nm68L8PetRybENgj0WmJjC1PHUi0DWerolMXSQbefJYZGt5spKnCjmy9H7m8/jonWdjoy/ujE0ODo7f6pseG3zzZHj2/tjrO3dmR/unR24/H+2fuNv36k7v27sjs6Oj02ODD2/3Lnz5vhP7s7kWCwfie+aVw8/Lh+9/J+bNR2/n9t7M7b/6vjMzF340vedaTETCiVXXQWDxMOjbW/H7naarnVcva9uvdXRfVLdea+0+qzZc0XXqFYRCgaoBRN0M6GFMCeE6FGvDsB5ta5tC32Po6jAYujXaTkLXodJ2qNU9OnWPpq1NoW5XKjsUhAHDu7X6VkLXrSF8Lx+Ff30xvZiyPb63+Pj+/Njo3MDN9/033ty6Pnvr8ou+G+NXL43fujJy6eydqxfv3bzW33Xhml5zq9vQZzDc6GjTYQo9CmsxoBWBNBBMIPJOHOuGFRoIReVSAgY0KNKNq/WIApMBbQihh1AIkOlQTAmDClCugmA1ICcABJdCGgWixlAVAGsQTCVHFDKwDVdpEVgDQQYcRwEpKGkyKBStCkxDoBoMQJpbmv/1XzKpVAFCuLzlL0wiQZsAohlEJXKFHERaJMpmiVYGqaWgFsJaYbwNUpxF9BeV7Rd1Z88Zzl/tHjJ+j2bIEr2f4w4FLllgEkU2WUinihxZzCZL2VQtTZcyZDlLNjJ0nWcqObomkg2BrmXpKk/VRK4qsFWeq/BsVfwn5OAaIlMV2DqfrolMXeTq5UxDYGs57lhgj8V0TeAaWa4qpmtHiZR9Y825FfJsBNzxgGN9xbq+at70LUecCyGHMe4Yfni/5/LNG/19V671Xrl06+KFmzeuD9+80tvXO9I/Mto/cm/80eTU1MzE+NSDR5PvP/50RVat6x7Hxopta9Wy63ds+9ybfufmimdjzb6+al/3O2J+Z8zvjPvsMZ896nesr7oiq/aIO/Dl9/bkr41n3zbG57eefducmN948jn24F344aetJ1//PPu1/eTL5uOPm08/bz77uvnky+7Tb9uP5/aefT149GX//reNN9+dIa8p6rHFVyzrHtuG17m+at8M2DbXnHG/fd0X2z/kM1UhUxe5msjV+XRd4I4F5kRkToT0Kc8ei+xxnv27yP13Pn0scCcF7rSQbgiZEz7932L6P0K6IaZPRe5Y5E6L3HGROSmy9RLXELmGwB6L6YbA1ESuUWBOROZYTNdFtl6gT/N0I8fURLpRYOoFuiqSRZ4svZt6NzEy9Pb+/ed3BybuDU7eG3g+Ojjd3zfz/9P0Xl1tZF3XaP+Ec/F9T9uAQqlyrlIWyTljA8bk4IhzBhzaNkERZQlskFSSALfbNiiHKomoBO7nvT2/6Fz4PWPsu321L+aYc801115Xz9y7fu7utasjF07d6b4yeuVy/6n2WxfP3bt87da1Sz2n2udmZqKhyJfA8hfP0tc5z7eX899fzq3PLHx99vbro3frz94Id54vDU1+9S5++/zla8D1bcn5dyCw4Xf4F+bOqDt0JGtkdTqca6N4E6PXUWoDzXdw+hOc1shznXpjK62jMZynKB3HailNK601crSBIg0UbyJoA0ZoSFhHkyyq0jMEDqkoAmhlaCPFsgjGKUEGABgY1kMoAyMchKoVOCyTK1uaKZikQQyVgywAy5uOI7ASVSiQlpaW48cguQJobsGBJg0O0SDEKBEcAFgYwRWgFsYYUEXKlIQMIEEVCYKosoUCYUwpx+QwoYJQVTOo+JMCVRQA4XIlqlTACpn82J+UXEEqQbQFwAGExlAOoQgFAqvkyubjqEzGwzChBEgAoBUqSqFE5DJMpYABhfJ4s/L4n0DT8T/gpmbVf45RTUpGpqKbFLQc4JsBqlnBtwCMEsHlsBak9AhlQDkTrTZx+lPGi/NvVzM/tzc3cul/pNT3UvrHdvqnlP2xnf1Rzv3YzvwQsz+3c5t7mc29/OZBNrGX3dzP/9gtbO4UNnfyWwfFrVo+sZ9L7hUS+2JiX9w6KCb3i8ndYvIgnzyQkntSal9MHEhb1WJqv5A6KKZ2s8lyIVlNbRXc0YA1ErQKfnvY4wj5LRG3JeReWHF++uKc/eycXZobuH3zYtdQ58mLfX1PvixvvX87e+Lkxa7u0ScP3t6/8+paz/DDOy/evn776NGz4dH7lvkviytBc8juXA3Ywj674LVEvLawazEScISW7WHfYsTjFIKWsNu66jCHXeZVr+2zxxJyOtzmz7deh29OR0enouNTwvib2K0PK4NPV/qffhl4Ehp4Fhl7E73xfO3Gy8jAo9jA0/DQk+jw61jfC2HkWWzwZWz49drgC/dfc/Nhz8KS2xr2zYVd5pDPueJfCHkWQgHbasAZXv7+M1vOVqT0TjFVkRL7xXSlmKwXkrVi+mA7fSAlKoVURczUpEylmKkU0tVS+kBKH+TSlUKyXkzWiplaKVmTMrVCpiqmK4V0rZCqFpKVYmpfTFaKiVo+WStuHRQSlVxqr5DeLab2C8l9ceugmNiVtnbFrZ3iz73cP+XHEw9vXLk81t09dq17uPvynf7LD3qvT/ZcezB4/c71nsm+q/f6rw5dPjNy5fzwhdN3uroeXbt258LF3rYOx9v3wvKXVX9g1bX0fT7w9emnf56//TY9++3ph69Ppv9+Mh0Ze748PPmPx/n9y+pXr+PvwOJ60LsedPgWZts5UxvLtXF6E6Nto6kzGm07p9eSHEdTRo41URSHoQyJGQheT7BajNSTtBYnDCipxygDrdESrBalTQRHQioMUmlxikFQBsXUGMnBylac1lK0GsMNGKXHcQ1JaQjcSNIahtAQuJEgDRSnJfA2gtCRpImjTAzZSRMdBGXCaS2C6jBcC+EshNBKlAJBDYERgBKQNYFyGSyTkYCSBRBWoVIjCK1UYgqFBkI0EAzLjx8/9v8gCjkmU9AgBCmVFKAkAICUQ8rjfypkx0DFcUjWDMoBVA7ACgCQy1CFjFAqMKWcUCowpULZ1KJqbkIUMgJS8SgENjcpZcf+gI+34P9pJppkZFML+mcz2qyg5Mep482EDOIBlFUgOojTQJQRZU+yxhN863nTlbnppdzP8ubf+dQPMfOjkPwhZb6X8z+2s5vF1M/tzPfdzOZufmunkJAKie3c1k52cz+dOMgn9vPJ3Xxyt5jcF9MHmdReNlkpJCvF5IGUqOaS1Wxqv5jYz6f2xexOLnFQTFWKqYqU2i+kdgqpnWK6HF6P21b9FsFjC/st4YA1HFyIeGdXbPOfbfMrzo/Lto8rCy/ezTx/9Prc+e5PH9YO9v7fdGr7as+13t6Jly8+Pnk63dc3dmfi5dup+cdPpwYG7r16Oedc8ltWPdawxyJ47ILfEvHbI0u2iN8e8bmjQXfM64wEHCGPc9VrW/UuRNwLKx57yO82m8ODL8M3pyMjU8Lgi+joVGji5eehZyvDL77cePx58Gl0dDo68DI2PBUbfRkZfbk2NhUbm4qNvYn0P4v0P4sOv44PPAnefW1fds+uLs6tuK2rvvmwy77qsq76zGGXbdVpCfmD67FCulxI7RcSNSlRK6WrYrIqpSpSuioma6XUfiFVK6Tq+fR+Mb1fTNbFVKWU/i2Ya1K6UUwfFtINKVsX0wf/y72pAzFVLaYOpFRNTNbFZF1K7hdSO/nkgZTcl5L7xdSBmNgtJrYLif3f0Y70D/H55KNbPb23ertvdXWPX7k8eOX8yOWrN85fGL106eaV88MXzt+91nu7q2vswrmBMyfv9lx90HPp6fWuiStnLO/eLfkCn73LEYcv9sm+8fjd5suP3159/Pry7T+PZ/5+Oi3cfb18/8XfQef3L8E1v/PvoPWb3/nd73G+f2+iDOc07R20zkDQPEa1c3w7y7UztIGg2mn2BKs2kJRJo2ZwXIPiJpzRY6SBZHiM1uCUkeF4HFNjqJakjBjeQVAanNRglIki9SROqhRqnDDSNIOgFApRKiWlhBkY0ZO4jqA0CGmCCRIGSQRVyI/jSqUJIbQYzuAYBSEcRGggloUxFoEYWKUmcQ5GNDCmRjBCpYSUchpDNTCuhhBSAfEqnINQWg5QMhkKKBgIYgAAbpFjMgWrAEg5gskUmFxByQE1iKmamwgVQMMQ1iLjQJACVKisBVMoAaUcaVHJjrdQEIwqAVSlAmUyDARQAIAVcpXsP38g/7eZa5KTTTLk/x4nmhSEDEBlACVTsHKAAyBOCbEAyUGYGkO1FNvGt5/XX5qfDhR+7ib+KaZ/FlM/i6kf5dxmKb0ppb7vpX/u5TZ3clu70s9K8edBLvl7AH2vkKwUEpV8opZLVLLJ/Vyikt+sion9YmKnmDj4bbQUEgfF5EEhWRGTB8VEo5CtFNMHYupATO6W0tV/Nr/bBI9DWLIKfkvE74j55iL+hZDbvLq4sOKf+7I4G7TNfrG9+OvNwwcvLnddHR5+sSGULAvus+dPnb9wZfzW7eGR0WvX+ob7xkeGJob7x4dHJgYGR/8yz9qivvmQc0Fw2yMBi+Czhf2OVZcj7HZGAoHwknfV71z121f89pWALRSwfXFbIz73x7mV/inh1pvQ+PTK8MvoxPTa8Ezk+tPQyKvIjZnQjWfC+OvIxOvI+Ez8zvto/4vo0Iv48Kto/8vowJN4//O1/lcbIy9DA89dLuf8qufTin121bkQcpkji/aVJeuq3xb2WMN+sxD89k+inK5kEgf5VC2fqhbS9UK2XkhViqm6lK6JqYNS+kBKNcR0dTvZkNLVUrohpo7ETKWQq0iZaildEdMVKV0vJSvFRD2XruTT1UKyUswciKl6MfmbmSu5VDWfrIrJPSlZEZP7ha39fGq3uLlb2NzPfCtN3X5y93L/q6GJuz29o91dg5eu3O7qfjBwdbTr7PCFi4OXLo1cOn2/7+rtqxcnuy/e6752s+f85NUrAydOhd2e9dVIdFXY8HzZWrD//XRq68X89+fv4w9ff30y8/XZzNLkE8/TR2se29dAIOb6sOH9uOFd/LrstLx920bpT2uN7ayuneDbSX0bw3I43E7yJzitlqTUBNZBs+00p8HRdorSY1QHzhgplsVwI8mZcK6Vpg04zSKoiaLbMKKd5Y0Yo0dxE4bTMAqqFDSCUiDCwLCWYHQ4rVERGpilYYTFCAJDm5v+D4eAepLD5AoWxnmM1CAgpwJZlQppkYHyJhbFcaVKTxAahCCVIAMgGhRFASUDwTwMqyGchzFCKWcgkFWBOKCkIVgDEYwSglvknAojlAAPo6hC3nLs/8CyJlyhQJvloKIFVigxBYg0t2AyOS6XoUolBQAaCIABEAdQrEVJgyCsUMmONyFACw4ocKX8D6xZhh9XIH+2wM0yvFlGHVfQzSApk2MyAFOApEylA2gepFiI0BJsJ9tx0XDVMh3I/ihvfstlfxRT38vp35sBfmwXEtv5nzuF/43sHWQ2q7lERUzuFhIHha0jMVnJJffzvwP66b188kBMNErJSjG1J6aqYqpayFTEdO1/LdPMfimzX0rsF1MH5fReISl9iUZskaAturSw4raEfLaYdyHkMoec8yHX/Kp7bsX5MWhf+LJ4+9WDs+e6zp+/duLMhYvnr50+eenkqbPnzl+63HW9u2fwWs/I9b6bM8/nXj2eGR64Mz7+6J3NZo76Lav+hYh3VvBYIj5zxGuOuM1hn1lw2Vd99tCSLeSxhVy2kNsc8dtWPPZVv2d2Ljw+HRt7LYy9DI2/Cd9+K4xOC4PPhf5nwq2Z1aFn0cGp8NjU6tAzYWRqdeCVMPgqMvBsbWhmbfDV+sgzYfxZbOJ1fPCFz744F3J9+uKaCzssq07Lqsu6ErCEfOawbyHsnRV8rmg4vbWfT1byqVoxWSulD4qpSilVF1NVMVMRUxUxfSBlGlKmWs5UpHS1lKmXknUpXRUzdTFTE7MVKV0rJ+tS8kBMVwrpg2K6XkzVi6mqlGxIiXoxVZUye1KiVtyqSOm9UmqvmKgVEvtiai+/tV3Y2kt8235x+/ntvr47fTcmh/ru3uh+cL3nbu+VOwMX7w10PRnofTrQ+7Dn2p2uCw/6u+4NdN3pvTR6+Xz36dM9J0+8unl3+smzj29mZl++DE+/X7n7fOP5mx+v/kq8epeY+pR4M7f26n3k7WxC+JwUwn9/nvu5bNsILK4Hze+fPjUh2ss6w2lO3Upr22i+jaA7WK2RII001c7o9BjbxnEnGX07xXbwag1OtOKUAcNwFWBkeA5FjDSnI2meQHEI4jCcQfA2iudIoo3UcCCGQYAaxfUorYEpA8bqCUJN4AYC68RpPc62kmwrzvEoqidQI0m245QWx7UIZiIJDYSqIcwI02oERkE5A6o0OMLCKAqocFBBwyChAngE1MMUDyMcCNEKAAcUFAjyGMbBmAEhf48BQs0yRXMTC0EciJIyEJOrUKWChFWEQkWAMA4AmKxFjYC0QqVsbmIgpQZCSaVK1tKEy5WMCoAVCkDWgoEqUqH6AzreBBw7hh4/Th5vJpoVmhZUI4MZhYpvwbQyVA0QOpAkVCCNYm2MtoM1nmu99PGlN7u5n/wnl/pRyn8vFzal7I/tzOZ26sd2YbNc3NzP/9zLbR0UEgfFrf1CopZL7eeT1UJqX0rvFtO7hURNzFRzmb1iel9MVwup/UK6XkhX85mqlK4UMvvF7IGUqoiZg1K6UkxVxMzB+re/F8PLjugXR3RpIexdiHpnw655wWcO+xZWXB9Drg+rjrefbeZV9/N3LwYG7/ReG7xw/tr9h2+nXr6/dOny+Qu9jx68ev367fCN0ZfP7Knsr9SW9OT+k8k7z2ed7tmI2xL2WSMeS8RtjTgdgmdR8DkibnvIsxD2mUPexZDHFnZbQ4uWFZtj2WUJ+TyfPoXGp2MTryNjL1aHX64NvxFGX0eGZr4MPF/ufyT0v4oPTkVHX4eGnkdHXkYHn8fGpuLDM2sTb+Ij0+sT02ujU7Hxt/GJN26Xcy7imV/xmiMeS8i9sOpbWPVaV722kMO66rZGgrMhX+Trj1Kmkkvvi9mKmKqK6YqUrhaT9UK6KqXqxXRVzOyJyUop3ShnqmKmXkxXpXS1nK2WUlUx1ZCy1VK6JqaqUrZSSh0UE1UxXSknquV0vZCsiekDMVUVt2pisiIl90up/Xyikk8ciKm93OZeMbGf/l6YuvvoXl/fyI3eyRv9k729T/tv3LvRO3b1zKPBa48Grr8e6H3Ue/nh4KXJvot3uy89Gei+2ds1cPbMzcvnu1pPnNSqT2n50xr1KV7fyZIsDPEEdcHU1m1snzh7/tbZi5M9vW+fP7W+euV6+2DVPBN1ffoRdo929xkx5gRBtWL0KVrfyer1ONGGE+0sw+MIg0NGltVSBE+wPEEYcEoNoyxBtvI6BiMYDNcTDI9gRoJSIzgDQAyOY4CKVqkMOK5DUT2FGyjiBENpMVQLUXoQbYWRVpQyIng7zWlRqh1jTjBcJ63RoaQahg0wocFZBoN1CKZXwFoENcAEB8NqHNUgmBaGDSRmIDAOhtU4giiPYYBMjSpZBNSiOA9DDAhRAKiFcQ5EORjhEJRT4RSAokoAlQEciLAqFQXBimaZGoJpFYRDMAVBypYWDIKgluMt//c/quPHKJWCVMEcBMNyGQnKNAAEHJcBchkml/+BHJOjx5vIphaiuYVukhEtENSsIluUrEKlBVAdQOtUhEaFt+LaNk7XxunPG85/euXP/ThI/i2lf0iZzVLmZynzYzezVcptljNbu/mtvXzyIJfazyaquWQln9wrJiv55J6Y2v+NRjFXK6YOSqmKmKlI6ZqYqRZSFTFdF5N1KVUX041iqlFIVQuZSjG7J2YPNjczrtiyU1hyxnx2ITAf9XyKes1hn33VbY24FlbdH1acs19cn5adn0LuN3bzm6lP4xN3+25M+t1f/YG1e5MPL17uffnq41/Tc3fG7zx/bM5l/80kdp8+fHDr9v1P9kV7xOMIeewRnz3ss4R9DsFvD3ltYa9jNeAKeSwRpyXssawu2lb91pDbsuKci7jdn+bD42+Eian4yFRkaEoYmY6OTIeHXq/0PA73vYiMvIiNvYrffhMdeRkfex3tfx67+UYYfv115E18Yjp2e3ptZGZtZGpjdMYV8MxHfPMrbuuK1xJ2W1Z9syu++bB3LuSdX/WZwwF72O8LLW9t5YrZWj5VL6ar+WytmKqWsvVitipmqlL6sJip5dMVMVEXM/Viqialq1K2KqWrUvagkK2W03Up0yil62K2WspUi6l6IVMVs1Up0ZASv8vgeiFRKaSrxVRFSlakZC2X2hNTe/lkOZ/cT/1dfDQ6ebt76G5f/62+6/f6B+/09DwY6H08NHC/t/tRf+/Dgd7HN3oe9nTf6Tp/8+LZBze67l+/eP/ahVvXLj+43jt28eJY16XHg703+y7fvn7xanu7GmUxBQ4pEUUz8Od//pQfb5I1HVcpYRRAKRQhMKRDq9VRhJFlT3BaE6XWk4yRpjo0Gj3O6gi2jeK0GKrGVDqKMNG8BiH0OG+kWAPBqxFKR7IsQbRz6k5aayAZI6XmKVqDE3qa0pGUiePaeB0H4waC1lGkniQMJN1G8jyKGglCB6OtDGskWBZBWym2laCMJKVFGBZlWRxV4yCvgttwuoMgMYWCRTAGhiBFCwmBGhwlECUDQ2qU5FAYaGnCQZUaxThApUMwDkZImUwHYzyIggoFZHWkmQAAIABJREFUAUKUUsXBGA/jKACQkBJStMCAHFUADIqyEIpCcgJR4SoQB2ACVMmb/4QULSwCK5uOE0oVp0IpBcApYVoB0SqEQ9A/0OMtcEsTomhCW2RUswxpaaFlEK1QITIlryQMckILUkYI1yPsCabtFN92yXTx/Qtf7sdu4ls2911K/5SyW2Xp507uZyWb3Mkld/O/NXOykk8d5FLVXGJPTB4UkrViul5I1sX0gZSpiOlqIVUX04dipl5M1YvpeilTKWWqYm6vmK6K6QMxXS2mD0qZg0Jye2l9xSYE3NHPDsFnj/oXIh5L2DMfcVsintmwYzZsm12xfgotfFixmsPut/aPM9MfJu/d7+0ann7vslhcg0PjFy52T4w8mLz3bGB4pK//1uuX888eTw8OjQ8Ojr96/2Ex7revOM2Ce0FwWwWfOeYzhwPWsH8x5LOGPVbBMxfyWcMeW8hljbhdX5Ycq8s265ww8UaYmBHuvl+fmImMzwjjb2ODz1dvPIoNPhduvIiPvvj7zvvY6Ov1ienw8DNh9GV0bDo+/jY6+CQ+8nrt1pvo3behB385viyaBe/Cins+5DKHXNawzxzxfgo5F1Zd5hXP/KrPGvJZwr7gxno+WSmmK1KqJmaqUromZer5bK2UqpVS9Xy2WsxWC+lqIV0rZOrF9JGUOSwmG2L6UMw0SulGKVMvZypSpi5la8VUTczUy5lqOVkrZWrFdPV3mlpM7heSFTFVKaWq5d+G1s89MbGf+Ft6NPH45o0bdwf7b12//GBo8NFA/8PRq/f6L9/v7X3Ye/Vu94Xx61ce3uib7O553H/9wVDP477rT/u67g9cfdDXPXH51NC5s2Ndl253XxjtOtN78sQZjemCwXTJZDqnae9g+E5e08aqOzU6E6PVYQyPMyQIG1jWyKgNFG9iOB3PqRlSx5M6mjXRvA7DO9VqI0uqMULLkG0EoyfVDI6pMUyPU0aGb+fUepLQE7SRVLeSdAdF6zGiVc0aKPrCSd3r1xdOteJGnDXSlJEg23HawFBamGJwkIFUFAAaaIaDIFKFaEjWgKBGCtdhpBaBTCRtQEkGQjgE0aKEFoU0GIocV+KAjFTJsZZmNQywEMyBKjWMaiDcRNBqCKVUSkoJQSoFgahYCNaiDAMTtBLGlCChUBKwkoRBEgANNMnCMAXBlAqkQYDBQEIlpyGAhgBMLsOVKhIAKZUSVYCcCqUUEKSU0TBEAhAGKP6Aj/1JyJS4rBlqkePNIC1TsnIQVSAEALFyWAPAahBRqwgNRpkYfYfmxGnT2b+euvOJ/a1v+d+78PKb5eLmdnFzP795UEwciIn9ws9qMXFQzOznk5VC8qCQOCimaoV0Q0zXiulGMVMVM7VitlZK/ipkqsVsVcpVf8s/KVMpZSulzIGUreRy1VKu+vc//zgiAWdk1R71W2J+e8xnC7sWIp5PEc9HwbUQc8+teD9+Wfy4Yp374l6I+qes78fHH40O3zp7/vLJs11XLvZ2njp/5uyVU6e6zp/r6r7W29M3fKV36NrAwMDNW+P3HryxzFnWvHNht03wW4XgohBcjPgtgtca8y0ILpvgc4X9jrDXGfZaBZc55nKEfM5Vv9lvXbozFRp5Gbk1LUy8iQy+ig+/E0Zfr46/EEamotdfxIan4hMvwsOP14ZfrY1MRW++joxPr998H7/1du32u9i9d/Fb7z5PzdtCfqvgs0cClpDbHPbOhz3zIffcqncu5FkIBT6GvR8Fh1nw24Tlf35kpVSjmD0oZmpSsl5MVfKZg2KmXsxWitmKmKlLmUMx0xCzNTFTL6XrUrqxk2mUs7VCrlbMNIrZupStl1P1QromZmpSoial6lKqWkzvF7J1MdMopSpiuiYlG+Xk79tKfrMipfdT/xRfTzy7N9B/e2joVvf129e7712//rD/+uSNay9GRu9evTZx9dLk9d7H/b0P+rvvdF+d7Ls6OXB17Pq5e72XH924+uD61ZuXL45f7Lx54Vxf56nLnR2nNZ2djK6Vpc5qjad4rY4kWRQ30JqzvOYky5zWac8ZDa0Mo6FYLYF3MJoOTtNJUB20xkSpO1i+jefUFKamCQPL6hnSRFAmkjVRnBoldCyqI5lWktEQMAkpT/G60ySjx9BTpKaVYjGl8tYQ9X4GH7iG8jCsI3AthutxwoQTbSRpIHAex3GVSkfinQxnxKk2mlVjhI6k1DBOqEAaRwwQqUcoNUYacFqN4iaa5QFU0XyMQ2FOhRBKgAVBTCHnIZhFQS0O6xGUhEAGxtUoDSllMKTkUYyDUQ5EGACgVAAil+NKFQOhNIrSMIICIAwqYYUcamlBlEpKBTMoRqtQDoSQlhZcIecQGG45joMtuEyhkjUplc2oSvYH1dSMH2+i5Qq8WQ4da6FalLQcYltASg4xSgKXI7wS04NEK8q1E+p2deu5tovvnizmknvJ74XcZjm/uZdL7BS2tovJ7dzWbiFRKSQruUQ9nzoopvYL6UohVcunqsXMb/TWxGytlN0XMwfFzP/itpyul3J1KVuXcrVStiplK6VcrZiuSbl6OpX3xVacwmensGSPBiyxJavgNUeWbJGAJeyZC7vNYc+nFdeH1cXZsNsSclkF/xu3eeLe45F796+PjfSPj4/de3DnyeP7L589fP9sav7DlP3jtGd+4bNjYdU9v2y3hlyOsNsWcs0LbqvgdwhLVsFjF/yOyJJVCJrjXqfgtwq+j1H3YtjjDPkdYb817Fn84rWEnN6378IDryI330RHnq31vVofehMZeRIbfBYbnREGX8aHnq8NvVgbeb1x60184s36zTfxOzOxm9MbN99Fb71eG5/aGJn5bHZaooHFsMcjLFnDPrPgsYd85lWfOeydjbh/v84S9rrCQXs46ImHiskdKVUrZGrFTLWcrZayjUK2LmbqxUytlD8spRtipiZmDsuZWildK2TrpVxNzB6WstXtXLWYrZfSh9uZupivSblKKVOXMnUxVZMyjVKmVk5VC+m6mK6LqYqUqheSFTF9ICV2pVQl/b30aGzy/vUb9270378+NDkwcP/GwOOBgQd9vU8Hel+NDj673jM1NnG/r/fJaO/Q5TP3+i7e7bk2frnrbs/Fyd6uyd6uWxfOjl06+2Toxt2eK9c6TlxUt5/S601q+qRe18qrT3CckWUNJHOCV3fy7AmN+nfrtZ2hO2l1B6/W4ZiJZfUYbWTZDq2+g9cYGcZE86c4vZ4k2hh1J6PhMITDSSNLa0hci2ImgmqlKCNB6Qm8lSHaCKqdJnEInJxknz+5/HCE7eRoNU4YGUqDoyaK+S2Y2zm1geJaSVKH4zqM0cA4B4F6jG7neD1J6SBSDUFaBNVhFA8hPIKoMcyEU6hKRqlAElCpYViNoLRKyYAqVUszppRzEEhDIIsgNAQyIEJBCAsgWgxvxSkDQtEqgFIBBCTXA6AeI/QkyqMwC6twQKFoacEQFQLKMFAJquRaFOUhFJfLYeVxWAlQSohCQQJQYAoFqVL8gfwpA44fh2XNlExByUCsSY62qBg5SMtUHADRgIqBIA1A6mCqk9Wc0bSebb388okjnzhIfy9kf+xlN7dzW6Xc1n4+Uc0n9vPpg2KyUkpUC6kDMVERM5VCuiKlD6VsXUpXSpmGlG2UMr+BeiDmKqVstZRplHL1cqZRzhwWMlUxWy+na1KmLmZ2QxvxxeiyNx50CwFH7LMlFrRFfXbBvyB458K+2YhtNmT/tOIwr7psYY856rKG3K5wwC3450Pu+ajXHPPY1rxzca8lHrCu+6xxnznmn4/75uMu69qSLbZsEfyWqHcu5LSFvXbBb40EzdHlhVjQHguao55FIeAM+y1RrzkasIWX5iNeWyiwGPY5wm5z2GN3W1dGn8dHp+MjM/GJd7GJt7Gx1+tjr+O338VHp9YHX0RHX8fHXq/dmlkbnYqPTq9NTMUmpmO3p2K3ptYm3oQffbJ+XrSFve7Vz961gCPmmw975yIucziwEPHMCS5r2GuJeGYF90LUZ4kumSP++I9/xEytmKlImXo529jJN0qFRinXKGWOStn6TuZQyh6Ws7+kbOP/P7VyrrGdORJzjWK+WsrWpfShlKmXMo1iuiZmamK2Uc7WxGxFTNULqWoxVZNS9ULqoJCsSKkDaXOvlK4mv5cfTjy8ebXvTu+Nkd6uwUvXJgf6nw7137/Rdbf/8oP+vkfXe272XRjtuvSs//pk7+VH/b2PR3sf998Y67p8q/vqZHfP2NULt7rO3e29dK+ve+Di6bO8vst4ykhqTvCaU0ajkeE6WJ2RULfTWhPNdrL6Dk7TxnEn1DqTmutUq00MZ2S5Tl7dzmhaOV0HyZ/TmDrUXLuaMRK0HmU1GK0jMDUN6RlKTzEMgpp4nZHWtXK8jsJPqunTvI4FybNt/PPn/K073W+mdZ1aWAuTJyjShBAaBNeSpI4k1RCBtLRoMJSEARNNd7BaA4oaSUxHYicpdRvGqVHMSBEaHGJhTI0QtBLSERSHgjSo4kBEh6FajKSVQDtNaCCYVUE8jCFKOQrLCRCgIYRHUB6B1BjGg7AWJlkIZSCMUCoYAOAgFY2ANAgxSpBDMQ6CEZkMhwAWAUGFjFEBDAozKogFAS2KMTIYbpERSjkJgoRC8QdyvAVvasKaj5HNMkamQlvkeLOMkAN0C0zKlZgCpJUUpcS0GGOktWfVbZfbzr99bC8m9tI/xNzWTm6rlNvcyW9VxWRFSh6UkgfbqYqUOigm98V0o5CpFtMH5UxdylbFXK2Uq5UzDTHdEHOHYqa+nWmUs/VS9lc5e7SdOSyl69vZejlflzK1crb+949Nj/DZHf/iiC87Y8uL60u2WMAa9dmigYVIcCESmA17ZsOeT6HFufCiLRSYjfisYa8lFrBGfI5o0BLxfQzZZ0OLn8LOuYjLuur8tOL4FFqcC7vfhxZnI855wT8b81sFv1XwWAWvPeq3xYLW+GdLzD8XdVtiPntkyS0EXNHgvOC1RH1WwWeLBGwRvyMctH/xWMPu5akPa2OvYvc/bEzMbIzMrE28jd58tTHxbm10amNo5uvQu7X+l1+HXm/cehMfe7Ux9npjeHrj9l+x++/it9+6LWaz4HKseG1hry+67Fzzz4Xdc4JvIeyaD3nnowFzJDgrBM3RwIKwNBdbtgpBd/RLKlmSsvVytlbK1aRcrZyvlfJVMXco5RtS9qiYOyrlGmL2SMwelnKHpXxtO9fYTv8rZurF9C8x0yhljsqZIynbELONYqpRyNSkbGU7+7uuqRdTh2Km8ZuHS6lqPlEtZerp78VHYw/v9A3e7O2/M9B/s6droufqre5LDwauT/ZdfzI08LC/e6z78mj3ufvXL9+93vN0cPDeja7HY33Wu3ffj02MX+saPHf2Ts/FOz1XJnuuPbjWe8XQfkLTamD4Topv4zk1QXVyvJHmdRitp7kOtbZDrW/n+FZKfULDn9aZ9DTdrlaf5Pk2mmlneA2BGRm2nWV1NKYneA6B2ij+lFrdwdAanG6lWR1G6ChCSxJGCjcwhI4mT/NaSA51nWU/fqAmbyvfzGBdF3EepowU3s5wGgDjIbyNYvUo0cnQRo7Wk9hJmm4laRNDtRFkK8W1UmoOBEkVoCUoCgZ0BK7DKR6BORihVDI1AhogTE8QNIxScpWeIBlViwbHOATFFHIKgtQYDMnlmELG4wgFgzymIiElDis5HNEhtAbFaQQmAYBRwYwC5pWoHqMZECEhSItQNATCChkOQgyEoAo5AyOIQoko5QSgYFAcVsn/oJqUcNNx4Ngx7LiKbIboJjknB9hmpVoOUnIF0aJkQJwBkVaY7iT0p3nD+bbzUw+dheRe6kcxu7mbS2wXtw7ERCWfOMgnK2J6bzt1IKaqheyelK6JqaqYrYnZhpiuldL1YrYhZutiriFmG+Xcr51cQ8zXxXy9lK+I+YqYq5Szh1KuIuYrmZToXlt2xD8vxj871r5Y15essSWHEFyIej7EfbaIzxbxzoe8s6vO9xGnJey1RHwLgt8m+FxRnyPiN8eDCzGXJeSaD/sXwk7Lqns27JoTrPMx91zEbQ375gS3LeKxCa7f3SNLxGsWPI6Izyos2aPLdiHgigQXo0F7NOCKLTmj3sWIzxr126Iue9hpj3hsq15HxO/wu1buv9+4/WZtfCY+/Cp6d3pt7OW3229jE9NrI9NfR99uTMzExma+3v1rbWxq49Zff4/MrN16Hx1/75+2OsLLi6HPZsG3EPOYo0HP+optzTMneMxR95zg/iR4F4SAOeq2RPxWwW+L+B0x/3zU//nbNylfFXOVUv5wO/9rJ/fvXu5wJ39YLhxu52ql7NF27mg719jO/5Iyh6VsvZyrbecbO9l6KXNYyjSkfENK18RkRcocitl6Kf2rmP1VyvzaTh9K6XoxUy+l6uVUXUpWSqmKmKiU09XU1+Lk6M2H4wN3B/omB/ofDPbe6e+d7Lv+bGzkyXDv7Rvdd3p67vV3373eNXr+/O2r3eMXL04ODkSCG1sb2ZeTNwfOdo5duXSn7/xY15nbV8/f7r56rbP9rM5g4rhWijOQrI4i2xj+pEbbzmvaaK2JJvUMcZI3nqVN7STXyWl0DK0hiA41r2OYE1p9O6s2EGwbw7dSbAevblMzbZxaT7Imku7g+A6a05OEmoL1NGEiuXaeM7GMEacYBB0cRBfmFU8fEy+eEndvgCYMbyfxExTbznMkgnAo3EYzGpwwYrSRJBkU0aCEDiM4AtYxWDvNGUlaTxJqRGGAcD2IcSoVj4MGltFAhBZENAiigRAeQlGVQkuSLIyoMUJH4wYK16Awh6KIQk6pQAbGUZWMQ5UkDiIqFQ4105AKARQUAlKQioaUGgJjFBAJq3gEImEAByA1QrAEysAqBoZIlRIDWhgEUGM4DMhxCESVij/I4wqiqRlrbqZkcvx4MysDqBalTg4xciUhU/EAxkOoEWHaEE0n035a13HedPHZfVsxcZD5R8pubee3Dn5HIIvJPTFVkVK1YrqWT1dK6Uo5WxOTh1K2XsrWSpm6lK0XM7+kfE3K16VMo5Q7LOfr2/laKX8o5mvlXE3KHUq5mlioivm9L19DjlhwcSPkiC/b4v75uNsmBGxx/0LUOx/x2WIes+CcF7zmVa8l4rNG/IvRwKKw7IwGF4WgKxpYjAXnY775qHM+7J0VFj+EF2eFxYWIxxz1zUZd8xHXh4jzY8Q7L/jMgt8SXbLGPNao1y4sWaNLlrjfKfhd8SV3LGiPLi3Ggosxn13wWCNup+BzrfjtEa8j4llc8dnCHpfXLtx8Ex99Hb39cmN0ZmP43deRN/Hhl2tj0+sTb9Ym3qwNv/rn5tv18Zm1ien43bfC0MyXZ7P2lYAtHHREgvZIcDGy5BI8rljQtua2RnyW8JI5GpgVXOZoYE5wmyM+S8y/EPNb48uWeNAZ/7yVKJWydSlfKxd/SYVf24Wj/cJ/y/mj3dzhbrFRyh2K+aNy/t/tzK9S4UjKH+7mG9u5QzF7uJc92s7VyrnqdrZaztWl7GE5818xe1TKHpbzDTF7WM7US5laOV0rp6vldKOU2N/JVhJf85Njd55OjD0ZHX483H+378ZkT8/Dvhu3r/Y8Hx6603f17mDP3Z5rj4cHno0MjJw/++TmRNgfzv299zWUcbm/PLl5r/dEx3j3mYlrp2/3Xr7Xd72n83Q7zZ3i9Kc1ptOM/hSn7tSpz+sNV/TGs1pTu8bYqdacYDVtlLaV5k7z6hM6nY7kWnl1G8+1spyepdp4toNlOxm+naB0FKGlGRpBtQRpJMlOXt3B8DqcbCeZVpLX4ISaRk00q8fwZw/o928Vk4+63810frgpO09SJoLsQKkznK4dZSkl2E5TpyltO8kbCEpHEHoCN1CYlsKMJNVJa7QkqcFwHUWZCMqAMQaEIhSQniYxAKBUgAHHEVkTATdzCMSgcBvP0zBCqBQUpCIAGYsiJAzRKoUOp9UwxsCwgeLUGEOCEK4ECEAFKVp4BlHDMKVQ0KBKjWEcBHIgQEEgBgAUChCAglQCDILTAAjL5bhSSalAAm5hVao/wOPH+BYAP95CHW8hjzeRMpCUI6RMTjbJaQWqVRCMEmYh0oCxJl53RnPyjP7884dWaauS+mc7t7VX2NoTE/vFZDWfPBBTFTF5JKUb0u9UUPJIyh5J2VopWytnfknZhpSvlHKNUv6XVGiUc/VyrlHK/irnDkv5xnb+cDt/tF2o7xUaP34mFmNLlo1Vy9qyZS2wGF22RJfn170La56FuNMcc5mj/vmwYz7imI26FmNBp+CzRpcsa0FHfNm2vmSN+23RgCPqs8bc81H3bMT9KeKbi/rmBf9CzGWOLs5G3X9FXfMR/0fBPRdxmqM+ayxoE4KLQtAW/WyLLi3G/M6Y3xZfssWWbbEl61rAGgs4I0uuSMAa9VmEgCO85Iz63aGgU1hadFpW773+Ojy9cfOvjZvTsZtvohNTa2PP42PTazdnNsan1yemvt189/etqdjNl1+m5p2rQXvEb424bVGPI+Z3xYI2weMQvL+HNGwRz3zEMxf1WoWl+YjLIvgXYkvmeNASC1pjQUc0uPz1q5SplvOH2/nD7cKvcuFou/BvufhrJ//vdv7f7fxROfPf3dyv3dyvndy/O7n/SsVGsdAQc0fbmcOdbKOca+zk6+VcrZT9VcrXxVxNzB1JmcOdbKOUaRRTR789sO10TUztlXP/Jv8p3B68ead/5F7/wGhv3+RQ/2T/tcmh7ttXux8O9D+6ce3JYP/Na1eeDPU+6r/+6enbxEZ+I7T5d2zrRzyf/ae+shjrO3N+rOvK2KUL4z0XRrouXunoOK3vaKW1J1jNGUNbG60z0uwZQ+tpfVuP6eQFbdtZrfEkr2/j9XqKOanRndbqTQTXwbHntYZ2Wt/GcZ1qfSvNnmA4GkF5AmNwqI0i9DTeTrGnGY2JYXUEZqQwE89qKeKcUaMnqc5WfGqafvpcfv+h6fV7yvNCeUtP8zDRhqJtOH6CoRgIpCHIxFAaluJpRodSnYzagGFaCG5jGQpW8RDEITBHkgaW0BIITcAEBOtgykTQWgw3ELgaQ0mFUotTehXJQxCLo2oEpgBQDSImkOIhnEdwNY5xMIjKWmgUMuCYAcNZENXDGAHIeRUKKeUkDDEAxKpUjEqFKuU0htAozMOoGkVIFUCCCjUMMSolplKSEIDIlKRS9QfR3II2yeTHjqEtCuSYAm1SkgolrpAzSqUOQLVymAZAE8yZUI2O0502tJ03nH/1wJpP7G3+KOc3D6TkbiF5UEjti8kDKVGXUhUxs1/K1orZo0L2sJQ+LOXq5fxRKfdfKX9YzhyWM7/KxXqpUCnnD3fyh9u5RqnQkAqNUrEuFerbhcN8tuxbX3GsfbHFP1vWveavPnPMa4t7FuPLluiyJbo8G/VYYj5rxGMOL5oFjznqt8V8jljAFQ3Y1pZt618c6wF7fMkRDdijAWs0YA67bWHnXMzzYc21ELWbBfdHwf1R8C4I7o+Cay7stkY9lqh/Iea3RwOOWMARC1rjSx5hyRXzL0aXrdFlRyxgiy4vrC1bhIAt7nVFApaI1yYEnULAEfbYo37vsmv51Yf4nTfrt9+vj898u/Vx/da7+M233x5+2Lg383307fc772J33y2bHU5hyRYJLsaWnNGgPeZzxQP2mH8h6l0QPAsx70LMb4kGrILXKvjnogFrzG+N+m3CsjW6ZI8tmdeD7ugXj7D09Wd6W2rsFms7xcZu8XAvf1guHO0Wf+2Jh7uFf/cLRzuFw738r+3CYalwVCr8Kmd/lfKH5cJhOXe0nT2Uskdi7td2/td2qrGTPpRy/5ayR+VMQ8rVxVxFzDTETE3KVnPJg938UeJr/uHgzYcjww/HRyZ6bzwY7Ll7vefJ0NDriRtPh7tfjQ0+6et/OjI4cfma8y9L/ufukjd2ceKczWXO/VP6Hknmvu88ufP4Slvb2LULd/qu3zh9/qRGc9bY2cHoOimtidHoKU0roz9pMJzR6k7ojSe0urMavYnVtKo17azWxHAn9boOhm9nmZNq7pRO26lWd7J6I8fpWPIER3cwpJ7ANShlJBgDzagJqIPjTRynJbF2kjHQzAlWp1GpRwb1M3OyqTfAq+fHHk+1mO8S1guKM1rqJG80abRnjOpevfGGxniHP/WcPX2TM3UQGh1GkgikxQkTr6UJVIvgOoJmIJWBQngEphBQS6AmDD9JqbUgZsQoA03DQAsJQDqcZGGFnkA0KGYkaBaEORjRECQFIBSoZCGAVKnUCGYgMC0O6RBcB2GkSsHBgA7FWglWC+OQDEKUKlqlIBRKSi7nlJgaJWkQ4RGcgVBOhWhABJE1YUoAU8j+QP7TgvzZTLeAeJMcbZHRMohoVnBKkGpRqQFYo8KNKkIHEXpMe4JpPaXWn9eff3Hblt/aT/8sZrf28sndbHJXSlWkVHU79bvH25Ay9XL2cDdXKecapfyRlD8s5eulfKNcqG/nazuFw+38ofSbdXOH24X6drFRyh9JYm27UAl9+2pf++JcW7GuLy+uLS3Gl81rS5a1wHzctxD3mWOBhUhgPuqzRIPzUe+HqHs25pmLOyxRrze26lhbMX9dtm0sOdaWHHG/Je6zx30LUd+C4DdHfXMxz3zEa444/4o4PkVcsxHfbNT9IWqeE5zWqNseW7LGPztiy7bYZ0vUb18LLMaWFqPLlojfKgQdUY8j5rML/1se26JBqxB0Rr3u6JIz5PcIS65YwBdwrM7Zw88/RB//tXbvw8at99/u/rXx8KPw/OPKJ7t72be4tuQUlhajK4uxZbfwxRZbdkSXbLGgIxpYjHodcb99fdm2/tkSD1pj/vmYfz7+eSEeXFjzWeJBe2x5fi1oj6/Y4yvOv8O5fGW/+KtcPNou/nencLRT+O9e8XCn+Gun+D87xX+3i0c7haO9/K/dwv/sFH7tiYfbxV+7+f/Zzf0qiyVqAAAgAElEQVQq5w+38/9uF452i4fbucPtTK2UbZRzje18fTt3VMo0tvP1nWxDyh2W0pVy9mhro/Rk+O7LkXsvJu48HRl5Mjx6d+jG5I0bTweGH18fuNfX/+h674MbQ26zJ5/c97g+BzzL8wvzQmQt+nl9ybP0/e/svMU6cq2779zpV6Ojw2cumXhtO8+f1RjO6UytNH9WqzvJcac47QWjocOgO6HVdXC6E2p9B6s28sxJrfqUVn9Co2mnNAaSP8Hzp9U6Pcl2avRtLNfO8ae1plZS3UqyPIQwiIpCcApA22jqlMbUqdVfNunOdTJjA7r3b+mpKcWbv6BnTwyPH+vn7qHBq4TjFO/p0j2/rXn6FJvrNPq4kx70tB86H4TPXaC0WorQwoiR5Fo5qpXEtQioxhAGQDUYxqIkqVQxIESAgBantQjFqkAdivMIRIEAjSBqGKYgJQkiDITRoEqLEWoVQ7coeQBRoxirQnklpoFQPU5xEKpGEEoGYLJmHkF0OKaBUQNOkkqlBgANMM5BCKNCULmCR3EKxHBIhYIqGgAYlZIEQRYE/8BaWjg5zLQokGPNZDOgkYFqACaVINkC03KIASEtQHIQ3kppT3KGC/rOi6arT25apWQj+7NUSJTym5V8slJKHkipmpSplrL1QuZIytXEfLWcre3m6qV8Xco3SrlDKV8v5Q93C4e7+aNyvlEq1Ev5o1L+sFw4kvL1Yv5oVzz8sZVwroUc8S8La8vO9RXrxpeF9eDchmd+bXluzW+LB83R4JzgX4i6rVGfOe79FFtcEDz2aMAa99rXgu61Zef6kn0taI8vOda+mNf9trjXFg/Mx7yWaMAWDcxHXR+jzoWIzxzxLkRc84L7U8Q+G/PNxb1mwWWPBm1rK9a1oCMWcMcCjujvX3UC5qjfGvXZokFnNOgU/M7YslMIuIUlZyTgCwcXo/7FaNAVDXrWg96NZXd8efGLN+h3u/xWX9DlC/vda5+dX1e960ueWMAa99njQXt8yR4L2GJ+W9Rvi/ocsYA7GrTFfI7Y8kLUZ44F5+NBixCcj/vN8SVzLGiPea1rXuvaF9vaZ+v6ysLa5+jm5rZ4WCo2SoX/lgr/7hWPdsTDveK/e8X/2RH/u1v8d6fw707h107u393sv7uFox2psVM4KuePdgr/7hV+7Rcbu9n/lgv/SvlGKXtUzh2Ws/XtTF1KH5aytVKmUcofiqnKTvFwcyM/0XP75fD958O3RnuujndfezY08mxg8G5P98PBocfjIw+HbkZdQn5z76tQWI8ktr4W8j8a2c3St/XM5rdc8tuulKg754M9J8/cHeq7dvLkCVZzUm9o1/JnNO0dfNslrfEkzXbQfBvLtvHqdl59Umc4oTV0ctoz+tZ2TtPGciaeNzF8p5o3cRoTz7Wy3AlGd4rljZSmnde085ozOn2nVn/5wuWHt849uNcxemt8YvL5+JPbM6+xN2+Ub/5qmZ4GZ95Asx/Ae4/PPHp2yvywKXCRcLeRvkv/mX6Evv8L/MtEfYB1LuyEGzl3CzV0shoTxfAQpMNRBgXVCGAk/j+a3XOvrUP91s1NnHP+OwXU51TvHQQCRDfYxj2Jk5W+shLbKY4TLzs2SJpNdVYJkGYV4EJVrxSDJCDZ55rOh+zz+b2A9xm/ZwytRaW2a0CzUmFVq52gSSdXGjQyp17r1ltcOp3baLCBgB0EXDqdFQDNGtCkBu2g1qZWm9Vqv944pLeYAMBmACxKuUWt1IIqF6B1K/WgXG7RaADFgEYpt5t0JpXMqpE7Aa1VpdUplXqVWi+XaWTv60G5Ua3UygfVsoHB//WBaVBhV+ktcuA97YcDxo8+0v7P+6r/+RB8/yOTTGVVaYwyhfEjuXtQa1fqjCpwCLCO6uwjBk/IFpz2jH97/2l55+Tgdbn4ulN5e1jZ6VS2/5mqnpYO3tUOTmv7J7X9d9XiWbV4Vt/rtQ5Oa6XTWuldtXjWLJ42Sr3aQbdR7DUr7xrl00bltFY6apS6B6VGQliD+CzEUjGeifB0mKciHBnJkxBL/plL/5lLhfPE81z8RS61kkut5NLQOgHlk5F8MpLHI1wS5gmYy6J5HOKSYZ6EeRLmUjBHIGziZT75Ip+K5pLL66kXucTzfGo5l3iRg8JrseX15Mp6AsqnIS6NsAQikFGOWsmlo6vpyFo6nI+H84lIPhXhUnAuHc4RcI7BckmETyEcCbNpjKVhjoqzmThLxNdxLJ+OcWScJ2EJT0p0XKAwnsJYMpYjEBZHORzjiQiHI3kimieibBrJE0ieQPJpiEuHcziUS0H5ZJTFo3kKyeNQLh1liQifRtgMxOFhngyLdERgEDGzU2q0yv12qdcq95vlXrvW7VT67cp5q9Jrl89b5X673GuV3tWLvUa53yj2GuV+q9JtFLvtSrddPm2UzlqlXqPYa5TOmqVuY7/X2Ou1Ds4a+6f1/W5976yyc9gp9V/nSl/e+fzXL7588OkXX96+8dXN69/dvPvDndu/fXnvt3/d//X+xzl8vbRzmkm/HRt78PLp2luuxOd2dzZr21IzliKXoegqvb7Fl3785OHt0PSMb3jSNTTq8s24fDNe35TXM+F2jdo9o3Z3wOIMuTzjDk/I4x7zOsZs7pAn4LXa/GbTqMXmM9k8BpPLYLbpdaN2x6jdOmSweA0Wt04/YrO6dMaZmcB/lhMPHjr/eAZ89fO/73z3w1fff/PHr+Bvv2of/TTw5CHw0wPZL7/JHv6of/jIGH6oJWeU+II8dRX88XP5y2Xts4A1JgsiwOhNrcVrsnhNlhGL3abRj5jMfp3Bo9UHTUYXqHfrdB7AYJSrhkwGg1ph02qtIGDQgDbQZNJoDCqFHVS79Fqn1mBVawG5yqMDLUq1Ra2yq9V6mQJU/C+LTmVQqvQqhVous6oBq2LArFRZ1SpQM6BTK4wKGaD80KwBzEq1RQ0YlaBVrdbJBjQyuU6p0gwOaAZlJrVaq5CDskH94AAw8NF7oGzQKFcoP/pQ94HMppTb9AqLDtQrVVYZYNUCWqXCotC4NXqnwRSweSa8YxPDU//+9GXx9cnu68be6+OD3U5p97C0e3Kwe1LdO6vun9QPTip7p+X9k+r/73hbxXf10mmj1G0Ue7Xyab3cbZR6rUq3U3nXKXebpW6j8q5dOVsviChHxHkG5imUy0AcGRFSUD79ko1DbBLKpV7kseV88mUu8YxNruSJcD4B5VMrbGI5lwzzJMISkEBEeBLO4xCbQjgS4XCIJWGOhIQUxKGRfOwlm1rOp8NsaoVLvlhPhHOp5fVEeDWxnEsjHAHzRDSPwywJ55PR9QS0jofXcTiPR/OplRwO5XE4n4A4PMqTET4Fc2mMIyE+GWdTMZ6CRRIRSZQnYyye4Om0QKU5Js5TMZZEcmk0l0qsk0g+BfNplEtHuCTKMhBLYXkc5agoh4c5PMITcB6H2VSYT0EsgbBUOE9EuRT8z4kjoywV5WlUoCA+AwuZ9ddbrVK3VTlrVrqtylmr1m+Vzw9LF63yeavUa1d7rUq3Wek1yt12tdsu9ZulfrPca5bPmqXTVumsVerWiqe1crdV7DaK583iRa10Vjt419w7qe0d1vfO6tvvmqXTV0L5i5tff3/3ix8++/Tr27e+uHXz609ufnf3+g/3Pv58cT65jO1vH7/aaG6y9R+/QpKoQKYZMfNmf6tTWC9+9uDL2e9CD59+W9puS6tvv715/97M3KTfP2ZyjNk8PqttxO6edQ6Pux0hjz/oGppxBma9wSl3YMoTDLm8kx7/7PD4gi9wxTc8OxKc8o9N+oIjTo/H6Bq3uqccviGTdcTq8FutPr3FqdVNXbn36MHwrz/LPv3mm6sPqE///eDHB+rHfyj/+1zx/L/ax7+oH/woe/yb4uEj1fNvjOR1gJgC0rPaR7fkP/7nw5djjue64YBC4TYYghanR2dwAzqHTufVGwJGw5DB6lZp3Dp9QG92GHR6YNBpAtwmvQ3Qu7XmYb3ZrdW7Qb1RNmBRKdwGg0mtcZv1Jo3cpFC6tEa7zuAAdQ61Tq9U6pQKvVwNqmR6lcyjBqwKtUEpd2k0RoXMqPnQrJHrNTKdSiUbGNAqVD6dzgWAbhVoVchBhcyu01nUSq3sA61MZgCUsvf/L83AR+/p1HI9qNRp5YB8wKwDLAaN3ag160CrGbSYABMImNUqO6h16A0Bjys0OhwcDvz7y6fl7c7Bm1p1p1Pe7pR3jsq7R+X94+pev7rfa+yd1g5Oa8Xj+sFxdf+sVjlplN/VDrq1/V7joF8r92ql81r5tFY9q5f7jcpZrXzSrJy92ttDOQLj6KhAQwK9wtIIS0U58iWffMkTy7lYNJ8I55Mvc7HweuxlHoHyeJilXnKJcC6+nI8tCzjCMTGexHgqwhEQT4T5NMSmokIa4vEohyM8HmGTz/JIOI9Hc3SUw6FccoUlV3L4ynrqRT4eycfCbBrN01E2FWUJKIcjORzO42iewtgMzFIIh8McgXAEwpMIxyQ4GuPIJEvh3GqCp+NCGhbxhMgkhAwqZOIFOlXIxMW1GE+jeRLOEUieiOZTEJeGeRrjGIxl4uw6wtIwR8P5DMzTCE/AuXSEJ1Z4EuZIJEdEuXSYJcJ8GuISEE9EBRrmaVggMY6JC+sYt/p2t3ZYPW+Wz5uVy2blsln6q12+bFfOO5WLduWyXem3Sr1Opdcs91rlfqvcaxbP2+V+vdRvlXudardZ7LfL3UblvHZwUS9266WzWum0cvCuvnfY2jspbx93Sqev2N07s7f/deve1x/fv7N47e7CtU+vLn08t/DdzZufX79NpAtvpNaGUOHWNg92mjuvGnuvOttvT9++7uTXXt17+PH0VxNR9MUGt0sRmZc///5xaGJuyDvpcg/bHB6TcdhkH7e5Zxy+OffIuMP/9PGPKPKChOMxFELhCPL8CQHDueRqjsit4asRNLyCvIThl1dCs3Yd4HGYfHrzsNEaMDpdJovLaNbLlEMe4NNPgW8ff3Pv9/Xb3/7w8NHAL78MPnkM/v4U+P0p8OTJB//+0fvowfWn38iT1xRRnysdUv1yT/3rb6rPAyr7gNJrBINag9sABs3GIbNlyGZ3abR2g9pjNXu0Wo9J59IZPHqzSamwKjQBk9WiAT0arUsNGtSaIb3Zr9O59DoHqLFqlC4D4LVoLaDSDCitap3HoHeZDE6txaRW6UCFAVDpNDKrXuHWa20AaNWoHaDWqgeMSrVVoXao1YZBNSCTmwGZW6u16XUWtd6kVBnVSjuoNcoGQfmgXaO2aBQmjeY9HaA06jUOvdqsV2lBuUmnMJpUdqPWolXZzHqP3mjQ6BxWm81i9zu8Pr9/IhD67pOne29P9l51ym+OK9vH1d3j6t4/Afikun/aKL6rH5zVD3qtUr9V6rYO+rXiRaPUb5a6zXK/XT1rl/rNSq9ZOW+Vzprld9XSaXW/RUqrkEhiHA1zNMpnoxz+gk9DHBNmyZU8sZJPRVgK4ggon4qyxHIu8YJNhtkUnCfDfCLKYhEWWxHSME8hHBnlkhCXwlgCY1NInojyKYglozwVYfGVfHyFTYV5MsyTL7lEmE1E8+k/2UQ4l4RzeDRHRDlymU9C62QkT4Q5AmEphCVRnoQ5HOVImKMgHkdYJsYyiICjHIXxZJInUZ5JcmRcJBMFOr6RiRdoTGJQMYvxFMymwhwV5XCEp2COwHIkxmUwlo7lKYQnV0QS5mmUw1GOirJ4hCNhnkAFBmXxKIcjLImyBMIxWJ6BOBwWUghLIzwNiwwsZhF2jS6Itcppq9ZrVbqd8kWretGqXhyWL9rlfr1y3qxeNKv9RqXXLPebpctW6aJdumiW+p3yeat00Sj1OpV+u9RtlfqN0nmj1G0Xz6vFs2bptFHsNfbPatvHzVJvg91ZunLnsxu3P752fWlh4fbswu3phZuTc18t3bp385fxscdidm+T3yNSzMGr1vZm+1Vmc2uF2ueKbzfKq0wexuL8+uYbvphbze3yu1/O/mvWN7o0PDzvcgWdnln/8JjTM+MNBs22r5aWdjel/CpNkUQ2Q+eJxNu8+DqXk2hqOy+xuVwKj0MxBEnHvv3qO7NS5zMZA0ZnwOzwmCxug8lntgRsVo/Bph4Y9Hit1+9c/dcPP/76UPPrz/JHj+Q/Px74/XftH7+pf/jG/fOD6ac//t+J+cF4wJia1L74Fvz6c4MN1HstVp/OYAcBj14/bnE4dbohk9mn1Q0bLUNmm1mrMwGgXW9x6swendmuAw1atUEjB9WDNhC0q3Uu0GBXavVyjVUDWNQyi1rlAgw2pcagUFmUoF2hMSvkNkBr1ercOoNTozVrQL1ablerHWrQrtSYFKBGqdCr1A612qKUaQdlyg8/1KplJo3aqlTbNaDTABoUCjOgBxVKYFBuUAIWrdqs0bxnNmkcBnDIbDLrAJteZzeBFhPoMJjsep3NqLOYtQ6H3e9xu1x2v8c5OzI2Pzb9w/3fK2+Pi29alTeH1b12ee+4sntS3j+s7p3WDrrN4rvG/lntoF8/6NeL3VblXaPUbZb6jXKvUe42yv1m9axZOWmWzprls2bxrFE65bc2MZ5BRRrhCVggwxKB8iTKUWGWXGGTUS6FsHQsT6AsjrIkwqZfsIllNrHMxSJcKpJPRdlYmE+84BNhIQlxCZglIhwB82RUTL8Q8ZdsejmfgFgizKYjXDrKUhGOjgpUhEuvsKmVfDqynl7h0st8EmHTUZZYEUiYJTCWwHgGYzNxjoZFHBLSkIBDAgHxaZSno2IG4mmMz8ACiQl4TKJggY6LTGIjm5BWUwITEyhIwCNCCuLSEEeHWQLlqBhLR3kqmifjORrJ0xE+DQkknCejeSLKJ2E+BXMEwtMwTyAcFeWJKEvCAg0JdEzIIAKJiHiUpyGBiosMymdRIRsVMtJ2sVO5aJa6R5W/O5W/O5W/2rWLVuW8We0f1nqdynmr1Duq9Q6r5/VKt1Htdcrn7eJ5o3TZKvcPy9126aJdPe2U37UqvVap29rvNQ/OaqWz+sFZbfe4Ue4WcgfXJu/dmLtx/dq1xauLs7OhhenQ/HDw8Rc/5Jht5E92+/XR/tvT/VfNdALf3W5xj8I568geye1sdd6IpWx2Y+9VW2L3f/njt5fYy++//mHeF/hkKnjbP7To918dGgo5HXPD4x6L5b+//Fx7c5CnszhOItDzdHJle03ayb7eyOWJeDSK/JkmU2EMhgl45fnKiMUTdFjGjDavweA2gMMmu1MDukDlhNUWcrotakApkzud1q+/Uf/xBHz4SP3zI+Vvj8AHD9UPf3r/2dOP/vtIgc/L1q6qiAXFoxtgwKweMZiDFqdfawwYrV69MaAzOECt12iwgGqzSj1kNIxZ7B6NwaIZHNZpR40mn1bj0wMuLWDVKC1qtV9ncgJak05l1WqMSqVJo3EBOjegdgIan87iALR2LWDXAFYV6FCrXYDKoQGdGq1eJjOolFYQBOQDeqXGpgSMGo1erdIrlWZQaQVVZhVg1mi0g3KdTKbTyiyAxqzSGAGNVikzKgb0coVRoXzPoFNZQCWgHDRqVXaj0WkyWg06px60mQC9CTQaNRYz6LXa3HbnsNczMzk8PTH2/ee/F7ffld+0y9tHtf2j+s5RY+e4sf+uttut7nerxZNm8V2z1G+Wup3yWaty2ip325VevdRvlnrtSq9e7bbL/XapW68cNyrvdneqmLSKShlYICGOjPBEREhDXCrKJVe4dJhNoBwO5ekwm45yOMxiUC4WzVMvOWKFTWNsGmbTy1wiyqZfsqkVIY2wcYhPhdn0n2IKFoiwmIzyeJglVlhihSUhloiy6YiQQLkUJmRecKkXXDzCpf9pgEBCGmFJRGBQnorzDCLSMYnCJBoTGEzMxPgszCYRDoc5EhFoRMxgAo2IdEzKxEU6xtNxiUqINMJnYwIV5wiYSyMClWAZiMURNr3CxRCORjg6zCURjozyJMzRGLuKcDQiUDBPIRwB8yRUoGGOibOZmEBGeQLiKJinMD6D8TQsUohAIwKFFLJxcTUprMHSemyDLRWPDmsXzVrvsHberp636v3Dxtlhvduq9pvVi075olO5OKz0W+V+p3reqfba1X67fNGpdlulXrtyfljttSq9VrnfKHabpW6r3P2nUVPdOWmVzrdyu0vTN6/NLtxYWLx57eri5Mz1mYWpwMizn/+o7p4dvO1somuv0+L2RpPNSDtb9ddrB1sIs1eoVra7hfxeMk0V33RSiczUF2NXfgj+9Oz729Nz9yYD/5oYveWzfBzyXht2TDmHQn4/HY+Xt/bWKGqNodYSaTaLrzOJzdz6a0FkKAJBoQjyEo4vr2cI+MkvC177pNMw5bXPW8xTdv2Y1zFktHvMumGzMWDSBB2GkN+pen9wNCAPr9h+/k39+x/Az78qHjz86MG/1Q8fuX/7jzx5RRkbM1ELsp9vGYfMJo9e5TXphgzgsEnv1KvNOoXFoLEbQI9eE7QavCat36idcOj9WqVJKXNoNU4NMGK2BfWGcaPepFaYlfKg1WrSqewqpQfUOEC1T2t0GkGrWmnXKF0a0KpQOQCNTaWyqjUOHegElTZA6TICWrXcrAWtGsCkVrt1BotK7lYOWlUKP6C1KFQWQOHUaAwquVWjBAYHjMoBu0oNfviBWQNYNWqtXGHUAu/pQaVJCxh1KptBazdrbXq9Uws6jFqrCXSYdU6n3uY0+ry2gNs+4R0ZCYRGRse+/fTX8puTynar9Pa4unNU3z6s7p009nv1/V6jeFY/OKsd9Oqls0a5Wy9366VevXLWqpw1y6f/cFqn0mtWe41Kt146K1eP6U0B5mlEYCCBRDgCytFoHkfyyRWRhAUc5ogwl4Y4MponVtgYzKYQFg/nEmGBjvAMxJEIm3jJxaNcEuaSK3wS5tJRnljh4hCfivBkVEhG+PgymwgLcYjDw1w6wqajfOo5l3jB4StsKswnoyKOsBTCZ1Gegnk8KjIJgU4XKGyDQjdWsQKDFWhUpOM8HuPTGI9jIhMTGETA4zyNiExcouICmRKycYFGhQwkEChLIPkUJKRRngmLqbCQhrk0zFNRnopyNMxTcB6PsmmUJzCWRgUS42mUZ2COhgQGE6mEsApzGZinYzwTFYioQKNcBuNphGdgkY5JGUSkEYmJSRm8sBYTVvOvt1vlfrPc79Qv2rV+p95r13vtSv+odtmqXLarl53KX+3qeav8V6vca5UvOpWLo1K/VT1pVfrH5V6r1GuW+4eVfufgolnq1Ypn9YNevXha233XKp1L+b0bczeX5q7dWVj45Nri3YXb9xZuBgP+Z789L785LqzuZkeuiXe/Ke28O3h1srPZ3t7sHByc0cQbaJnf3eyU3h4X3xwTzNr9x3e/fnKTINP3F+7eDbr/NTl+LzR0P+T8dHJo1GSYHvWXt95w2dxaNrOWjL3KSW8EcS2DrzJpnErgVIxh0mE4nEgg2PNfo4+//Xp+5rrddG3IeMNruuFzzzn0Qbt21qufd4NTbmDMCYw5rG69aX5G//Sp5pcHg788lj16rHr6FPj2e+u/vrz389fvpxblkM0cG1E//RKcmTC7dQa7UTdkMo/ZrE5Q4zCohvVAyKSdtOjnvMaQUzOkA2cchgW7YUgnH7OBE3ajz2QKOXXzdp1fK3MCg0aNbMgMBk1A0KoImQCXFhgx6fxGhc8o85o/curkPkDt02ocoMIJaOwawKcHpuzaUZPKq9OMmgxBBzjmBEZsmmGT2q2Rew1Kp3bApBl0AUq96kOLTu0ENC414NcAZvX/MmtVTj3oUCutatl7JqPGYdJ5rXqfzWgzaK1GncOsdVpBh1UX8NpHXDavzRpw2UfdtqDfMz48OhEY+/fdJ6XXx6XtZnG7Vd07ru0cVvZPqsWTxsFJrXjaKp82i/1mqdso9avFXrPSa5b77WK/Xep2Kr1Wpdeu9DrV0/pBr1k9f7u7g3IZTFyPCxlUyEJiFuHICJeGBBLjKJijYIGJcXgiRyBsKsLicJ4Ms6k/c8mXfCrM41E+HRZjUS4eZmNhLgGzKZijw0LqpRhbFuiISK0I6RdCKszFID6+wieX+dQKm4ywyRU+Hc2nEDYV5omogEM8iQqZqEDBEg0X6PgGhW1R2BYT22KwAoNJdFKgUSGNcVScY+I8g/AMItAJkY6JZEKkUSETKdBxnoYEHCqQcY5BWALm8QhPh3kC4tNRLgVz1D9PPsLTKEegPAMLRFSgUJ7BWBrhyRjPxPIMypEITyI8g/AZSMwsi3RUICGBjgqrSZ6CRRyVcqiYjRbWUImOiRRWWIuJ2bfFSqty2a71OvXLo9p5p3bZqfU71b9b1Yt2tdeqnber/Wb5vFM979T6rUqvU75oV/qHlW6n2utUe81yv1k+b1X6rWK/VexX98/qxbPS7rtW6fJVbndp4dbV+cXb167fXli8vnD16uLVGd9U5AnUKHbfsPW3scJrQtx93drbaB5sHe5vHVdeH3/7VWxu6qdXYmP7VWt/83D3VWOLP9jK77zKVe5N3VwccXw+PXknGLg95Ph8MjjlMD/8/O7+5h6RprKJ1CaR3eVfv8mJ+8JOfjUXiaNYOobFEZxOrqVSv353+/mP959+9+1dl++O3z3ntYVc2gW7adZuvjFqv+o1LPpMCx7Lgs82blR/sqR/+ivw2yPwlyfAg4eyXx4p//0j8P23nmf/UaWvKuhpgJxQ/Hb3w0/va/xmcMKin7Wb5uymeY9xxmGcMYBLPtOUWxc0K297tItO06LXvOQ2L9rBaz7jpF0/5wDHzJpRu2rGpZ0war1ahc/wwYQJ8IHqcRM4ZdGOWfWzbuCqWz9qUk3bdEEzOGU2TVt1ATM4aQBCOtW4TTlilnv1Mp9JNmHTTpq0AQMQNIFjJo1PpwhZDCEHOGXXjBg1QybNiF45ZFA71QM+vcyl/8CjU/hBddCses9hUGr1cqtBbzNpleoPnTrBbGAAACAASURBVHqVzQJYzVq3URdwOL1uh8Wq8zqMHpvD6/EHR0fHx8a//PjX0uuTym67vNsu759Ud7uNg3f1g9PGQbd+cFovdWvFbrPUa5bPGuVus9xrVXqN4vlhpdepd9v1bqvaq1e7zdJFs3JCbOQxcTWxkUUFBhMyMYGOCRQs4IhAQjwTFnGIpxCWirFUlE1H+TTEp19yMMwlYC6JcEmIw8M8jrIEwsajbAriqKhAQAIBsTjMk1EuGeFSsIBHuTQkECtSelnEozy+zOOwkIK4VFTEIwIVLdCIgKc4AhXwmEgnNqjYq0xyczW+ycQKDCaRMYlCBBIVKYSjIiIDCQzCEwkxGy9QCZHApWxKyKISHZNITKBQiY4KOMYRkEDAAo2IdJTHIyIT4ZkoT8B8BuazME9BAgnzFCTQKJeBWRoRaFjILEs0JDIIl4kKBCaQqMBAPI7wNCRmESED8xlYWsMKWVSiUDEbE9diwmpMyiHSGrUhtevdw8pFp3bZbl4c1f8+qpw3K381q3+3axedxkW7enFY+atdO29X/m7VzpvV/mG1f1K+6FTOD8sX7dJFvdirF88apV6tdFY76LYOeuW9k065L2U2r81eW5yevzV3bWn2yrWZ+bsLN+bHxr/519dZOrcr1fd3uwc7pzubh7tbxxtsEcfze9uH68wunSzsv2pvb7a3N9qVt6e7G8369rut9eonc7fuTg4tjftujHiv+5z3pydmnY7Ey+fr/HommVqLxXal19vsq9ecuMVJZCadIJBoDHuGRCgiAT978PTh3fCTzzNI+PboyM0R+9KIc9qvvxPyzXmdow7dwpB20aWfd5nvBazTNt3DHx2//a56+ED539+Vz54rfnogf/pE9eS5+j9f/j+JBRW1qExfkT26MfDwJ/XNCdWESzPr0l7xmD4eNi0FzMM23XW7JeQAx82qBSdwbUJ3K2C87rLNOMCrXt1Vn3nOoR7XKUYM8qBTPmaTT3vUEzbgilE3Y1IELfphs2bOpgyZgXmXbsasGTUOjhoUAa1y0gRMWYAZmyJg/GjYKQvZwGG93KOVu4yDoxbFmEkZssimfFq37oMh7YfTDmDKoRzXKQN6xaRTMe9Qe/UfGjT/4zR9FLKB42a1Wz/4ntuqNxpkOs2gVilXquUmo9JoGjQYVQ6TwW7Uuh0Wt13vc5lGne5hr3t4OBAMjN6/8/3Bm6PqTqe0fVjdP6nsn5T3T2vFs+Z+r3Vw2iidNg+6nWK/U+41S71aqd+snLWq3U653y73O9V+q9o9qpweNbrSq1cwj6MbJFLIQmIGlRiUp1Exg/EUwhNRkYjyOMrhaJ6McEkkT0S5VJRPITkiIqZXeCLCxqN8KraeWsnBK1wswsUifDKeJyE+FRZSEYGIsCmIRSAuFhFS0UIK4kmMo2CRhjkKYsmXQirKJ1ExFRNIVCLRApmU6ITIxCU6IWWTG6uJjdW4mI0JFCImYYlCRQoW0+ECDYsZRMjEhSxWyMQK2aSYwaQMJjAJkYgLdFwkYTGFiKsRgcF4BhVIWEgnBAIRCZhLJXgKFSmUZyIiAQsUwuGwQCE8g+YzKEtDAo2KmZhEwSIdFTOomEEFMiEQiEDBIonyWUzMxqXVuMRAEglL2aSUS2ys4RvrmLAm7VcOm+fNeveoeX5UP+/ULo5ql4f1/mHt8qh+2apdNGt/NWuX7cpFp3LRqZy3KheH9fN2tdcqn7drf7Ur/Val2ymfN4qXjeJZp9St7xwfVc7F1a27Vz++cfXm9SuL92Zv3JievzY7PRUcWpid49al0lZtl6/FseQmv1c96O++qa2vSgdvu7lVIZ9dK24f7260t7faNLX6RipWdnup8PoVt+f+1OitUcftiaE7AetS0Hsn6MXi0UxmPQstb+XZ3cLbN2xhm9vMMRmcTBB0GkvFUhT+54vHv/342crjH/JpdIcVv7x+a8ZpuB9yLQ7r7o3a7wzbxh2qW37Tktey4NcvuBWTfvXPj3TP/pD99EDx8y8f/PRQ8eTXwR++N33+TeDZM038+gcRl4Gc0jyc+eDHB5ovrstCNmDRZw7Z1VNOxTWf4brXfMVtvmq1hqyKRT8wbwCmbfKrTvCWWz9hV1xxGhY9ximbNmQBxrXKBSs4Z1eNm1TTdu0tl2raDEyZtZPmgZte7bxNs+QAQyb1qH5g1CD3GgfHjeppGzBiHpxyAiGbetKkntQDwxbZhH3Apx/wGwauOIERk8qmed+hGwy5wGmbKmCW+83qGa9mxiH3gYMBi3LaoZlyKEI2+XsGvdpgUIE6mdNqcZh1Rq3aZtDZjXqn1eizm9xmg81ssFuMTpfN5XNNjYzMBIOf3vphe/Owstup7nRqeyfN3bP67rvawVn14KxW6jYPuo3SWaN03in1WpVus3rWqnQPy2etcr9duWhXz5vli8PaeaXYiPFMXGBQcRUSV5GNVUSkYzwT57Mox0Q4GuaoRC4b5yiUJ/5PgUnAo7kkytFEjshnST5DSCQs4i8LTGydwqhMIpGLR7k4xuFRLrUiUitSOsqnYA6PihTCp2E+CUnkciG9LKTDQirMJ17ysWiBjm4ySCGDFjKxDSZZWE1JWVTKwAUClvC4SKM8BQsEIpEYTyECgUg4JJGYmIkLq/HC2j+AHStkMTGLSAwi4XGRxAQyKqZRMYMKDCxQCE9gEhURcFigYIEOCwQqMsj/EUg0zGcggYR5EuPwmECiYgYSM1GBREQGFShEYhCBQkQGkkhYpFEpi4lraCGLSNmIyEAbq/GNXLKwShTW8E2uVDs5bv51WL9sN887jfPD+vlh/eKocd6pnx/Xztu1y0718qh63q6dd2oXnerf7Wq/VT1vVS47lX6zelGrnDcPeq1Sr13qt8rd2u7Jce1czG7dmLu5tHDt+uLC4tTMtcnZG/NzN2YXJnzjeBhvvm3tFWoSu/N2s45CBRzbrhycbL/u7GzV9t4e7W629qVScavBrfJvN+r1vdMfPn+06Ld9Ojlyb3zo5pD7i5nJGwH35zdmsjkqFYvk8cSesPU6x20Lm+ur68l0iqHTsRSK00kqhf35+N9/PPwcifzGZTJvxY1n//5+0WlaCjjn3KYFr/FOwD7v1t7w6j4ZsX06Yp/1qO9cv/LTT86fn7z/2+/ax7+o/3j+0eeffeAEPhi2Km4tvk9cH0x41clJ9e/XB374z8BPt3U3rdZrfu1VNzBpAyZcupteYNoGLLp1czb1kl931W2c9qomnMCUAwy6VAse85RdPWZSLLiNV6y6CZN61mQY14N+o3zcppx1gFfsqikzOGk0ztm00zbljF07ZVXMOMAxuzZg0kxZtGMmxQioHDeoJiyKcbtmwqhzAQqHfjBgfH/CqJh3qQM2ZdCkCOjVEy6136YKWnQhuzZolM3Y1dM2YMYMjhs0EybgPSOosgCARQu6zEa32eA0Aw4T6DYDLpvOZ7ParQanw+S2Gj0uo983PDI8FhqZ+Gzpp7dSo753WN0+qu8c1/bPqvu9xsFZo3TSKnYbxbNm+V2r1G2V+q1qr10561R67Uq/Xe03q+ft2tlh+bRd7uY3NzE+CxcYTGBi0mq8sIqIqzGeggUSlpiYQKH/jBk4AuYyGEvAbBqSyMxmtsBg26nkbiq+m0nuEIntJLITfbmLrRww8bc4xGfTiRwe4RMJHo8KxIqQRkQ6Lq3HBQoR0qhARwR8WcAjPA4JRJhLhYUUtEEjIhWXMliBwjYYRMomhVVMoGEhg4kkyqejYjIs4ajEJAUSFQlUYuIiHZey8cI6KjComIkVmOQGg4o0KtIxgUQFBuFxTMogUiYq4DGWjvE0IpKwQKEiExMysEDCfAbh6ShPxcRMVCCjAgWJFCaSUZGGhQwkkJBIo0I2zq8iIoOIDCIwkJiJbWTiUiYprsc2c2iBTEirCYmNb7LpQg4tZNmdt6eNy1btvNO4OKxfHtUuj+sXncb5Uf3iXf3yqH7ZrvU7lct27aJd7x5Ve4flfrt63qn2O7Vuq9ptlfvN4l/VUr9V7rVKF5X9d4f181Vy4/r8jYW52dDE5MLk7PXZ2Zszs/dmr84EJ5amF/j5jzd+flndv9gS6/NTT776FCtuH21v1IsbjXz+TQHOrg1NH8Sp2t753qv2xqPoLVfg3uzkp7OBT2Y8i6O2r65PLQ1Zf/rPv95w4nos/poXhLXMFpsvrOVT6WQ8TSDxBBpD1qkM9N8fwr98knrx6xodZ+hkAl7Bnj+/OTp+w2O/7fNdHdZf8+tvD5nnXZobo4Y7I5Z5n+rjb3/58Qfvb78A33+veP70g+++GByyqoI2YM5hGNEDU8YPno5+tLaoebqk/M+Djx7fkn3qNsx5VEtu7dKQ4ZrLfMWpmzCrrrh0Cy5wzDR4bVi/6NZOOtULbvV1p3bJZ77hNUyb1DMuTcihmXaqx5zqGY9mzKIcs6qn7OqQTTnnAGYcupBRfcUNzjp0UxbVpANYdIJzVuW4QxHyqOb9mjG9bNKsmvIoJh0DYzZlyKkOWQfHLfJZtzZoUl1xAmMWpRv8IGBWjpqVEyalTzsQMA/M2TWjRtmETT7mUL1nMuhtIOg2aix6uVsPeqxah0llMKnMZo3FYPBZzB672eezjrrdAY93eMQ/Ojpye+nHV1ynsXdY3Tmq7Z/W9t9VD95VS+/qpbNGsV8vdZuVs3bl9LDSbVf7rUq/U+kfVrrtau+o2m9Ve+16b2enEpcymMigQgYR12PSGiZmMZFBCzQi0RBPxDg6zmfjPB3jyDjPxPMkyTEildyj4/skvB2DXyWi2wTzhqa2yNgWvLKTQnfj4V0mvZMl3mQS5Fo8IuArQiIsJmExAUs4LNCQSKISjvD4ikAu8+SKkI5wqWU2vbyBQxKNSUyskMEKdFyikyIVFymssIoWsrBIJUUmJhBQAUcKNCyS8cJqsrCallZT0homMkkhm5TW0QKNFihUouN8JioSkEgjBRqTKIwno0ISEklkg0QkChEZSKAgIRMT1hGRgPk0KhBRkYQ4EhFoTMiiYhYSmDhPoUIGFhhUZGARR0Ua5ZloIYVtkJhAxcQsJmUwKZsucMnCerKwjmytJjbZmJTfr7ROmn93an+1a3+1a5edxmWndnHc7B42Ljv1/92p/dWpXh5VLzrVvzv1XqfWb1cv2pVeu3rRqZ4fVc/a1X6n3G0XzzqlXu3g7LB+vkYUluZv3L56/crU7HQwtDg9tzSzMD85sTA5Pjo8+o03VIzzb7Zae1I1T+yLq8XawWmx1Nt73V7P5t9SG9vf//E2Ley+Oa5sH38+fWtm2HF9KvDxhO/euPeLGf+NEevCiAOHl7NJdDtX2ONfv+YL4louiacSRDJFJVfgCEkksWePnv90D37yHYcTO8KrfCydWH62SuFfXFlcGrIvjTo/DTrujRo/HtcvesCbQcvtIcvcxNC9R+ijH9x/PlE+eSq7s/S/XNqBe0Ht7RHbgt9+c9S26DJ6jfJb5v/5ZRr8z2PF73dU94yW60OWabtuyg3c9JrmnPqQE5jzAteGLeNWTciunDDLJm2yaY961Kya0CpnnMolPzBvAyYMmpBePmNRj1uVo1bNqEm9NGwetyoDxo+mvEDQPDBmlIWsqhGjOmBQTToUQbty1KGa94ATLvWkXREAFZNm1ZhFOeUEpqyqYa1s1gHMeMBRwweTNsWCFxwxaTx6mdcyGDKrA2bVnEs9Y9e49B/5zYNTbvA9g0FmMmpsZr3RqDYblQ4DYNaCHpvFaze5rUazDbA5TH67w+NyBXyemeHQcHDk9p1v94Tj2n67stupHxzX904a+2e14lmteFovdevF81ap1yift6un7XK/XT0/rPaa1d5hpX9SPW9WzluVd/lNCZPWUCkLiWRMWI3zmfAGCUs0KmQgkYwIBCRRkERjPJPgaVggCI7ZzeV2o8/3kvEdIvFq+embOPZq+cVW+Plr6MWb6Mu3ycQOmd7B42/W4rtUcgePUatYmE+HJSoqJcJSGhEJVEzDIhUViBUOC3PJCJ8M88llnnwpknAhi4gMXKBRKRMXGVRiElIGE2m0QGOFDFIgYxsMImUQgYkLJFpYxQo0JlHxApMUszGRQQskLNFogY4IqTCbxgQaKWQSGxm8sBaWqEgBj4kELNKRQgYq0JBIwBIFC+SyREREAhMZiCcRnkRFBhUziLSGSmRMpJACA20wsJiJSDQiUYhIQ1ImJq6iYhaTVuMbmdjGKi6tJaRMvLAWl9jUBpss5OjXhWbzvF27aDfOO/XL4/pfh7XLduPisHnRqf3dbvx12Pj7sPZ3u3553Dg/ql0c1i+OqpftynmrcnlU7Xeqp51ar106P6x0G/snR/XLTEqcn761OH1lfnryykxodnxifnJ6cnRkJjjy8ZUrwaFgdAVn88Jahiu9Od5+/e4tvvX6WfxArJXenL7iaxsb5frBZePg8uHXj6ddvvtTwc+m/Hcnhm8FvPdDQ9dH7Pfng2T0BcdkdtjX2zmpyG9zqzk4gcbSqUgcjlFoPPri929vPv5+hkFevuVebdB56mWUxXEpm/3z0cO7Q46bw5alYc0nAds1v+XmiOH2hDVoll2/Nv7xD9HP7lvDzwa//QwYN2uv+s23R7T3J+y3R013fZYFl27Gq/GbVVZAfuum4sdbumtWw7xbO2pUBM1AyKK54TVecxrn3fobfu2sXTXv11z1agPg4IgFmPGYJgyKEaPsmgtYdGlnncCsDRy3y0MO5YhV7rMrxx1AwDg4pBu44tQu+sFpt2LSphi1KYfNsnGLYsojH7UoJ/TyCZt2wgFMWNXjduW4DZyzKqccqgmTZsSsmLDKJ62Dw3rZpEM57VCPGOQjZvmYTTXl0E04tWN2YNqhCljkQYvyPa8edJhUViNoNgA2A2DWaRwmi89idNpAu0nvsVh8duOQ0zLkc4z5/WOe4ORo6OObP7zmDmu7J9Xdo+reSfPgrFk8aRZPmsVu9aDbKr9rlk9b5V6n0j0sdzuV3j8rmcNar1PpdmqXr/cOYiKdEjKogEc30tFCBpFITMRRgYYEAhKIFYGIiDQqkrBAYQKZzFObebqYhrZj0ZKQf5uEtp/99ubp47fPn7yJ/rlNpbap5FYc3sut7a5n98n0WyL2Oo4eZIi1NRzhcVQkYCEdk2hYoiCBwkQC5dNRLhXhkogQXxESYYmIihQi0pjIYAU6LmZRkY6LVExaRTeyMZGOSZkkT6P/mGGJRAsZVKJiAh4Xs0khiwoMIpFxkYoLTJhLoQKRlDLxjWy8sBrfyMWELCIRcYHBhFVUzMISuVIgUJGEBCIqEZBIIxKNCFlYoKIFPCoRUZGBC0xCXI2zDCbQUYlCpSwmZlGBwgoEIlIJMZuQsvGN1dhGPlFYw6Q1dCOX3sinxbX41lq8sLa5Xz5qnrer3U79fx/W/j6sXx7V/jqpX76rXxw2uof186P65WH94rD291Ht76P6X+1qr129OKycH1f6h+V+u3x+WD5rlfq1vdOj+nkmlV+cvjk/PTM9MbswObc4MX51en56aiwY8M9OTE4PDftdrl8ePdnfbtZ2erXK328fvBAD89WNYqP8/+69qlMEs0Zs3r362YTD+vl04H5o7Na4696E+96478aEbylg+/72NSkee73GvuIKb6WtwjrPkEmKSaKp+EocIuOJ/37/3a/f34g+/f7Vuvg294pcQTMIciBsiqv8v27fuuF3fBz0L3lMH49Ybw7prnkM8157yKG7f8v/+U///eHHkaX592dt1mmPZtalv+rTXXPrF3zmW0Hjgl913am7P2Jb8JgDWnDSrJ33GG54TVddukmbLGRVTdo1025wxKy8OqSZciinbZpFJzDhUi349FfdwIxd5dbJpqxgyAaOWAamHepx50fTLo1PPzhl0c3ZdTN2/ahHNu5UXHUbZpzAiF4xZlWPmganrMolnyFoUowaZaO2j4aAgVmHImRTjho1sx79hFU9ZdZOOlRjdtWcUz9iBqacsgm7ImhUB82qKaMiZFCErJqgTRVya6bs2kkb+J7JqNUaBwxmucGo0IHKgN3pd9qcVr3DCBh0GrNR57TZbDajy20b9vmCo2PTY+O3Fr94JTare0fV7W69eFbbP60WT5vFbuugVy936+V+o9xrV87alYtWudup9tvV3mG1265127WzeuWY2OIwLpsUVzEhA0k0VKDhAgMJdJQnwhIOCeQ/ygQTSVQiEZ5kBPogt74TD++i0E4ysQ293Fl5uYOFd/98uhd++RbHihS5gyd3cGInjW9T8V0Se5NEX8eRt3gsncdRnoB5HBZIRKJhgUAEMirgES4NCUSUJyNSKiylVoTkSiER3aBjYjZeoGMSGZPohLSKbWTRQgYuZLECHZNoTGQwKYtKGUikIiKJChQmMKjEIAKNCFlMZGICGeOZlJBJSJl4IYNuMDFpHRNoRMTRTRzaJGEpC0kkJFColEE3snExA4s0VmAgkYoUyKhEr0jUcoGBCllEYpACg0oZpEAmNhhEolCJwsRVqJCNSdmklI1vrWKba9jmemIzm9xaTW6uJwoZdDOX3uCr9e5h/a9O4/y4eXlSv+g0LjvNi6PG5VH94qhx0apfthvn7frlYfPisH7Zrl20a3+1K+ftav+wdNEq9duVd4fli8b+8VGzRyZzVycXlmauL80uToyPzo1PXJ+amgj6Z0aDU6OB+Ynx6xNTQY/v1sLd3/7zFF1hqGWSfBajksLLJ6kfv/jl7tW7HqvNZdZdHfPfGPFeG/ZcHXEt+R23Jxz3Qparfs+01x59/MvOmvgqK27mCjSxlkjF0lQ6nkCzDL7y5LfH39z570/3cxSxI7xag6nks2elV29IiFoamQ65LDN+69KI50bQeXvUfCdgWvLpbjhMi1btsFM5uXTvenA4ZNIMmeULLsOsFZx1ycesgxMOYMkD3gsYPxtx3vKbrrm1t3ymL0Ycd4eMn43bPx7WfRww3vHrQuaBea962CyfcSuv+XVjRtWw/qNPAvpbPt2YWbbg1s95tTMeYMFjnDUDV5y6GZfqpscw61RPONWTNsUVJzBtVU/a5RN21ZxbO2JRj1jkIafarfsgYJZPupSzLk3Ipp61KadsmikbMGpUj9uAkAUctyrGTPIpp2rCrvPoBkdsspBNNW4eGLV+OGuRzVgGhy0Dsw5NyAwMm1UTFvl7Fj1o0gNWs9ppACwmldemc1tAt0nntul9DovXZ3E77UNua8DtGB0aCo4GRsZGlq599YqrNfZPqm/f1UtH1eK7xn6vXuxWi912+ax90G9Vep1S/6j0V6fS61QuWpV+p3LRrF0c1ru7eyVUzMQ31xJSNvkPrIo0KmUjUgYV6AjHRMXViIBHRCIipCE+BbOJwnqmtJ7bz+XKDLGPIftR+A2T3qFTuwi0l4htI1CZovfp/Ns0vhPDtklqn0m/jUd3YOQAJXg6jnFpTCQQkYgXVtECA/NMmCcjXDrMJ1f4dERMRaQ0LBCwSK0UCKhAIhs0vEFiG1RSotENIlGgkxId38ikpFVMyqISlRDXUIGJ8uk4T0MiDYk0VCAhiYFFeoUjYZ6Ji9lkIRsTsxFpFZEymMggAoUUaESiMYlBCkxki4puUvBmFtogIYGCxDTEE7CAR6VUVCAQnoQEcrlARSU6LNKIlMHETESisUIW2cygEo1sZmNb2cQGEyusxQqZpJSLbeTIzTxe4JKb69hGlt85OG3+fdjoH7X+Omn+ddS4PKxfHtX/4efLduO80+h3Ghft+t+d6t+HtcujWv+oenFUvjiuXHQqvaNy97DcrR+cHVcvktjqwuzS9dmrc6HZmdBEaCQ4NzYyHxyZCY1Pjo6O+wLDPtfsRGDM63DaTS6zZcjlD/iCXoczYHUM2RzDLsv8uH9+YmhmyPx5yHdryHMv4L8X9NwIOm6Mue+H/J+Oe/16zXd37otkZpUgoggWI6hlFKEonMawlz999efD2yT03608m0tRyC//3S1swH+EQy7notN0f2Lk3oT39rB13qudH9IvDVuuu3WfjDvuBq0LTuWkVbXoNdwa1s/7gZs+3Q2X7o7fcNetu+40LtjVS07dDb953gUu+W1LXsO8VT1rV8+7gaWA4brLNOfUXPHq5+zgrA2ctqgWHeC8zzpqU90ZtsxadDN2zXW/btFrvOrVzdiBMbNqzCKftCsXXeDtEeO8W3/VoV10amec6tvDxpBdPuVW3nRrZ21gUK8IGJQhpyrkGpx2ANMOcNyiHTMBQZParR302wamncCsR+fXyqYs6nkv6FUO+HWyMdPAnF296NTO2dRzzv+PpvdsbytBDnT7b6zd3RKJHA+Ak3CQcwaYs1J3j8PeufY+49n1ju3tmZZE5JwjCeAkBFISEwAiMhMkRUrTfvYH3Q/t+63+QD1VT1W9bwnUYo5ZztIJZ/UgwwYwvuHxnkn4HKmEpQRlGCCFJHwY4CIyvhwWKiCRChbrYKlRhWrVqEmlMagUeo1x3fOPdLl3enTW+TTuHV30Dq9PD657J9ejw5v+yc2wczvsTEed20nndtS5nnRvR93bQedq3Lk9795WmlSglo0RuRiejxC5KJGP4nlfLe/Ds75aKlBLBeppXy3tq6cC9Vigno4Xox/imcNI/CAcPPB5D2LRg0LqIB9vbf9lP5b4lEwc5rMHO7ufdnY+5DKfCsUP+dynTHLf93Y/6P0YDh2m4uly7B2R8hOpCJkL07kAmX1XT/5MRN7X4++qie162otnvWTWVy/4iOwvVGybSAWIXJgsRvFilCwkiHKMSAeobIDK+vF0mMxFyHwAz0TwfLie9teT0XrWV8/6iWycyCeoShovFmrZZD0dJvIRMuelUiEi6yOS21Q2SJbDVCbYyITowjaZ/4VIBojMu3rKV8v66okAnvbhqVAtE6hn/LW0r57bxrPviYwPT/vqOX+96CfSQTwbpor+Vi5I58JUPkwVIo1MmCyE6WKMKkfpSqJRitDF7S3EhwAAIABJREFUGFk76o6vRp/PB3eX/bvL/t1Zf3pxOr3uP0xOp+end+en9+fdp0nvcdR7OO8+nZ08jHs3k950cvIw7t4NOzejzn3v4GbUe4gG8muulSX3nMPscBrNLpNt3mLxmI0OncKslKtUoEOnc6iwJZthzm5069UOvdxjRK06jUdrXLRprDqlRal0asBXRuh3FuVrg+JHq/KVAdlQgRt6xYZOtqaRL6phMyhY0mr+9X/9cyIZ+dn7y3bcn4sl/v3/ffn2D6/S3n9r71bxTDn4bz/Xi4U//MM/W0Hpok42h4k9cuFLvfClBl7XS1Y1gjUtvKAQr2CCJbVsAwVe6CSrRq4NZKyrxas6sVE260F5WxpgAQbciGge4s2DPLOM7VHw3XKOWjajF31vETNXVRKndGZBxVlE2AtKvg1iuqQsu4yNcRkQ+zu1hOOGxSYhwwbx1Dy2kc/0QBwXwjZLGXoJUwuwLDKuXspxgFwjwFKKntkgjl7G0APf2mWzHkxgAZgWMcMJsvWCWSPEsCMsI8BSC2b0MpZSzDQBM2rBcyPA0QvZGtHsqoJvhGfV0udmZHYe5rpAhkHCsIIci4TpQQUa8XM3ynGCjG8kXB4CiWCAC0v5oFSISMUQIMSEIkwqUCJSVCaQy/gYItOgMp1crVMpLXrd0sKPdO10eHTV3T/rHV33j69Oj2/7v7nUTm6HJ3eDk+tB92bYmw5Pbkedm3H3dtC7nHSvu0ejOF72E/kwkQuS2XC1FK6XA7Xiu3rWj6d9eMpbT3vxrL+W9tcywXo2UksWCtGPwe0Pf/k/H375ee/tv38K+I7S0aOk/0Mi+jEWOsomPmULx8WdbrV6tLNzUigfFSsHhfR+6P2nVPSoUv6UCFZyfl89Ha5lA2QhRpaiRHEbT76tx98R6V/w9J+JxNt63F/PvSeS20TKi2e8eDxA5gJk0UtmQ1QmQhWDZC5C5cJEJlJLhclMiMwFiPw7Ku0n0n4iE8dzWXJ3t1FvtqlPHz6SeDVfSWcryQieDeKFEJEJEJkAkQuSeT+dfU8nvXjSV8/68Zy/ngrhRW897SVS23jKi6e8RN6LZwO1nA/PB+qZcD3jJ7NhKh8i84F6zk/kfWTOR+SiRDFG5CJUMUrnI3Q5RpXiVDlMliJkKUaVY2QlSlV29g/Ph/fn/Ydx/27Sv58MHkaDh7P+/fnp/Xn//qz/edJ9Ous/jntfzrr35927cffz6PRu3Lsbd+6Gnemoc9c7urzsP8V82RX7/LJ7ft7udBvNFo3OotVY9WqHVmM1qaxGxbJe41IrrUqVDZMvGY0OvcaswowqxKSA3XLFvFJpwkC7GnihV77UqV5Y4C09vKqRvzEofzDIN5Xwig7xqCQbFtStAIyI9PUPL37x/pyJRn7+/T//4YeFd3/8h0ax0qzh5VAs9973eukVyp/dssB2GLDCrDW12KHgzmGSRRUwr+J5IP6yWrKiA+dh0ZISWEB5i0r+ily4gPJeG2AnxjZImFZYpIMYbog3rxQvyEVmGcelZK+ohesa4TLGd8sBJySYRwVrap4VmnHD3GUlRy2encPYBs6MnD+j4D4zQDN6CdONcAzwjAFkWyWzTpjtlApMPKZJzDZJGA6YY5EwDcLvDWKGHmA6UNa8nGuBGRbJcxPAMAB/Y5UyTYDAImGZZN+6UaZdzjSADJ1oVs5+rhex5KJvIeG3JmDWCXPVomca6bdOVGiQsGySGYuMbZQwDeJZJ8w1CGd1wPdW2cw3SoAvh4RKmCMSswCAKxHOgAAblQpRUKhGxRpIjIF8pVyqlCNKBaTXKvVazbz7ZbXYHRxfnXw46x1c9g9uB0dXo8Or/tF0eDIdnNyMTm7GJ9Nh92bSvRl3ppPudNC5GXRv2wfHQTwXxksxohQkssF61o9nQ/XMdj37jkhuE6m3tZSvmgoSmW0iFcDTwVqiXs0cRwL7gZ8/vf35KBM/jIeOk8lPxcxRKnOSzX3MZT/s1o9o6hOxe4jXT6q1w3ptP5vZT0X2s/EPycTHt2+b7/8Sq2YiRCZIpsPNQojI+OvJ7VrkbTX+C554SyS366lf6gk/nvbVs9tk1kdlvVT+PZ0N0nkvnY1QpTBViNOlMFEMU9kglQngmTCeTdGVHLlTpGvFanavUfvUbOy1m02a2qkSuwSVx3eK9VICL/rITAhP+6lcoJHz17LvieR2PbWNJ4N42k8WvHjGV88H6pkwkY/Us2EqEyTzXiLnJTJ+PBUkcgE87yOzAboYIMteoviOLL4j8wEyG6TyfqoQossxuhijChGyHKbLwUY51CjHG7tJupSm8W7v8nL0MOrfDQefz0+/XPa+XvS/XPQfL06fzvufz/qfJ/378en0vDednD6en3456z6Muw+j7u24Ox2ffB4eXV2cfg6/z81bF10mh8dod5sdNqPJqTNZ1aolu9mjNS7o9UYFrFEidq3aqlYbVJBCI7XpMJMKcxhVFjVqUaN2JehQSFb04AuN4oUOfKGXbhlkr83omhacV0veGKBNg3RTD20aoGUjhvEZ83bzX/7w+39/s/XHH9078XBrhyRSO94//OmFzelCRHM6iQuTLikAt4JvlnEckGhDJ12WC1d1HBfGcmPCRZ1kAxP8ziRdRrhWGWtTL1yRCxYhwZpCOq8UeiD+Msbd1AjfaIWrKv6cnL+Ecja1/GWF0A6x7ejssla4iAkX5fwVTOAG2XZsRidjqMVMJ8hbRXh2iGeQcOUcph3i2UCWTcLVi1hGOcsFiswCrl7wTM9n63gMvYRpAdl60axRxLTI2XYlzynn2uU8s5ShFT8zgrNG0TO14LlB+twJsT0YYwlhW2G2HmDrxCw5/2/k/BmriGmVMLWSWYeMYZcxdKLv7QDPgwrMMpYd4eoApknKVoueaSXcb2QAR8Bn8XgzoEiIiIQQwJPKOLCYL4cFClCsgmRKSKJAIL1CacTUerXRZDDNuzZ284ej44vjvbPe8eXp0dXg8GZ4fDc4uT89uR2d/FcajzvTce961Lsedm77navJ6RRv7XurmRhZiNYLPvy/Fqc+Mhes5327+e16NlDNRnay3mpqm4iH6sntenKXKO5FQvsR34e3fz7wBo53yh8LqU+Z+HE8epRMfizmTgm802h26/VupdIpl44LqZNS+jATOYj6TjLxo3joYzwS30mGiXyUyATppA9PhfCUn0j5qun39cT7WnK7lvwLHn9HpLbx3DZV9JJ5H50OUMlIIxNp5oNkIUzkolQhQOZDRDZD7bTa+/sfP3U+dhp0q1orNaqVD3tUu9X40GrTFFmt47sEnq9Vq1Q9Xcv78Mw7KuOjCz4q+47IviUS27VUAM//QmSDeNlHlf9CZn1UPkoWfGTOT+a2yayXKPrJYoDM++hsiMwEiIyXLnupsp8seKmSl8z56HygUXrXKPjpfLRRCNLlcLMcaZSCZCnarMRbu7FWNUTnGged89HTsP9wPvhyfvr5/PRh0n+8GH6+GN6d9+8v+4/j04ez0/uz08/D0/uz3v2k+zTuPIw79+Pu9Xn3pnd4NTn9HPGl5x2LToPdbjDOWUxuk9FuNtn0WodWY9VoLCqlR485lHK3Xm/Vqkw6udug9OiVToPCoQDtGOrQKPQq8d9brH+yzy/JFX9v1m9Y4VW99KUB2lAja3KhG5UsKOBNLbSGwW4lsGiVmwCxARb+3ZI1sf2HVq60Vyd//h9/cEqlJhnrhUG+JZctwYJFpcgu53lUQhvEWFULltUSDyzaQsSLiGhOzVvABG6E68Zm3RDnpVJmh1lzGGcTE6yAohcq/oaav6ASzKu4iwrOHMxbV0hXUcm6WroGi1xijhvluEDWAihYVIh04LN5Bd+F8G0wWyH4ziiescvYDhlXI3huhHgOmO9CBSaQ45GzzbJnGH/GLmXpRQyN5HurhOGGmHaQZZVwlZJZLcx2STgm2d86VRwzyNHJ2E5U4JSy7SBbBbIcKNcGsVwwb07Kt8i4egkb4nynFX5rgmfsGNuF8OzQrFXIskhYZui5UcY1gwwzMKMXP7cq+FaI9w3A46ICMQyIZUIWBvBhMVcs5giELBQRYZAAlPEwENRKEC0mVaKwUqnUa3Tzzh+rhe7g5PL4w2RwcD04uDw9uuof3/W7V73jm9Pj20Hnati9Gpzc9o+npyfTQed20L0a927qzXYAzwaIvB8vBohikCiE8XQcz0aITLAe91WT/nrSX0/6aklfPfMOzwZrqdBOPFaKxMvRRC4Yz/jS1USmGMkWQsViYief3Cmnq9UKsbtbr+VrxRxdzBL5KF5OEfl0PROh8kkilyIz8cRuyktlvI3ML1TaR+Z8ZDaC531k3EdE3xOxX4jEWyL1Hk++J7N+Muul0iEqE6RyPjofbBSDdMlLpkNUJkrkA/U81fo0POr3DgadD70GtdfY3T1ofjj+ePKp1f6418bpxm6DrhDVCo7TRD2T3g7iKR+ZDZJZL5Hw4SkvkfYScR+Z9uKF90TRTxWCVG6bjr8nMt5GKdyoBKmCr54NE/kgkf+Fyr5rZMNkOYjn/HTGT+f9dCFA5QJUOUyWI3Qx0ihHG6UEXY7RlWi7HG/upJvVZKuWaNTiZLnQoof9h8nw4WLwMOk/jgYP58O78/7TWf/xsvt0dvo06d+f957Oe4+T/sP49PO493DemY57N6OT27PObf/o4nJ4F95OLLkWlqyOeYvVZbHMmWwuq9mgx+wao1mjMyjli2bdvEWpQ0CzGjOrFVYV6tAotZhUpxI6dLBZBb7Rm6rGn2qqn/5OqV1TyF6bMY9c7AGBZZVkSQE4EbFLAf1gQN5YpK+00iU9uKAWzaEinYTxj5urVLr8r7/7J4NMtKiSujChAxEsY5J1DeBAhIsa0K3iO+WCRVi4hIgWMWhRLrNj/A0D7FFI9cDsAiawI4JFkPODEljBxE6EsQCxVxH+korthnlu+ewC8twlY9kRjgcTbijFLzTgslzoQrluJW9OzrEhLDPEMEufzyHcBTlHL51R8J85QJZWxMQEf6PgfWsEZjUypgaYsYsYTphtEM+uoYJ5lKOWfmuSMHVihkk2Y5QxLCDHDrKs4IxN/tyl5rqks2rBtwYZcxXh64Xf68TfuSRMh2h2EZ41yWadCMMIM0D+M6OMb4P5GuFzG/TcLZ/Ryp47EK5BNisXf2cBWQ452yRk2ST8OYT/jVTElYm4MoCHAHxQxJEJOKCAq4REckgsBUQYCKhAsVIBqBAZhsAqNWbV6eccG9XCh9HJTe/D+eD46vTgun98edq56B9fDY+no87tsHM9OJn2T+6HJ/eDzu2wezPq3oy7l3izEavlkng5Xi1GiIK/XgjUC8FaNkCkwvVUsJrYrkXe1VP+etJXTXtr2XAt76ulfXjcW0+E6hkfGX9fj4TwjLee81EFL5UL4NlgLR2ppYO1WAhPJvBChMgEalkvkdquR314OlTL+KupCJkNUHkvlfGSaW+j6G8UIlQhQOcDjbSfSvnpbJDIB4nMNpH2kykvkQlR+VAzH6BzwUYlSOcDVM5PZLxUOoyX9w+Oekf97lH38ONBC9/bq9P9o1HveHB60Dvc+4TTBNkga3i13qCqlVw6+H9SxbifzoXwTIDIBesZPxH3U9kQkQ/iJR9d9NL5AJHzEhkvnfU38yEqEyYLASoXJDI+IrtNpr1UwUvlg1Q+RBbDVC5A52NUJdXeiTfLcaqYalTijWKyVUnQ1RhdTrZ3Us3ddKOWbZCZVj3TqHY6lxeDx8nw7nzweN7/cjl4HA0/T3qPF/3Hs/6X8+Hn88HD2enDVf/zRe/zee/zRfd+3Lsedadn3fvhydXl8DH8NrXqXF5wuZfsrhWHw20xua1am1XlMemcJvWCzWiRqy1KzKPFHEaFGQX1EGRWy81KwKJUmXUKNSJIGDdrqs0daCOoWXAi3AVE8EIDvNRAW3roJz38RgWva+FlhcwMs1+YwHWtbFEFLOuFm3rULGStGDVmCHJKZT8a5OtqybJSvKEWr6qFm1rpuk68jAmW5cBrE/zGhLpQ4YpS4sDYy5hkSyVZkfMWUe4iJp5DBHMwbxkTr6mFLphlB1luiOvB2PMY1wWzF+WzVpBphjhLSokDZngUnEWMt6KQ2EHAjTAXUYYL5hjFjDkJdwHhuyC2VcLRi5laIUspmlELGBYpdw4Vq4EZG/zMJp3VCr91IGw7zHCDLKuMawQYCva3CPO/GYUzNphtkjFM4PdOaNYq+M4seWaVsPXiZ0YZ24OK7TKWQcD2yNjLyKxF+kwrfqaTzNghDir8bxrgO6uUbxSy3ShPC7IQ4G+NCMsKsy1SvpL/zIUIvuEK2QIeQyyalYl5qEwAy4WglI+KxLAUkEgFKlisgWEMAWFIqMMQnUprMbgWLBu7qdawM+18uBgc3vSPbvqHt/2T22FnOjq+GR/fjE6mg5P7Qedm1Lnpd67Ojm8Hx9NBZ9psf4rs5uP1fLBeCBLlMF58j2e9tUyomg7Wc1489Z7MbNdTPiLtxdOBatZbTWzjiUA95yUS72sJfz3rx9OBaspfz0XwfJTIR8lsHM+G//84ROQi/zUhy4fITJBMhaliiMwHyew2ldqm0z4qu01ktptZfysfaOWDjUKEyobpXJQuBui8n0776IyfyPiofKSRizay4WYx2My+J1LbdNJLZkN4bv/jx+OPJ72Pgw+twybVOmx8HB6fnR4Nhyfjj3ufqBbdaLYK1G6z1SrnU5Ho+1wumqEKASoZodLx30hAsuSjigG6HCJzvkbO1yiGGkV/sxCgiiEy76OKPrIYJrI+MvueTgcahQCZ85OFMF36bWoVbpSizd3MXj3ZxBON3UyzmmjVU616qlFJNmvZRi3VqOYaeLZVy5DVw+Px+ehpMng4Gzxd9J8uB4/nw4fLwcP54PFi8HjWfzrrf70Y3J/1H0a9r2fdp7PTx0nvcdK7O+vdjo4vr0ZP3veJRfecy2SzG8zLDsec3eBxWt1a9bLB4DYazEq1CUVtSmhOb7AoMYceM6hkGrnIqQTnNAoFLPw9ZiV1r0vKNVz+clf/0xuV4get/O8tqt+ZsJ90sldqcFMD/KiHXprEcxrumh5b1ct/MGJrGmBVjbwyQR5IsK5FF+SiVSW0oZFsKqAfNJItnXhDC79USd8YoEUVf0kBLCgBj4qzYZAtoOJ5hfCFRvh3FtG6SrChFm9qhQ6QvYgK1o3iJaXEBXPmUI4D4JlhjlPOX1Hw11RiHX/WKuXZ5UILwDMLZi3A83k5e1UjnkO5ayjLjXLNYq5Hyp2H+WsqwaqCvSgXLKl5ZuC5FZpdVnDmQKZdMuuUz5qh7zVchhsWOFCeCZx1KwTzkFDO/l7BZ6j4M2r294jgeyvGdsM8K8RdUApsslkl/1sHzHXCHL3guRvhzMOcOZhlh55bwO+tGF8jeWaXMm1ypgtjuhCeVsrQS56bxUw7yLZhs2aYpZexv5GLRahEhAJ8UMSDxBxQzINlgAzkyyR8FOJr5IBWCqIyqRqTKRWAQoE4TGaP9XU+/umie9X/cNE9vBkcXo2Pr4dH0/HJzeDkcnByNzy+G3evB7+hasfT0cn9+OR+2JseH/XjRCFMFML1YgRPx/F8tJqL7eSitVyknvXX8wEiH8YzkVoxjBe8ZNpfT/urCX8tHagn/Xg0Ws/5aoU/11MhMhfB8wk8l8QzITIfI/IxIpMgSuF6wU8kA3TKS2b8ZD5I5EJ4NkCkvGTaTye9VNJPZwNEzo+ngs1sqJkNUOlAIxtuFkKNcpgq/3Y+FaYL7+ncWyIbbBTCzaKPym+TmTCZjpGFQL209/G49+nk0/4B1aCau9Vu+3DSPR90z4e9Sbvdpug9giR2yWqzUY1H/iMe+N+t2u7+Ph2sp8N0wU9lgnTeTxVCeClB7AbpYrhRijfKwWY50CwF6YyXzgapQpDKBMlikCiEyGKAzAWJXJDMh+lSpFGMNSrhZjnYKCbp3TSNx+hqskWkWruJdi3RrMZa5WR7J9muJ9p4slWPN2pHR+Ob0ePF4OFi+HjRf7gYPF0OHi5HD+eDr2enX8+GXy6GT+f9p8ng89ng86T/MOrdD7v34+7tpDMdHF9djx7Cb+Or7uUll91s0LvNdofBYNXp7SqlGkMMKoVLq7HplCadzKwDHQbUppSblTIdItUiQi0qsWNgWrNUUm9V4I1daK2u3vgzZn+tU77RIKt62SsT9EIt+0kHbmCiVTX4wixfVsvW1MC6Fn6tlL/SSddUyKpC+qMNXFUKtzTiVZVoDhMsq8VLCmBTJ3qtly7IhRtG0bpGsIRI1rXAhlK8pRNvqLhLmHhZL13TCLcw8aqCs6YWeaRcO8KyylgWkDOH8NaVvGUVz4lyFlDOCgbYYaZG/P0CAszD/BWFwAkJnCDHgQgXFcJFmLmlEtkl7DWMtwhzFuXseUzgRlkvdLJ1pdAmY1rl35kkM3aQbQJZCyBjQ8lbQPkLmMAoY7tgvgfjO+VsE8A2S9ha0QzKfa4RfutGWDrhc5ucaUE5GuG3FnB2DROZkFkLxDDLmFqIbZHwzMDMnJynEbB00lmbfMYkZXtU/DlI4JZwFlHWAsyzgxwrxLAC7G8QMR8WCnmcWVjKhUQcEX8WlfARMR+DhHJIBAECFBDDkFAjh3SoSqdQ2fVmt301l9g/69yffjwfnVz0Dq8HBzenB7f933STJ7fDk9vhycOoNx12bsad62H3Zti7GXauh93LZvtDoJYO4qVIvRzDc8F62kdkQvV8tJr14+kAkQ7WC0G8HCTzMaIQqefeE+ltMuXFM14yGcRTfiLpJ3JBOhckUyEiGabSQToVJbJhMhWgciGqFKZz21T6LRXz09kAVXhPZXxkLkDlgnTaT2ZCVD5Mld6RaT+didClQDMXaWSTZCFO5cKNQqRRiDbKKboYaqRDVP49nfQ1c2G6vE1kvXQm3ignid2jg97p0ene3ieySTaI3dOD4/6nk+Fh7+TTYZNu0432Dkm1WwdUNR94/8eU9213/+j8ZFRrVENkLtAo+qh0iCqGyWKgkQs0y6HmTpKuxFuVAF0KUTk/lfNRxRBdCNFZL533N/IBIhugi9FGOdHYCbcqoeZOhC5Fm8VYqxRr7kQalWhzJ9XGE61qtLUbb9Uye7VUq5Zp72bbtQJNdzuTm/F/3oy+Xg6+XA6+XPS/nA0fz4YPF8PPF8PHi/6Xs8HjZPB00f96MXicnH6enN6Nep/HnYezzv34aHo5evS/ja+6luddTofFYtHrjFqtSaN2mJQ2rdxmUjtserfJYNdhFg3k0iudBrnHhHgwyIzJNAjwM2LHVZs5+AWOvKqAy2XpYhle+VGlfq2V/2hCf9BJf9SBb8zwDyrxGgbYEcGyUriuEC2rhBtq6Q9GcEstmVNINrXwklK4qpZ4ELEdZprAGRvE82DCZbVwUyF5oZS8NsNrSumKEtjUiTY1wjd66aZWuCwXLKK8F0rRMixwQ8w1FXdVLlxWcT3IjFPGXUQ5ayrRHCJeU/JfqPnrStESJnGDHBfKXNWJ3QhvHmEvYkIHzHWAnGWM64AZVmjGg/Ft8IxHyXEp+XMod1UpXNNK5+RCO8SzoSyrlOWQcRaUYoeUNScXmGU8C8ScV7HmUI5NxvDImW6Y4QJnTSK2S8Fwo8+tCHMF4xpF3ynBWQPANoNMt+y5HWRY4O910u9MUrYT4esAjkLEcmE8M8C0g7N2mGMB+YsKtgfjmFGWGnhmgb77hs95LhbMioUsWMoDJTxUIlTBQrlMKBAyYakIgwSwTIgiMhUG2zRqrUprNJgcluVkhBp37w73LvoH08nxTf/obnR0Mzq57p/cDjtX4+7t4ORucPJ52J2OO9Nx9+a0ezvs3A2Pp8Ojq9bep0ytGKrn/WQuXM+G8EKwlo3ihQhRiOK5MJkP44UoUY7jhTCe3aYyXjz5Hs8E6jlvLeUlMt56LoAXonQhRhbDZD5C5yN0PkrmvXTGSxcCZN5PpIJENkgXgnTKSyR9RMaH57apRIBO++icj85sN5PbzVSIziboXJhOexuJEF2MN4qxRinSKidaxUyjkqDKISoXbBaDdNFHZcJUMUoUkmTl+KjbP+l92P/QbOy1cKJ3dHK4f3D44SNN4tV6tUpVC/XddnsvE98O/vI/y4nY6UG3f9Rt5MupSs7fzAbJQoQuBpu5cDMbahUSjVKULkYaxRCdi9PlIFXYJjMhOuujsmEiH6GyITofbhdDrVy0UYw2dyKtcrxZTDRLcboUbZSidDnVrsaatWRjN9OsJpuVbLuWaFXTe/VMA6+39y8Hj5fjr1ejL1ejx6vh1/PB1/PRl/PR4/ng6WLweN5/vOg/nfU/nw3uzwf349P789PPF93Pk879+HTaO7o+H/zV9+fYsmPBY7E5jAaHxWgzmRZN5nmryWM2WhC1HkWNKsSAInoMNGCQRYnY1KhTKdciklcKZRVe31W83pWs7YBzFflqEVwhJGt/Bh1uFFhBJauY9JVJvK4BltTgmkGyZeCva8SLcmgRlayrxYtK3qJS6FaIXBB/SS1Y14q2VNJFTDCn4m1ohXNyzpJc9MaArCuFKzrpSyO8rpUuyAGPAljXyLZU/Hkld8MIuRHuSx28qRAvoIIVTPhCzXut4a7ImS4FWw/MmsWz87DYg/JcCGtVL1nTCVdUwnW11KFhGsWzdoS1bOC5YY5FNuOUciyi53aYOY8KLOLni2qWB5l1oowNtWgZEyyg/GWYsSjnGWVsi3DGKJo1wRwTyLKDjAWU6YZ4Ril7DuMuYSKTmGMCmC4Z1wlyrBKmBeKZpVy1aBYR/K0dYtsk7HmMu6BkmSGGXcSck3PW5KIlVGCVfG8WM2wyjgXmGqQCB8i3Q5w5jcABc+Yg3jcKmUwG8mAJVyETKSCZXCZWQgAI8CQSoRKUyaUSJQyaFEq1UqIBITWqtJi1DvN8IkCdd6e9/fPu0eXg+KJ/fDPoXA2Pr8bH0/FLDeQWAAAgAElEQVTJ3bgzHXduRt3p5Pjz6GQ67N6MO7fD7l2vOx127sad2+7hWbP9sUJXk/VyrF6M1vMRIhuqZ2J4IYrnQkQ+QVTCVCmEF8JE3kvkfbVcCE/6iMQ2ng7gyQBe8JH5IJWLEsUolQuQqTBViBF5P5HwE7kAmfeTWS+deU+mfUTKT6TCZCpMp/2NdKCR8zYy/kYmSqd8dCpA5UONYqRRSFC7CaqUaGTzzd1ocyfdqkSbxWCjlKR3A2QmQKQjjaKfTAfJwvHRUefTEd3eI3H8eO94cNg53Dv49OGApIgqhZfwnVodb1V3U94/Bd/+C10sXXXOj5r7eDTf/XASJLLBZj5IFQJUKUIXo61iuF2KNovRRjFAZYONbIDK+KjUdrMSoCuxViVCl8LNSrRdjbR2Y41KtFUJtfKx5k6ktRNpluONWqJZS7brmWYt2djJNvF0i0y1qXSrnmsTcbr+sTOcnj9djx4uJl8uxl8mo88X46fr4efL0dPV6Ol8eD8ePpwPvp4Nnsb9h0n36az/edL7fNa9O+vej7t3g+Ob6/6Xt/8RnvcsLbo98zbrss02b7HazIYFm95pVpu1SotSYdNpTHrEbVC6NJgG4epBsQNGzag0rl6uSNcq8vUavFWRbexIV3bglQowV1ds/A6Rr6iAeUS6gog3ddCWXvaTHl5Wi10QZ1UlXNAI5xXAPCZZ1IhfaCWrCsG6gv9aBa+phT8ZkRVM4FaK1lTAulxiR3g2jLeshl5oeD9qRJsacMEoW0b4r7WCRQ1vXSe0i58tIdxXavGqgrOh5G/qRGtqwaqat6HmOBUzC4jQA4ssUvayir+CcJfkAifG8Sg5i5hoERO65Ew7PLuAsT3IzBzGXlEI3ADTg/DtUpZR+swknbXIWIuwcBHi2iC2C+BaxSwnzJ+Xc9zgrBt85pI9m0P5HhnbhXKNIN8pZc6jbAssMAJsvZBpAmbM4HO3nDOn4HhUvDmM44Rm1KJnBvH38xB7QS2wS3km8DsLxvYouS6AuYxyjdIZG8qZQ0Va6awdYbtAxhzKd8GybxAQQAAeJGXJYQCViEEeT8ZjgiK+AQMxSCSTSjBMqpKjKhhGYUinVNkMRpvWE39PTHr3nY+TweHN6dFd/+j29HjaP7kbdKajk9tB53bQ+a323g870/HJ3bh30z+5Gfamo+79oDcd9KbDzn3/6PrkcHJ4MPj4sdP68IlsfqjSjTRVDZHlRC0fqGd8eDZApgN45hcys/0bXlvPBchcgMh48aSfSvjotI9MBYl0BM8E8IyPSPvJnI/OBIiMl0y/I9O+Rma7kfXSuUA772sW/I1MiMqFqPz7VjJC58N0NtzIRelSpFmONsoxuphu1SJ0KdIuR5ulRGMn3KiE6WKIykWa5RBZDBHl44Pj/fY+3Wju1arDw1H3YNQ/GB7vHeEkWW9SJZygP3yoldOhX/4Q9f3pgKKHndPG7g5dIS96Z0ST8jWyEbocoAqRRinWLAdblUizHGsVg42cny746WKwVUi08Vi7FmyWUs2dVGM3RpXTVC3V2Ik2dhKt3XC7FGhXIo2dRGM30d6Nt2uZFp5p4Kk2nW7j2RaZblHRZrX66dPV+Olq9HQ+ero6+8/r0ePl6Ov56MvF+PF8+HQ+/DoZfrkYfJkMvkyGj+f9x0nv6b9Apf79We/hrHc37Fxc9x/+8m/eJc/KstvjMFgWbFa3xWxQKo1azIChTqvKoVdZ5HKtHLapYLcKcygRKyywY9D/0jhI9E0ZWN9F1yrqraJ8pQa/2AE3ytBKHdsIK5y/s6g31dCyWrqpBX+nh9eVkkWFeAWTrCGSTaXYIxfMo8JFTLSmEa8qZIsKwTrG/VEje6MH1rXCBZQ7D7EXFWKnXLRpQJdUok098FIPrKLACsJ7iQk2VIJlBX9DIXajgkUl95VFuqTmraolqwrRPMLZ0AjXlZxFlPlKK14xiJZVvGWE5QKFRoDhRJhzGMstZW1peBsqwAELnBhnTSFZkPPMUvaCgr+oZHnkXAvCxYAZkPO3VnhmAWNbEY4bFdgRlg16bgO5Tpjlgnka4JlewnHCAifId8N8N8JywewlRGCWMFXi760Q0wmxl1R8N8a1QVwnxFrCWDbJDMr/1q5gzCmFToSjFD83I1wLIPAoxMsIYJLyNMBzB8Rxwhw9+L1ONuvGmHMY4xtAxlNJRaiUj8j4coCPiHmghKeSirUIJIeFmFSkRCVKWKpAYK1CoVUrTFqdSWUNvitPuje9D2enh1f9g5vB8fXp8W2/czU8mY5P7ocn0373dnxyP+zc93u3w950+Jv8oXM37tz1u3eDzu2odz3oXfV718Pezeh0OjydTno3o5OLweH54cdBa++IaDRT9WoYz0freX89660nfPVkgMr7iFwQz4WITIDMBIiMn8iE8GyIzLyj4n4qHSAzPioVxFN+Kh0k8kEq46Oj/mbW38qHW0V/K75NxwKNlK+Z8jUzvmYqQhejzUq4UfZTxSBdiNH5aLMUaZWTrUqyWQ/RpVijnGjUEs1KCM/FiZ32frvebu/Uq3t1qnc07nwcjI5Ge3sfdykCb9BFkmi0G+nIn9/+5Y/ZePDw46ejT+2deLzb/HTy8TBNlaLNTLhZiDYr0UY51CiF9nZC7Z1YqxqhKwGqFGlXkns7yfZObo9Mt6ux5m6stZNoVSOt3VirFm4Wks1KrJ1PtsqJFh5rVVP71dRePbNXzbR2s61aZq+ebeDRZnVnf+9idHc1eboef7me/Hoz+vVy/PV69Nfr4dfL4deL0eNvvfRF/+m8//Wy/3A5uDsffj7rP54N7s4Gd5PT24vT6eTw+qr/5f2fgx6Ha95ms5sNTrPZYzFYdAaLUmeQy206hU0rdxvlbr3crgXdWsSllDu16KpOWzP83Y58o4KsldVbO4oXu+jLCrZZU78sw8u7ypcVzeY/arQvNPDvdMhLA/RCBzpB7qZK/IMW/J1J9tooXFaKl+SCJZi3jAm29IJ1vWhLC/xkBF8bgGVMvKWVrqiFSxrRTwbZKxW4pREtwdwVrXBTyV+CBW/08EuVbEsn29LDb3TIC6N40whtwOI1TLCqAhYxwRwqWlKLV9WiOZS/qZasa6QLanBJKZ7HGCtKxoqSO6dgOqRMu+T5nJptQZgWkLGA8iyyGSfImpOLnDBvVQMsqPgejKeXcG0I1ynnuBCOG+bOydnzGpZdzrDKWFZkxgry3BBnEeHYpQyrhDEv4y1gnGWl0AqwDDKGC+a5ILYd5ThBrg1iumDOvEpokH63AHOWMI4LnTULWXrJjEnGccpFVpinlzEV/O81/BkTwLCBM1Yx2ySd9WD8b1BAIhXyhLwZMX8GELEgiKtAJSopoJABWkikQWUaBaRERQqlVKOAdQqlTWu0ahZ8P5fHvdvuh/PB0fXg6LZ/Mh10bsad20nnctidDjr3o8500r0fdqbDznTUeRh070a9u9Hp7bB3Nz6dnvVux93puHc97N72O9N+ZzruXY66N6PuzbB7NexfD7s3o85t++NBtJ4L4+UQnvfWU348s03m/FQ6UM0GiKyfSPvJ1DaV3SZTPjLhJ5PbZNxLJnxkcZtKB6hkhMz7qfQ7Mh5pZiOtYpQuRFuFYLMQpnLBRtZPF7yNTLCRjzQKMaoco8oxqhini7FWMdYuRNq7oWbRR+dCrVKitRNvFb1EMk7m8AZeochqubRPNQ4/fTr8cNQ9GtVajd0GVaHIEok3yXro3b94f/4nemdn2B3u0zSZKRx/+BAnisFWMd4qRxqVWKsUaZeTrWpkrxjaK4UapVCzENurxJs7iXYp3tzNtsn8Hp5t1XJtMrFfzX4gUh+o1N5usrUTb+8m9iqZvWpmnyzu0dk9It0mky0q0a7H27sparf1qXM5frg5+3p59vXm7K9X4/+8nny9mfx6Nfzr2eCv16Mvl8MvV+Mv18Onq+Hj9eDrWf/xbPhwNXi4GD5dDD5PTu/O+/fnvenw6Opy9PiXf3u74J5bmV+w6LVulcGpN5hQpUOrcWgxEwbplYhBLjErIKsadWpVcwbFnBYNapZI+ZuKZLMKrOyiGxXwZRl7UVFslsCFKrJagVdJ5OVbxLamFPw/WsWPWvl/d0I/6SSvdNIXBtkSKnpthH9nhLa00nkldwXjbOnEryyyFaXojRFeV4kXMcGmWvrGIH6tli4phPNy3o9a2I2y3ChrUyvdUEm3DOCGVrKmEb7SSF5pJa+M0mW1YBHhv9JJNgwCF8pd0UiWUGBDIV2Qg2sa8Qst8EYlfq0UetSCeTmwqOBtaAXLCrYLYSwj3GWMu6wSrKKcOYhjlH7vhBlO2ewCxHVLmTaI7cB4VoRhkjy3SBkumGWDGC6YZUGYVhnLgTBM0KwReOaBWIty/hzMWUC4SyrOPDazjgitINMpYXpkHA8mcCI8G8jaUonX1DyPim+VcWwixpyMaRQzjchzq5ypFz0zilkuOVsPPHPKmXpkxiDj20GmS8LViRjfKCEBIGYJhLNCEQMAOKCMCwFMDSiRi8WwTIDIJJBUgslkWgRUoYgO0+g1SoN2zvfzzrh72/lwNji4GRxfjY5uBif345PbUeeqdzL9TdEy7nwedu77J9NxZzr+Dejv3U0600n3btz7LZ/vJr37Sfd+0r8b96aDzu1Zdzo5vR32rvudy2Hn5uDoU5IoRYhKgCx666kQngqQOR+dfksl3lLJbSLjI9N+MhfEs0Eq6SVTfjzrp7JvG2k/mdum8gG8ECKyPjobauRDrVy8lU+0C/FGLkxnQs1CsJELN/IROhtuZiKtUqhZDNGlWGs33sxH9ophuhShCoFGNt4op+idRGvXT+QzVI1st4q1SnknRbdrrb3mx08fP+x92KUa1VYrRdaq7XYlH97+8+8zb//SbR5cDi5apV26VKnt0SEiF2mXg818sFmO0MVoIx9rFyPtfLRVCLfzif2d9F4l2S5n2tXUXj2+V4nt1eIf6ol2Nba3m9uvF/fxTLuWaFbjzUqc3om1d9JtPNGuBehSqFlKturJFlU9/NDrnV+ffbk6/3p9/uXu7Ov12a/Xk7/enP3fm7OvN5Ony/Gv18O/Xg2+Xo1+vRw9XQwfLwZPF6PHy+Hn69Hny/7DZf/L2eD+rH836T/0T26nw4c///EXj2Nu3uyw6wxOncWm1dn1qgWryqNT2BWYR610KjCjCjGqYLsS1cqhf5Yb29ofdtSbFXBjV7Veh1/UgRdVdINQ/7ArW6vIFnagRQJdq4IrP0HQhkG2ikh+MMIvVdIVTLCiFC+h0AYm2NKJVxSSRYVwRS2Z04jWleBrFbiuEa3pRHMavg1krqiFS5hwBROtKYTLKtaylr+oEi+rgXWM91Ir2tJKVw2CFUSwpJBtqCVzmHBJw11XMX7UCV+qRW5MYJOx3LDQAwoXYeG8XKiHZpcUwLpGuqAQr2mBRaVkQclfwfgGYNYsm11CgU2tcAVmOcCZFQXTjbGVwDOT6Nk8yl6V8+dBjkvKMgIzHpDvkfE3FMAqJvYg/AVYYJXMmqSzFmRmHmVaJc8NEq4R4BtFjAWM70TYdoitg9hmKWcO4VklzCUVb1HONUnZy0q+E+FYIZYT5pgA7gIm9sjZHpS9gPFd4Oycgr+sltplbBPCMCNcu5z7DSxjwRIWIuNBYiEkFgIiDgpw1JAUhQSoTIBJRCgskMvFGhWmU6p1ctSqUVv1ju0/5c+Op52P5/3ji9OTs+HRzfj4v5ZGo+501LmbdKajzu2wezvu3va7N6PudNC973cfhp27Ue9+0r0f9qbD07tx/2Fyej/uP/R7D4PT23HvftT9fHF6P+5ej/vXeHsviOfDdClMFf10NkBnAlTOT+QDRNxHxL1kcpv8zRSV9BEJL5n2Ucl3dOrPVMxPpIJUIUxmQ2QpTBUCrUyoXYy0isl2LtbO+BvpQLsQaCbCdDbaqMToUriRjzYKsWYxsF8OtyupRiVGF8NUKUnvpulKgsql6WqALOfbVHP/I17bbRH144Oj1l6jsd+okWSBqJcoPFOt1RuNTOyt9//8vhTxXnSGo+NTKp6vk9V4u5hqFCONQrBZ2G5nYq1Ssr0baVVS7Up8fzfS3s3u7cb3K+n9WmafjLaq8b1yaq8Sb+/E9sqJdjXe3sm16+m9KnH48fT07Ph4tHfUaXw6ID8cEh8PWoedg+PTweD67vzX24tfr87/8+rs17vzp7vJ03T89fbi16vJ18vxl/Pxr5ejX68mXy7HjzfDp5vJ4+XocTx8vBh8uRo+XgyfLvqPV/3PF/3fbHifhydXN8OHP/3hl0XHwpLZNWexO00mu1HtMCo9SqVVCbv1KpdWblfDNg1qheUGWLYKKnbVb6qafyAM/6OGvqxrXtWhLVz+qm78+x35xg60VEXXq/KXVcNrUvHKL3e9UIp/UiGvtOpVFFxTyF7owN/pYDcssIG8n/TgGzW0gvCXFPw1ufilFlpSiF/rgE0Fb0MFLGB8D8x9owReG5EftNgrreSFDnypl9jkXAvMXlfwV5Qcp5y/oZO80ol+MIMvzZJFjPtCI1xV89ZV3BWU7YF5WoBhhWatKGNFLdhSCj0w+6UKWMdES5h4QwWvq0ROEcMJszwYewVmL2HsBSVrDgK2MPEKyrZLGTbkmQfizqMcp4rpgGfmMJ4BmFlEuYtynhtmr8LcBVQwr+C7EPYywnHJWHrZrB54bhEy3TKWC2PZUN6KUuSCWG5M4AGFJgHLgTE1su/Uomfzcr4L5C3IuS7oOzvEtEjYCunf2GCuic/QS2YXMb5HxjNLmQbomQ3lfoOAXEwqgKVsgWhGKH4OS7iglI9KBFKAJ4MlgFiAgmKzGjNimAJFtCqFTq3Qq/X/8b9jk+7V6cfJ4Oi6f3QxOLoddG4GJ7fD47vBye3wtwc8vbtR727cuR/1Hoe9u8np7bg3nfQfB727UfdhfHozPL3tdz+Pew+T08/j/sNocDfq3g1696P+zbg/Pe2fJ5q7QTIfone8dCFAFN6TmQCZjRHpMJEJErn3ROwdmdqmUj4y7a2nAlT6PZ1+T2feEen3ZNxLJ72NtLeZ9jbTwUYx2M7FW8VEsxxpFSOtfLidDzVToUYu3CgGmsVYs5RoVVPtSrxZibZK8UYl2ChE6HyMrsSb5WSrGGuVAlQ2S+zSVIMu73Q/dsenk97x6dGnoyK5kyKqyWoxR1TLtWI08KeI749EPT887XbbH0vpbGFvN9YsBhv5WLOYahSjjWx4LxffLyba5djebqy9E2tXUq2dbHs3tbebaJVj7Z1Euxr5sBtvVxKNUrRdjDWLqb1acq921Du7Pf96c/ZlevZlev5lOv7r9PzXu4u/3p79Or349fbi6XLy9ebs/07P/vP27OvN2dfrs79en329Of9yM/l6PflyOf56Nf71avR4PXm4Gn256j9djJ8uh483/afrwePF4OFq8DA5fTjvPky6d8PO9e346X/+0384Te5Fl8eqN5q0GofRtKgzOTV6m1a5aFS6tSo7CDtV2JxJO4+hMeUiLn9VRraq6IsdaHMH2qhI5uuK1zvYVgXdqoArNWC1LtyowBtlaKWOvvg9pvhBB/yohzaMsmUV8EYNbiokc6hwSyl5ZQA3dPCaSrqMCddRwapaOIfy5iDRllq8pQPW1IJlFWCEZt0Qb10pXlSLtjTAmlI4j/CXNZINg3BRw/3BCL80SZdM4nWd8CeT+IVdvKEHtrTgmpL/QiXZUInWlcCmmm8Fni3rBJsq0byStawQO2D+nEK0pBauqQA3yl5Ucpc1fAfInoPYC2r+PCRcgLkrcsAJstXS78xShgvkuBCeA2HOwTwD8Fwt+c6BsLSi5w6U78Z483KeU8JygFy3nG2Bn88pOG6I6QIZ88isRcZelQuXEMGqjOsCn6lEzzxyzgLGtYFst4y1pOA7QN6SWmCCmGaYrQdmnTL2IiLUy5g2kOmCuQaQMYcJbCDvG0DAhQEAEvMhMQsFBRDIRmGeDOIiUgCSCCUARw1LVAiMITItBuqVmEGr1WKGf/2XVL8z7X666J/cDo4vRkfTUee637kZnFyPe9Nx72HSuxv0Hoadh0n3ZtS7Hfem4/7t+enDpPd5dHo/Or0/692dn96fn95PevfD/t349OGsPz3r308G/x9P79neVnalbdbfmGvcdokkcsY5BycgRwJEDsykpAqO3W23u1/7vexyBUkkEQ4CiRxJSSROgqpcrpJIImcmBFLla2b+znyQZ77tP/Dstdez1nPvm8vzm87l7bff/z1YzcbJXJTM4GRp7zQTPM2Ez5L7p8nQaSZ4mtx/nTw4Pdp/nTl4nT14nQ6dpfDXmcPT/H716Fn1aO80e0DkomeZ/WoOp7MxJhVjcoe1QpIpR+jMHnMYYtIRKr1HpcK13BGdidSyoVo+ymRjdBYnC0GycEClcSoTrpUiTC5EpeNEMfEqd1jKlnO5H6h/1P/R6Jx33/7wrkyeHhOvjk6K5bNKsRCNRL5IHh58S9Xe/vA9QRJ54nWUrsSoUpgpxpnKIV2I0YUoU47Wysk3L5O1cpKpJJjiIXN8xLzEa4V4rZBjThJ0JUyVIkwpxhTiTCFOF7JvTtO11+W/v+m174bd+bAzH3fno+5s2JmO27N+Zzbuza6691f99+P+/U3//VXn/bD9MOq9H3XuB533o85PV535uD0ft++v2vfj1v2wed9rT/rtyaA1Gzan/eZtvz7r1u+69bvu5bR/edt5Ox535n/5w1/NRpPZsGzWGFfMxhWDwWMwr2hVFiVsRTEnitrViEeL2ZXIX3Se1/DuS/Wnr3W/PIU3XyE7L7HNinKzotw60T7Ow6tlxUYFXD2W+15pHleA1dfYdkjp20Xku6jwcyO4q5N9agR2DZItNe9XOmBHL93WyVZRiQ8ReTHBhlm0ZRBu68VujOfFhB7F0qZesKmRrqukHiXbo+H4VfynOmBNKdrVQ6tawIFK1lViHyhyYZwdHd8HLW1gwl0t9Fgt2ETZOypgQyne0Uq2lEInzPVpRH6DeBUTbOsEfrXQBLIcKMenELghkVvJCahYHiXPgXFX0CUPJvIoRE5AsAyxHcCSXca1SVleJdcJsVYhvgcWW+VCFypwQRyHnGNF2EbwFzZg0QpyTHKWSbxgkv/cA7M3UKFNsugCWXb5QkDB29ZwLYqfaaT/h1vBM4v5XkRolPJ0UrYVZjkBgUHyaAX5uQ/hmOULflTshYQr4sUAIrIruCaQ5cdEH0EyPigRghK+GhJCQh4g5SpALgAI1LAMkQk0cqESFMGICFHIVKhcDktUSrUaWf7rf6daP9xcfN9t/GPY+GF88XbceDdsvRu2zset86ve5W3n8rp5cdWq37beXXfPb1qXt52L2+7FTfPirns+6Vzcdup37ctp+3LSady065NW/QPq5aZdv+pc3jYu+kdU6YDIxYh8lCjiVCF8mgqd5g7OssGz9N5Z4flZeu915sXr5P7pUfA0Fz3N4mfl+Fk5cZaLEkehavKgmg1Ws/tk8oBIhajcEVM+qlVSTCXJVGJ0Lvomi1O5CJWPEpkInT1gciEqfUClY2QhRKb3yFSQTB6Q2QOmiDPFEFXAmXKCKcaIdJjIhs4y6VeV12dn3zPfEadnpdOTEvkqc1oi3zCZ+Feh538uFNLffkufUmepWiVGFeJEMUZno0whRpUidDFE52K1UpI5Tr95ecSUokwxwVQyTOWoVoqRxRhdjNWKcaoYposRupIgy3GydEiVjujyYe34iDn+4bx91Z9d9Wfj/v1Vb37Vmw/a91e9n65670e9h1H//bg/H3Ufxr33ww8OVvd+1Lkft94PWj8NW/+86jyMOvNha95vPQxa9+PWfNCaD9rTUWsyqE8HjZt+/aZXvx1cTjvvrket6f/859cuq91lt7rMRpfVtGIwrpjVy0ZsRQU71WqnUePV6/Qw+BvUfII9LiJrFWTnVPvbE8XuCbjxEn1yovykrN49UX9elG9VwM0SulOGN14q114C6y/R7ar66X9jK15U9Est9Dkmf6wWbSh5m2rRjl7qQzlrKsEnOsiDcKwK4aoWcCLsXR3oQ8WbOv4mJl7XSNYNMo+Kv6JgORH+tgrYUom3dJItDW9TJXHBAifA3sIkfli0rQY2DDKXirdmEG9o+dsm6YaKvaPkbSLSXYN0U8tzYywXsuQC2E4FO4Dx1hGuE+Q4Qf6aUriukriVfAe2ZIPZq2rRCsJ2qIRuWOCFFjdRoR/ha+WLKwjLDQmdKM8C/9uqlr8CsVwgyypfMolZXhlvRc4yS9h6IWtZzFOJllDev60oFi0w2waznRDbqlhYgVkBpdiFLjkAthMU2hVcN8J3wXybmudT870Qxy5fXEX5TjnXJFywS3gOkGcFOXYFyyhesgGijwAJF5KyxaJfwCI2DC7IZItSKReFZAqZRA6INKjcpIJRWKJEpFqNCoEgvUa5YrD++Q+R9o83l98PLn8Y1H8ct96Nmz9edX788PndsPVu3K3fdC5uWxd39fO75rtps37brN92Lme9+qR9PhlcTtqN207jttu46zTuOhd33ctJu3Hdvrxu12+6zTH93feRszxOliJEPnGWw8ls8CwbPs2GXqciZ7m91+mD19GD10d7Z8ng62ToLB06y0eJ3GG1GK/mw9VUpJrBicwekdojk/t0PEhlonQ5xRwf0uVorRShC7FaCa8VQkwGp7MHVC5MFyNkIULlEtRxhM7sU0cHRC5I5GNUMU6WI3Q+RpXCZCpCZKJENsRkg9+W4rVSljpOvSxkT0qpcr5yekq+Kkf2/hje+19vqtTF+btstRRncvib/GGtHKmVYkwep/ORWvGQKR0xxRiVj9O5KF2Kk5UoWYwwJZzOxelygizjdClBF5N0KU5V4lQFp0pxphxljiPMSaRWyn9HdFo3o+5s1H0/7j5c9+/H/Z/Gvfl172Hcexh2H8b99+Pu+1Hnp6vefNx5P+68v/OW6Q8AACAASURBVOo+jDv349bDsD0ftWfj1v2oPR925+PW/bB1P2hNhu3psDkbNCb91l2ved1v3HUvJ52343Fr8qf/+N82k967YnPo9Haz1m42ei1asw7wmNROvcppVJnV4JoWLeueVBRrJ8rdl8rHL02fldHdE2T3GH1yAqy9hrdPwM2X4PYJvHOi2CjLPS+VmyeK9Qq68wrazOu2PtNjOwbwE41iG5N8ZgQ2VeI1RLSm5W8ZZTsWYE0r9aGSFUxghribOtmWWrSrBnd1wk0VGIBlDpC/jgi9iGBVJfEoebt66a5R5laKdpcVfpXkiZ73xMD2w6JNo3zDKFg1CgOI0K/gr2pE2xrJtkG8phK4UZFZwXGiHBfMdsEcByK0AQIPKnIj7GVg0QXzt1COHWSrBY+cao4P5Vnl7BVIaJHyvKDEKWdZFR9b5RwnLHDIuVbpkg9ecoMfGyQLbljgQFh2mGeWL9oULIN0yangrWnFVoCFsH9mAbl2hOuUck2iRQfA8gL8ACbXA4vL8KJdyfbCfBfKtSrYVhlnRcG1wQKH/NGKfNGHcM1ynlXOtcoXVhDBMiC0gZyPUEAASlgS8SIs48CQRCLigRKxQCiUikUYIIQAAYrKEUiohGUqWKZWIMtmi9Fs+uO/R5o/XF382Kv/cNV8e9N8N279cN14e9O+uO6eX7Xe3XXf3bXPb3ofIuMXd73Lu079rteYdhs3vYu77sW007xtN+669bte87bXuO3UJ736bfvyqtO8fnveSJC5SLUQpophMoef5fFqNlzN7lUPn1dTe2fJ568PD06Te69SwVfp0Flij0hHTovxaiFKZeJ0OUEVjshihMi+qKZCVCpMpiJk+pApxN8UYm9KMaYSosqRWvGIKca/LcaYbJTKx6hilMrhTCZO5yNUPkrmw2Q+SGVwIhNjihGmFGaKISoTogpRuhCt5Q+pwhFzHK0V47VCnK7gr5PZaikXfR7+639kIy/e/v28UDuL1oopppJ+8zJVOz769uVRrXzEFOK1UpJ5laq9itHlEJ0PMYUYU4qTuRiVjVL5KJVP0JUoVYhRuTiVx+lCnCwnydIRUzl8c5xgXh0yZzHmVe2H+qh7P+xMr3r/HPffXw9+Gvd+uu3/dNV/P+7/dN2b3/Tuh9334+77Ue9+1Hl/1X4/6tyPevNR95+DzrzfmY3b9+PWbNCa99uTbvtu1LwfNabd5rTfnA/q007zrlu/a/94PW5O//s3f3Jaltetbqdu2Wo0mlQak0pp1io8Oq1Dp9ahoFYLBZc388rtHLZZVD8uabZL6EYF3qoguyVkK6/aOQa2T6CdCrRehDayirUiECgrdwvwVln1uKxce6X59PeYYdcIf6ZDVhHpBiZ5rJJtoIJPtIJfG+BdlXBXw1nX8He00lWEt47wt1QiG8gPYBKvirOlEz3VKD41ANt6sQcVuVG2B+W7QK4H4fg1goBW4FOK3epFH7zkVwrdqMgJieyypQDMd0ACFyrxqsUuVGDH+NtqgRvkmGRLdumSBxA4hSwftORDeHaQv46KfMjSplZoAwVKcMmNin0Y265Yciu561qRG2Qtyz92K7hWKcsNL3khdgDh+xGRVbq0DPOdkHBZ9DOnhOWFhSvyRYeC6wAEXpjvBrlWCcsJsKyyBYNgyQ7x9YpfuDC2T8O1KVgOcNEBLjoRvhviuRQcG8CxwouI6GdacNGuFNhBgV36yAos2SSsZTnHAQo/QmQCTCJSgyJYLoQkPKmMJZayEalAKRcrIREGidSQUCERaFFQCYMYqrBazCbj8u9/+6z1j6vz77utfwxbP46bb0fNt1ettzft85vO20n93W3z7V3z/KZ7Me1eXrUvb/uX037jdlC/7VzederT7uWk25x2G5N2fdJt3Hbrk25z2q1PevWbzuW4XDsLEYUYWQxVcxEiH6lmIme5cDUfrGZCp/n9syx+ljp4mXj+KvbiVfLFWSpylomcZRJU7pAuHjHlI7qA05kDOhUkj4J0fJ/IhMnMEZOP1EohphykCwe1YuTNcZwpxmq5KFUI1dLhWjpeLcSoSowuRclKkCruM7kglQ9TuTBTCNdKeC0fItJxKh9jclE6f8RU4m8KcaZySB3H6FK0VonUsjEy+zz19dFR5IR+HaVyOFk8/Pb48E059m0l8d1x4s3J0bcniVoFf1PEmVKcziXoQpjJx6hCnM5F6BxO5nGyGKYLUaYUp4ph5nifLuPUcZwu40wpzpSOaidJ+lWKfpVnqu+ao2H7/qr9MO7fj/sP171/XvffXw/ur/r/vO48XHV/GvXfj3rvx733HwryuPfToDMf9B4GnffD9v2odT9u3Y9b82F7Nmjd91rTQWsybE6Hzbve5V2vfju4vOv8OB61Zv/5uz+5lu1rDq/VZFgxGVbMhhW9fm3ZYNcgZrXCqgX/aLLTxt+cortV9eevlU9fah7T6k+riien2OPX4AaheXICb1XhJyTyuIruVJHdM3Sb0n52Bm2T6qevoTVCvhNFnI8xbEMpW1dL1pWSdQxaRSWbSukGJnNC7HW1aFMtWUNFGyqJG+A/1si2dTKbQvTYoFjXyv2YZEMpeqIRPTbIVlXCdbUwoBFsaIFNlO+FJQ5I6FMJNlTCgFJgRx9tGUUbOv6airdukDgQjgvirWmXfErulk60gbF29Tw/JlyWLnqBJTci0oMfuxDWloa3quauoiKXQuCDF2ySn7uULDu0aIe4KyjfDvHMMpYdYJnESw4ZdxPlrWJ8L7zkRxYdcq5FtuCDF+zA0gqyaASX1IKPLcJHNjlrRcFxQRw7wHJi3AAqtMv5boxrR7lWkOOFOW5UZAE5XoXAAbKt0IIPEXrAhWUJSy9krcAil0LiBFhmYFEP/ptZtmSWLnwkEbFRqQgGBFLZkkzMA8Q8uZgLy4UoIFAqhIhCDEN8JSA3KBEMlauViH152WZy/eE33zR+vL78R7f5dtj8QM95d9V7d916d9O6mHQv7jqXN+3LSfNi1rmYduo3w+Zt//KuXZ8M6re9+l2vftepz7r1Wbcx6TfuOpe3neZtu37bbdx+/8Nl/CyXqOajZ8UwkQnRmXA1F3mVDRFHobNs7HU+8upw73Uq+Cr54mXsxWl0/zQRfpUJV/PxajFKZmJkDifzUSb1gkwGq5kwlX1Ol0JUKkTncKYUJrJBJh1k8mEmn6DzKSYfY0pBuhijSjiTDb3J43QpThTDVBon82GytEcXonQlwZRxJh+uZsNUOfymGGPKCaYUr5Vib8qRWiZMZ0NUAacKoTeZBF04qlUO6UqMKCeoUrRWOKwVM29OUm9eJ968ijKlJFXGiQxOF2LUcYIqH5L5GFGI0DmcLuB0PkKXwlQhzlRwqpSgizGyGKsVcaYSZI5jzHGcqYRr+UO6EqeP89/9vdOeD3v3g977Uf+f494/r/oPo977cf+f48F83H0Y9+5Hvftx56fr7sOw+9Oo+37cvR93Z6PO/aD1ftC+H7bng87DqHU/bM77rVm/Oe//K+Fw26tf9y/uOu9Gw/rt//z6r26rw2+3rxgNdovBbtC6l7VrDp3VoLDqEZsRWsfQ30HGX4lUf8W8f4Ytf5VbnkNrzwH3HuIPY4HnisCecv1Atb4HOr+ROZ8BrmcKxx7keQF4nkPeA7ktJHP8VaJZRyWPEcW6EtpWygMozwFxrRDbi4q3tVIfJFxVy9c0/E292CRZcGOCz6zgupq3hvG3DeJNpcyHiZ0wf1sHrqkkPhVv3SBxq/hbavGOWrhpFG4bxDsob0sl8GsEXpS1oxP7UMGWiv/UIPYpxQFQ5JFzt7SSdSXPr+Zs6kWrSq4XY69pJC4l2yj/2K9ib8GSgErq1wgs0iUXIvBCIhsgMMo4GjnLDoisigUvsuRDeGbgYxfEscFCF8T1q3gBVOCSL3nUAhsosgIsG/SxE15wKvh2kGUWLtpBrh1aXAHZXqXQJv+5RfYzB8q3yFkr6JITY7mhJatkyalg+TDuipzrRgRekKcRsq0wewVetANsB8A2yR5ZZYsekP8RKBMBUhEk40ASHiQXwgAPlPMBmRCViyFQBMuECqkUhQEUglAY1mBqs9Zq0a/856df1P9+1fhh0Px+3Hx73Tkfds5HjXfXnYtx9/yucznpnE8+WM3dy6tO/bZTn/Yvb/vNaa9512/cDJt3vcub7sW027rt1m87zbtm867dvGpdDLPUaZQqRMncPpWJkDmcKuxTqRdEPFQ92jtNHFRT4dfxZ6/iz04TB68P914fhqupZLWYOE0mThMhIrFHJsPEUYQo7lGZAyKJE6kwmTyoHkaY3D6TDpKZOF08YJJBOhOjsvFaHq/lwrU0TmVDdO6gVoiQmSiV2aMzwWoGJ3MhMo/T5QR1HKpmImQ2RpWidPngTTFcK+JUAadzB0xmj8pGyHyULB+R+QRVSNVKKbp4SJ8c0sc4VYwwlSOmkvv2LFU7jlYLIaIQJos4mYuQ+QidP6wVYkwhRmXDVO6AzkXIIk7mcDKH09kwlQ3RxQO6EKXKcaaSYEoRshSj8gm6GKeO49TLN+fNYWs+6s7Hg/fD3mw4eBh3/3nd+eeg+zDu3V/151e9h//fzbrqvb/qzAftn0ad+aAzGbcfuq3poHXfb817rWm/Ne82Z/36pN+cti9n3cu7fn3SvrgaNO/+8Jv/5bLY1lecHrvet6K36w12o2rVonfp1TYjtoxCRlimVcqVKqkWEctFXEjKB2U8FSRUQjwlKEJAuUoh04Fik1Sol3EcKH9FITADHK2E40FEAQXHCXMCSqkHE6yqxQEVf0slWUVEq4hoUykJICIvzHcALL+S50cEfqXIjXHtMN+vFvgRtgPlrmn5G1qpV8FzA3y3ir2mFW1rZata+apGsoVItrRyj1Kyjgk2deIVkBvAxD5EEEDFOyrArxBuasQ7Ot6qSuRS8AIYN6AUeGHeulbsQ/kejLOlEnsVbBvEMUuXnEq2S81fV4ut8kWLnBvAxE6Qu6zguhGeG2Z7Ib4LYrthwSrA8YAsF8DzYVK/WrqC8FcQiQ9bsMp/YZbxluWPXAqeVS50Ktgm6eKKfMkJLLoA7grKt8ALLmzBhi0tK3gmGdcJL26qhH5M6kPYNvmSVbrkRoRWcMEILVrkvGUZ2wKxLcCSSc62Aks6+cJHgIiNyYWgiCuTciViNgZJMEgskwrlci6iECByAQqKFSBfp0A1CsyMaXQatdlg/c3TZxd/H7XeDlo/jtvvrpo/XrfOr5rnt63zm875bffitn1506nfdC7vuhfTzsWsfzFpN677zbte47bTnPYbs2HjbnA57TTueo27TvO2e3E1bN6cfv8mUi3G6GKYyOJEIUoUwmQ+TKb3iKODaiZ4enRQTQfPkvtVPFxN7J/FDohEtIrHSn/As78L5z7Bi5/jL59FiKMgEcNP4yEic0Cnw3QySBXCVDlC5cNMNsrk9+nsAZPDqUKczMeYfJg+ijDpMJ0L0pn9ajpIJ/eo5B5xuE8f4lQ2ShQidHafyYTpfLCWCtYyMfoYZwqhWjZEFXEiF6oWQtVcpJqJU7lDunRYK0VrJwmmfFirHDLFeK189OYk9eYkQ5+kyVcxuhKhkziRC1HZEJWJEEWcKEXIQogu7VO5MJWLEQWcLEXJQpgq4lQeJ3I4WUmQpTCdizK5BF3EqWKMLsWoQrpGtJo3V53pqD0fdGaj7sO48zDqPlz17q9670fdh3Hvftyfjzv3w8582H0/7j6MuvfD9v2gO+t37ofN+3FrPmjOhs3puDkdtqaDxqzbmLTqk17zbtC47r0bDxq3v/7l7x1mq9vqWrGYnSaTy2Ty6PQuncpuRp06rUevtOhAsxbQQGK/ElrBZA41aFXJTSqRVQM5NPJllLcMSzd08k2t0AUJnuqk20rRto7rQQQ7evm2DtjWwD5M7Mb4uwb5qkbix/gbiHgXA3c1wKZGtKuS76JSL8a3Y6x1lXgLljhAzhYm3FULNnU8F/hoRyv8xCLzgUt2hOtABVsYsKYS+9R8N8oLaMQ+pXAFWVoG+WtKngNhO5VcB7DghLnret6mSfqpTrqpEqyhMrt8yQ5+7IBYTpDtQ0ROjGORL/lhgQUUGmXcNUzkhlnrKG8bFQRgkUPOcQALHkDsghbX0EUPyjMpHhlBkUHKCaDcTZTnxXh+VOQCBWr5xw5w0SVjrSrELpi/olhwK/gOmGtB2TaQa5fxnAq2B2EH5Bw7uORSsewAZw2W2kGOH5VsoKINrcAJ8/0Iy4stmiULDoBjBTg2+ZJV9rERWNJLuDr+olX88UcyEQeRckARTy4WAHIeLBMr5AJELoVkIqVMBkhFckCAKKRKhVilQtRK1KzXW03Gz7b/6913o/rbQePtoP3upvHuqvHDdef8unVx3X533Tu/7V1+kPG0czlt1+/6jbte467bmPbr9/3mbb8+6fxre37Sbcw69dt+4/bdu2aULESJUrxaSlTzeDUXreYOqFSQzIeq6T3i8IBIh86OQmfp4FkyUk3vVzM4kQ29/Mt+8nEws7OX9T3P2J9n7fjLP0WquVA1Gzl7Ea78Yb/824PKv4dffRGmcgd0Jkxno3QxROfiTOGILiaYbIzKR6hchMqEiCP8LB0isiEiGSRy+9XcPpF+zqT26XSUzOFkBieLUboUoUtxOnPAZEN0IURlw0Q+WM1EiXyIyETIfJzKR5hClC4fMZUcc3z0ppyslY+YSop+laIrOF2JUpUoUYxTxQRVCJ1mDsjcPpUOkdkwlYvSBfxDwpHI43QxSpfiVClClXC6lKBKUboUoSsRuozTxSh5fEieVP/xQ68177dmo/Z83J5fdafXvYdxfz7uzvvdn4adh0HnftR9GHQeRv35qPPToPUwaP00aN33m/ej9mzYur9qzkat+ag1HTSn/da025z26rNefdKp33TPb/r1299++nun1WG3rFj1uhW9zqLHrMsau0FlUaJGFWQ3q5f1iBGVmzDQZ8BWlIABlbp1cj0q1GEShwqyKGVWlSKggt1KiUUucKskAUT4uRHc0Qo3tNwdtWxLLQ1ohasof1sj2dSDa5hoVSPc0ABeiL1pYO9g/M+18nWVcBuT2mCuVy3Y0Er8qHBXLw8gQpecu60XPTYjAZ3EreI6YI5fJVxFOW6laEcP7OgFO1r+tkrg0y6uqYR2iG9FWasajgfgurWsdT1/HRVvasQBvdCjFNmgXwRUiw6Q58NET/SSNa0woBQ55WwbtOBTiv1Kjk8ldMGiT8wyv4JjlbD9ANcOslwKlgNhexSsNYjlAJbcKoEH4zhA3jLEdsuXnAq2H+W7ALZLwvUiolUV14fyfbDAAC94VXynnG2SsczyJT8m9IMiL8Y3y7hOxZID5TpQvgtZXNXy3CjXhnB9GoEPE5rEi3YFxypfMEoWVyCuE1o0yNlGCfsjpUwGiYVSgA9KBbBMKJJzIFCiU8ggGVchZ8MKgQKWaRWgToWYNEoEQ7Q6g9Vg+Xzzv96+uWr8OGj8MGq9HbfejTvn4/b5be/iqnNx07qYdC7v2o27bmPavZx06re9y0m3Mes0p736rH85GzQmvcZdrzHpN2a9xrTbvO40xkXmLHKaiRN5nCoGqUyQzoaIfJBKR8hM9CwfrRbjZ/lQ9TB4lglXC8/IxEE1ET6LH5T++Dz3JJR5+jxjf561fp1Zfp52hCv/jR//7kXO9nVG97eU9cuM4Vneuv/yr0EiE6mmcCoXqeVjtXL8TTFeK8RqpQSd/xdzp5o6qKb3z9L7RCZMZMNUMU4WcbIYprJ7dOqAyseoSoQp4EweJ/MhMhOhixEyGyZTMbIQqubCZD5KFnG6mKTKR0wxS58eUq8OmVL6zUmSfo3TpUOmkCALYSaDE9k4UYxSlTBZCBO5EJEPkYUgUQwShRhZCtNZnMzG6EKEKkWocogpxclSlCrGPjTbVD5OnBySJyn69PzdcNia9drTUWc27MxGnYdBdz7ozEbt+3H3YdydDzv3w+77UW827DwMuvfD9vtB+/2o/TDqzEeteb81G7Tv+61ptzUdNKfD+qx/Oe83JsPLm8H5Ve9y/NmT/7Cb3Z5lm8eo95itFqPeatboVLBOC6/olWaNwoxIl2HApVLadZBBKzFrZBaVVAtwLYjIpgWMCvEyyt/SAI+1Mge6tGuQP9WB60rhjkrswURPjNKnRpkX4v7ahO4ogQAmX1fJnhiBVbXcAYl21FIvxlnX8rdNvE/MwAbC2baIny6j6xqh3yAIqGUOBXfTIN5Vib3qxYCK70d4GyrhJiZaVYvXEb4HYPtgdkDLX9MDTpjvRXl+hO9FRWso3y5mPdaDmxrptl5khlk2jPUYk/pBzjom9MPCTaMkoBP4lexdhOeBFg3wLzxKnkchcMJLdowXUIp1/I/t8gUrsOhA+F6IswJy3ag4oJKYAZ5a9MgOsc3Sj5fBRSfMdkJsD8IzQh/bZGynhGOUPjLKFqxStgMULovZBtnPUd7/aVZwvUqxDxH4EK5R8rEDYNtkS2bJIz/CX0UFRukjC8ByKhaXJaw1VOJCeQaIbQF4VinXioow0eJHgIgrEy5BUo5MsgBI2TKRAAbFCCgApFxIIUZRMQQINXLQBCtMCKaGQa1SaTaYfrn+X+fMoPFu3Pzxpn0+7rwbt89vWuc3nQ8WyOVd92LWrk+6jVm7Pu0073r1Sad512/c9pt37ea815r3W5NhY9JvTrqN21Hrlv6eiZ4V4nQ2cZaNV4sRIheuFnAiE6WSESL9nEqGiSReze1V03tkHCfS4WrqORHbpw4Pjv/8PB0IpjZepJzfpJa/Sdu+TGm/TNn+mnR+lVZ9lbY+z9ie5Va+yiy/KO6EiXiYTh7SBZzKJmrFQyYXZfIxuhCnSgdkLlhN7xNHL6hUsJqKEakoWUjQ5RhVDDPZCFVMUOUImYtTlUithJNFnC6EqNxhtZggcjiZ2yczwWo2SmWjZC5OlQ7JQpwsxehyjMqliNwhlY8zxShZTFDFQ7IQI4oRshCji3GyHKWKMbqEU5l9IhukC3t0JkIXcbIYJ3I4WQrT5SBVilKVKF3+cGtEiBxO5qLVYowqJ5jSyXffDdr3g9bdsHM/aD+M2vfDzv8n4N79uDMfd+7HnfeDzvt++2HUnQ/a837rYdyZj9qzYXs+bD6MOtNhc9ZvzoatSa/+0K/PO41Z+2LaOb/uX9z85vG/27Vmv9VqN+qdRqNBo3LpNE4DumzCVvQqmw5b1qJ2lcKCQDYtbNKLVwwKg0pmUgqcStCmA/QKqRkVrOslT4zSLaVkExM/0Ujcasm6DvBjYpdC8MQIBZS8NUS8gUnWDbJVo3hbB+yohA6Q7VWIP7PIVw2SdbXsiV60phCsgQKXQrKhkmwZJJtGyZqav2MEfTrJpka6qZL4lBIPKn5igje1fDv0aNfAX4WEOvHH2wbgc7PksUm8rhF5VByPSuiHxQ4NzwHzNzWgHwNW1fx1NccGLHlRTkAtdsP8TbVoVcVzwHw3JAwoBD6F0CVjr0CLXpRvlrMc8IIPE/gx3oqM5UQ4XozvgKVujGeQsfUilhsTbirFfpDrgllWgO2BxV5E6oAFVtmSG+M4AI5JzHEp+C6I71It2RVLy5JHVhl7WcHxq4V2UGAUL7nVUq3kkR5a8KgWfMiCRfRvXpjvUnBN4IJZzrYjHJ9a4EdYDoBnFHz8kUIggCVchZiDSHiAhIsAEgQSAiK+RipFQB4ihRQSOSDlY6BEr4TUSsSkNVp0um3fL39k+q23V423V63zUevddevdpP3utnV51b687VzMepeTTmPSqc86l5NeY9pt3PUak0Hzrt+Y9hrTYWvSa971WtNu827YnFyedw+JUpTMx4hSuJqLEMUImT+gsgdUJkSlDqjUPpkNVfMRIhOqpkJU+gV9uEck94nUi7P8wcu9/YzvWcb6TcpykHR9mVR+kbVsx4pOnPn90S+/yhq/yNi/SS1/kzW8yK2HTw8jdCZEJiJENkaWokwuQhdiRPGAyUWIbIhIHhDpKJGJ0KkokU3Q5UOmckT9K+2QoCpxuoIz+TCdx+lclCpEqGKEyuNnxUi1ECLyUaKUqOajRClKFIJU8ogsxagCTmZjVCFMV3C6GCPycbIcJUsxsnBIvYrVTg7p4yO6HGNK0doxTuejZDpKZMN0BacKEaa8TxeCVBlnyjhVTFBFnMod0JkYVYpTlThZiJInidpJjDz+9rw96swHrdmodT/szIft+377fti5H7Yehh8O7Yd+ez5qz8edh+vOfNSejdrTq9Z01LofNOeDxkO/MR80ZqPWvNuc9pp3g8tp53zSu7xtvRv96rP/tJnNbueyVWeyqY0uvcZjNAYs5vVlg8OkN2qxZRPqMKJ+o9qhBG1quU2lWEbFNp3YpoTUCoFVB1iUoA0RrqkkT/XQUx341CTfMcq2dbLHBumaWu5SSHfUwBoq9cDCgFrqhAUetXRDA65rRFsYf0sLrGKyHVT4VM3fUAm2lMJVhXAFEvjVwicmIIAJNs2yLSX3M5NsDeXtoEBAJfGpeU+M8h29aNco3NSIN5TCXbN0Qy16rOH90gL6lDyfQrCiEDhQrkXI9kL8Vb1wFeVtqIR2hO0AOX5QuKHiPzUKPjEq3OjSKsz73KhYgzlrCsG2SrKh4vpVXA/GdsGidY1kFWKva+QBpWQFWQpg4jVUZJdzA7DID7I9EGcTk1pAjgcWukCJDVraUPIciNiDiGwA24+K1jC+F+DbQb5XIXDI+cvo0rL80Rq25EIXXBjPhfF0sp85FYvbqNgJ8G3SRR/C8ipERhHHrFg0ows2YMmtFFph/kcyIUsuYcmEv4AlAiUgxQCBHGQDcg4qFUiEjwCQq1LJFJgYxqRqBNRolJgG05vU295f/UB12u+Gzbfjzru77tubzsVt63zavrhr12+7F1fty0mnMek2J53GrFe/6zbuuvVZpzEbNO96zVmnOem37lqNabd5121eni0nSwAAIABJREFUFd6c7JP5CFOIkdkwkQ0ReZwoRolCkM6HyELo7Ah/XYic5UNkOkKmw9XUwdlR+OwwfhYOn+Hh47/sp+3PkvbnaevztO15cvmb5Op29PVKpP27xB9fpJVfZ21fZSzP0+ov8/7gWTpIJYPMUYRO7xHpA6YQYXIROrdXSwbJbIjKBZl8iM5H6EKMKuJ07pApJKnKIVmKE9kEXUnWylH6Q3eajp3lw2eFg2omRGRC1QxezcfI0gGR2SdT4WoGJ9I4kcaJbJjKJqjyEVHGq1mcKsbpyhFVTJHlJHmSpk5S9HGMLh9Wc3EqHyWKOJGPkbkImd2nU2EqG6NKIaYcZQo4XY5Q5TBVxOkCThVj9HGaqsSpcpx5mSSPizTRatyOmpN+az5o3Q/b94P2/bA9HbRno+79qPfwAYs1aL4ftueDzmzYno3a82F7PmzN/9UAdybD1mzQuhs273r1Sa9+26vfDOo3jbe9z5/8h3/Z5rWZzQbMqte5tEabHlsxqlxarcusNKulZiVkRMFllcJpUFrUkA4CDIh0WSu1qmUmWGxSCx1q6bYB9CBiFyb0Ypx1lTig5G1pBZ+oRE+Nkk/08lWEu6mRulFJAOOtKcU+WOyGJX5MvIqK7HL+Yy28rZVvavg7etFTI/eJClxVCNd0ok+W0W01f1vP/kQn/lQn2FRz17UiHyLcMYqfGKSfaER+TBpABGuoaEsn+1TP/9Qo+cQErmukboi/rhA/NUp9GNcP8h/rpQGUu6oRBlRSGyTxacS/tEG/tkg+M/DXVDwvwn6ikq8pBU6E7YW5AUwQUPKsco5JzvKqRR5Q8Fgj9yl46yruKsbzq0UBTOiAWR69dAXjOBDBioJtA5e8Sr4LWTJCH6+gYruI5wH5TpjrBB75ULFXwQtgLBvKdUMsF8TyaUQBJWgSc9dVQpeCZ0c4y8AjFyLwIkK3XBCQSxwg1wZxjLJFnXTBhnFtat5HiJiNyfighC+TcsRSjlQokEq5QskiIOPIpEswzNUgUjWi0CCQVg1qVAqDRmW2LK96PvuWaPbPr1r/GLfeXXfO7xrnd+3Lu97ldNCY9Bq3nfq8U592mlfd5l27Pu01Jt3WXbf+0GvOBo3p4MM86XLSb01qb3/EiUKMziaqGZwo4NUcflYIkrkIkQ9V0/t0+hmVfUEmI1QyWs0dVFNBMh0m8sGz0p9fEX8qJfeznq9Tjm/Srq+z6m9Sur+lrF8nDV8lt/909NnXacuzrPHrtOGrLPosbd4r/U+ISh7QR/t0NkZlI1R+r5aOvEnH6EKEzAepPE4VokwxVitEa6UYU4wyhShZjDK5GF2MEsVDonhElQ5r5QRZiBDFMFGMEQW8WggRuVg1HybSOJM7ILIHRD5IZPHTfPB1MUzmcTqXoAo4kcKJTLJaTBBFnCzHmWKSKiXJyiFdef332t8v6vTbf5z9+O0hVcbpfIwu4GQuQqVwKhuiUmGyGCPLIaYcrFXiZDlKVaLUywR1ckhVjqiTw9pJnD6mfrgYtmet1nzYmQ47D8P2w6g9verMB515r/V+1J2N2vf91k+j9nTcvB92PpTlWbc1H7XvR53JsDXttebd5mTQuO1fTDqNu379ulsf13/s/vaz37qtK36Hw27R2w0am1Fn1WFGFWRSY2pE7tQgLj2ihMRaDDLpQL1SuKwCfSalCRUtq4Q2vdSEiJYVAr8GDGhkfkzogrgelOdXiJ8YwS2deFMn2FZLN7TSVaXApxQ6ldzHOmBbK/YphQFM5lGJPAhnWyldUyIbCHdXI11VCTe1/F29cEMrWVcDfqVoXc3fUAt2dILHOtG2VuJT8vwG6a5BtmsUf74Mb2tEG0qBR8n5zCbbNYAbKsHTZcmuQe6CFjY13B0T34Xx/ErupkH+SyO4hfLcmNAJ8V1ywbZesq4R+NVij1LgglgehLepF3jhRQ/KXUX4KxDLh0kCIMcuW1xDeOsq8ZZauAoLVhRin1bkUHIdAMeNCGwox40uOaBfOMGlZWhBL33kRkQrGN8MsFzIghVi2SGWE+M70SUPyg6owWW50AItbhlhm0JoBblOiGNHOA6I75Rz3aDAArIdSo4V5qwo2HaIpxc/MskWTbKFj0ApVybgg2I+IFmEpIsYKJSLOXKJGAZkMChQQUIVKlGiErUS0GkhLYYZtVq90eJz/Lp21u2+vW59P2q9vWqd37beTbrns97FpHM5bden3ctJvzHr1Gedfwl41mtOB815tzkbtCaD1rTfmPZbk/N6N02Xo3Q+SudxMo8TWZzIh6j0QTV+QBzhRDZCZkNkPkimI3T6gMyGyXSkmg2+/tvfMv97LXHym8M/PEuZvsnYv8iovkipv0gZv0zrv0ijXyWxFynkm4zty7Tl67TxRdb4TcoSf/lljKgc0EmczkbJ/D6VO6hlg0zuoJYKMekIlcOpTJjJHdSKcSobolJRKh+liwdUNk4VEnQxzOSjdDHGFKNUIV4tx8l8lMjj1fQBlQ7S2QiRxaulxOtc+CwTPStGTrORs2S4mgwS2QSTw8l0rJpNULkYWTiiKsla+ZAqHX17fJKIfffHcI+5Hg7/r377vtEYHJ2lY3QxSuejVDZKl8J0IVIr4HTuw5JWjMrH6Jcx+iTBnMSpSpwupemTFF3OMNXz+tWwNR+2J4P2fNCejTvTYXs66sz67ftBZ3r1L+nOR+35oPMBjnU/as2HzfmoOR+2JsPW3ah9N2reDi5uB/Xb7uVNr3538d3wyfZvAzaHZ8XqMpodWq3dpPEs65xGg0unNaghkx40q6V2ROozwnYjZlUDTi3s1sIWTGZChVZYYkOkepS3jPBWMekvTchTtfgzLbijhna18jWNbFULrGLAhlK2apDsahVrEH8VEfgQsQcWb2ll60rZulLkhRa29VIvxtrQiD4xyh+beD6N0KbgmOQ/X8fEmzrxqlqyjkl+ZZLtaCQBRLii5LphyZYW2tBJ/Khw1wytK7lWOcsCcLeM4scG2ROzdMMoWkUEG5hoDeZ4gEU/JljDRE/N/M8Nkh1U5oYETpC9pROtKvlrSr5Py7PDiztKwa5eGLDw7CDHj3C2NFI3KHTCQpdCbEG5frXIj/GX4Z/7NXy/UmqDfuGBWeso36/mrimFDoDjULH8Os6ydMkFc2zIgg3mBxDpsvzRCspywYJ1FTegEXlhkVXGWYY5Nphrh1kr4MIKwHajIgsoNkkWLBDbBnMt4IJJznMpeB4F14dxHAruRyLxokTCBSSLYtEjWCxCZQKFjC2T8WBAoJZLEEiIQDw9CmgRuVGFKRHUpFWZjUavfYt82ehcXjXejtvvbtpvb9vnt52L21b9tnVx07+8GzRmw/pk1JgMmpN2c9ZtTrqtu35r2m9Mu81Zv3k/at72Gzcvv6NwohAnKjGyEq8eR8hckMokqrnQWfIbMhmsHoWIZJA4ek6mDqhsmMiEyez+68iz5Mo3SdWztOVZEv0mafhb2vhFyvhFyvCXtOrrtO6rtOHrpGnvyP48bfoqa/4ma/omb/oqZdnPb+KVLyJnh2GmjBOZCJkN0bkDIv+COcLp/D6de86kQ0wOpzM4lQvS6RdU5oBMRaqFKJHFmUy4lo18WK6kMzG6nCCy8Wo2cZYPVbNxopQgCiEit0dnDshMmMiFq5nYWS52lgtRuSOidHhaTJClKFVKUJUM/TJNH8e/LRUS8csvot/9/uvvvy73Rv9Pr/G+3Xy4uOgX6dMYVYwR2cPjdCGXLcSPksVciihFiHScLsWJSpQsxWvZJF2Ok6UYXUrQJ0dE6eTb2qA1GdVn/eZ01JqMO/Nh62HUnvda02HrftSajVqzfmc+7M4H7dmgOR+3HwbtWac97TYnw+ak15z1W7ejxm2nPh3U73r1m17zrvF9+8n6Z2vLDp9txW3RBZatDqPeaVSa9OiyXuXQw1YdbMLkHh1k0yh0SrlDhTjVkEUlserkLp3UohT7tLAdFm8ZZKsYtKaR75iFnxuRT8zAE7XsqR7aVoNPMcmOAVjXczfVwgAqtsrZPlTggtkeBXdHK3MhnB29eA3lbaq5T8zix0bpJwbZY4N4Uy1YQyUbatm6UrxrALwK4bpGuqURrmECn1a2phK7Me6GjhdA2NtGwafLyKpOvqESrcLsNTVrDV38RCP83CB+rOM9NQs2NZI1pXhbL9pWLm5quVsGqV/Ld2GLfhVrUy17rJLtKOV2BcsOLa7C0nWEZUPYVnBpGfyFFVkyQVyPSuRE+KuYdFct8Sm5WxhvUyW1IUI7xN7AuF500Yvy7HKuR8FyIwtuROiC+W61yCTjuiGxExJ5EJ5dwXajbA/KW0GkVuiRXca2gnw7xnUqWDbFghl65FCwTLIlO8x2wRwrwlZJf24BWSaQbZRxl+Wsj+QCASIRwnKWVMYSCNlSiUAqYAF8FizjwZAIkQskAEcHg0pQrsNgDarUYzq7ftlt26Bevu1e3DTfDtsX4+7lVfviqnt512/eduqTbmMyaNz2GtNeczK4uO9fzj+MGfuNWb856zYmreZk0J58f34Zpgo4mcepQpguh5lchE5GiGyYTO19gG8QqRdU8gWZClLZIJ0NEanoae75yf98ndJ9k7V8mdN/kbZ8nTJ9lTJ+lbZ+kdF8mdTtHTq+SVm+ylhfpC17aWcot/Iis/wso/omb/w6a36Rs+3ndvdfBfeJTIhO4XRun07u0clgrRiiS0E6F6PzOJkPMvkDJnNA5l8Q+X0yu09mE1TpkMwcErkYVY5QhSRRjJPFKJlLkPkIVUyQhSMyk6DyMaoQp/JRshgl8ziRD5E5nMhHifwBmQ/Tx/FaKf5tOfXtywzzKvX9KZ3Off/rr7793bNG5e1g9H+fkWfRYvgV86ZxcZ14Vaqe/+P4ebhseVq1/Lr6t9RwdJ8ql4Kvi3E6HyfKUap8SB4fVY8T5EmceJ0kjo+Iypt3/VFn2m9Nx833g9b9qD0ft+77zYdB+37UnQw7815nNujMh5334/Z80J6OOrNRe95vPQyas2Fj2m9O+83JoD4Z1Se9i9t+8/b8Tf3Tzc+9TrvTbrMu6wI2w+qKyW1R2XRKh0HlM6rcKnTVoFxWgwaVzKaRubVyiwZe0WNWTGyERXpEZIa5XrV414p4NdKARh7QyQIa0ToqWVeIdnVgQCna0Mo3jfInBmDHBKyqJRsqwROdfFsl9kLsNUzoV4r8BokTYT8xS56agB1MsqoRf2KR7Oh4uwbeU5vEi3G2dGKfhuVA2TYZ36+SuFSCbZ1sVyvZ0kr9Sv62WvpEL9/W89ZVvA1UtKPi+RVLfmRxFeZtacXrOtGuFl3FxGtaoR9bcqOPXCjfBXM31PyAlveJUbKFibwge03F39GInADXAbDcwKIHZq2hPDfK96mkPozvRYUr8gUvxncDLDvAX0EEa7AkgEn9qNCFsf06iUchtss/dso5DkjoRgQBjXBdL/SjbCe05EQ4y7IFO8i2QVwXzHODHI+C6wZ5LjnLgbDMskc2YMGOsCwynkXO9iJcJ8zTAws2gGtCFqwK/jLA/kgq5mhkEkzKl0iWYJkQlQlgGR8GxDAogGUCJcRXo2JMBapQuRrGtJjWqNRbjUandYMuX3Qvrhs/jNvvrtrnN+3Lm279plu/7jUn/eZ1t3HTaUw6remweTdoznutWbcx6zang/a017rrNqfty6s8c4KTuQRTwclCjCiFqUKUTh1R+RCd3aeyQSJ3UE0Hz1IH5GGITIWpbJhMhIn0wcu/fp3Vfp01/y1j/Cqjep7SPUuZv0xpvzwyfXXoeJ4yPc+Yn6Xde7m1g6x/P7eyl7Xs5e17uZW9vP1F3n+QtofzW8FXhyEyG2XyYSIbpDNBOouTBZz+EBLORahCiMjukYdBMrtPZg+IdITORulshMpH6WKUKkaJXITMxKlinP7Agq9E6eIRU4jV8olaMUoVcLry4emboCoJqoDTpTCdPaTLh/RJnn6Vq/2/LL1ZdxtZfuWb3+MuuzJFElMgAoExECNmgDMGYuJMSZmV5baXq3zbbtvtsitTIoCIwDxFYCJFiUAMoLIylZkSBwwkQFIDR+V1dbvdve79LPdB9XqezstZ5/zP3vu39yry3uvDy+H3w5OXRxdv/8+PrwZs/R8bQinBPXn5qjccXo9Gfxr0754nSnvfFIYn1z+8Gv939tvMfoUWWymhnu3Us+1mQdxJSzvZzm5e2k0Lde476bT/bjy4Ph9eX57djE9vzoc3F8O78entePhxPLw/H1xfDO4+/VRfDO4vBzfj/s3Z4GY8uLns3ZwPbi57H857by+Or06P3l4Orn4Sj9ejK/PT7kWfOzDjcjmxGZc95HPM2Ig5h9VDGt2UadaOeayw3414CNhlgUm9btqq9xFGJ2Wew01eyjBLGuIOXZTSRR3adRu8ZIUXzdoopl1160J2IGbTblL6JRwIE4pVCozh4JpNv2EzxJ3GNRu46oD8yNSyXRNCHsTt4KbNsOnUb3gMSyj00KH7Ky/4tRteIbUbNtOW1xC0qmM2JEBo5gyqEAbHKGiFhBdMqlmLMo5rwqgijAKblG6DVMXsmhAOREh9BFUvmT6fs/xqFgOXKf2mUxtGJ1aIqU27es2u2SCAVRLaIKCQVb1q0z52gSGrcsk8uYQ9iBHKCKaLoXAQBYOkYgnTLFk1LugvvcYvQlZ1AFEGUO28SblkVflx7TSqWUXVIcsXQVy9iKrmUIXfCoRQyE8owlZgzqhaQrUOaPLT9sIkuGhWLmKqeUTpNUz5TBPzJuWsacoJPXAZHwQQlQeadBke+MnPA1ZNFAU/M2knYd2EXjMBayYN0OdWUI0YIZNJgRoBxABgRhNm1ptNMGHWu1HE47DZbKjb65ibjrbrP50evTv5+WLw+n3/9fvBmw/Do6vx0dXo8HZ4cnP6qbyjfzUe3I5OPo77V6Ph1bh/Pe7fDfvvzwcfDn74Lt+pZeRWTqwXxJ2s2MjINVaqJWQ+J9XTQonpVFLt6nankhSrtMgxQikvlDP7DXa/9IdG+A8V65Oy4w8c+U3F9rQ0+7S4+KQw+23Jt12cf1rxp7hYkl+n+bUkt5Ss+lLc7FN+jubCLBenG5spPkrv/isr1FMilxAqT4Uq3ebodo2R+JTEbUuVpFhOSKWnYjkt1JJCNSFUP3k2GJlj5WZObKSlWlZqZg5q2W6DleqZbjPXbZW6rXJ3N39Qzx5wuYMm131W7e5mXzayXb7U3cl3d3JyqyA1i9JO/mCnKDc7/5g+bQ/P3/3vwcnHo/77wrPtdPPbXCP1+vCid3jV/IfSzm8rh68/Di/+18Xwf8gHP/7X5D98wz1NtLlEu/b0RSkl1Jl2jWnXM8JOprOTFvl0m5devT4f3A0HV5eDm/PBx/Ph3cXww6h/Ozq9Ox/eXAxvLnu/XP75DN9e9O/PendnveuLk+vz3s2odzXufRgdX531PgwP373t3X4vH68G1+bd7gWfZ9rjcONWux2fdbsWvY6Ag3STJq/HOm1DPKh50U4E7JQb1c84zXYEclAGH26Zo/SzlGHGCsbs+lUHGiK0X82YN9xmP6UOEKoQAQUwdYTULFNgmFDGbaoNF7zuMa66TI/shjimXsSmll3aTacuQkHzFvWCGVjANDMmRZTUxQnNukO7QWm2HOZHHmMI1a6i+jWbNoio1mz6ZRuwTKgCqHrFDi8iykVEuUpBUUq7aYNW7NplUh3HdauUOmYHozZNlHqwaQciuDqKwmu4YcE44TJ9HiTU66QuRmpWSM2sadKp+4uQVe1HFSF0IoiAIYt2iQAXLBqv/i8C5okwDM4b4KBVGULVS1Y4hqsDlql5i2KBUC6YFX5sKmSDYrg2gqnnMeUCNrloVAYtYJgEQg5wHlfOGB6EcIWf1LgsyhCmWHaAc2aly6CcR9XzqGpWr5g3Ppg2PFg0qh3wX4QoxbxVNQ1NuuHPXaYH88TUZ3pQAemVBo0SNQCATmHRQ4hBbYYnUVAHGSatJshk1JmsgNUIYybjDEU4SdTndAamV3Yrr84Or/s/X4zeXA7fvO0ffhgefhgeX/dPrgbHN6cnV+f962H/46h397Z/c9G7ORtcj3v3p72bs/7t0ZvTstTIis2M2Mh06kVxJy/Vst1GRtihxXpaqrMCl2lziU6NFvikUEkK5ZTAJcQSLRbTQnG783S7/psn3Ny3HPUt5/ym7HpSnHlSmX5aCSZKW3R1PVVdS1Q3U3w0yQUTlQhTCSa4UIJfoflVpraR4R9ld1O0UGafF9PPi/TzQuJF7dt28cl+JdGupgRuW6xuS1xCqKaFclKoJDsVWuBScpWROEZqslKdERvJg3q6W8t1axmpxkq1rPQsIzezB81c91m628wfPMt/Or0vm/mDZxmplZWfFeTnmW4rJ++WhVb9x87+N4nXf19+//Z/j45vh/1fDt9cdA72f/7p+O3Ff7b+hdtzf932PG79LX12+svp0d3l6E9tQcrV8ukOn9ivJJ5X2A7P7JfZfZ7tNNJCIy+2sp2dsvT8+Oj9uH83Gtx8mnLHpzcXg7vz4f3l8O5t/27cvx/3f7noX4+Hd+e9+4ve7Xn/l7PezXn/anR8e358Mzq+GvWuBofvL/o3r4TXa+HN4NzCtM/tc7vmvU7/tG2awgN2apo0T1PIvAtZ8GDzTtzvJBZIyzyh9xPYDGWYtZmcuN5HwTN2cMVh/Npn2HSZYzZzCAc3HKY1hylG6lYxXZiAVijDKqlZIbRxh2HNaYhg4BoKfumEIiQ0b1HHKfChC1pzGmKEbpWEI2ZtHNOsktotyvTYZdiahpcpzSOXfstjWHNov3aZVkjNKja1QigiqGJe/3kYm3xsN27aoE2nbtmuXabAuN2y5oLXCDCGA1ECXLKqIyT4cMawTunjuDZsVWw4wCgFBFHNDKrxo5o1QrWIK6MEHEG1sxgQQkGvQbVEqMKYZpWEFpCpJQxYQqBpsyJKaOIk6Ece+K2KLYcujAFBHAri+jgCLlPagF0bQqFFqzZghaeNikVcEberF82KmEOzRmk9BmWYgBYNqoBBHbMqY4R20Tg5bfrCawV8JrUHnrSDykVE4YWUPrPCa1UGMI3HNOkwaHwm5WdWSGPRAWaDFtZq9LASMUFmEEZ0oBkGjUbQotdhJhNhNdmsJhtiwTDEThJep93jWmoU/nh28v74h8v+68vTo8vR4fuzo/fDkw+nx9dnvatR73rcuxn170e9m/P+7Vn/5qx/NRrcnPU/jAZvn38vFYS9vNDKiVxOauWkVl5q5KSdvFAvChwr8kyHT3V4WihkOmWmU0t0Sql2JdGubItFRqywYpXtcIkX7Df80tOq6wnv+dfqdKqyma6ssuWVNLeSqK4x5ZVvS3/zT8XfJSvL29wKU1ljuM0kv5aoRp/yj3PPyrlOkX1Rop8XmefFxPNy4kUl8by0vV9MtivJTuWJwP9eym8LxVS7lBSLSZHLiDwtcWmpQcv1hFxj5Doj8RmpnpFbyYNm+mWTPaikDvhUl2PkMitX6YNGQeSzEp+VuFy7npZqOblRklv5754XpFb5++d8tXjSenV++f9KcrfQ3K7vPx+d/a/Byf3Z6Z9Eutl0b+7NfPX8n0qXF//xQvqJ4Zovfxyfn96XpedPuy1W3El36ozAs2ItK9azUr0g73CdveL+Tvv7V+fDq1H/aty/HvXvRoP7t8O7i+Ht5fDjeHh7Mbg969+Me7fj4c354GY8uBkPri979+OT20Hv6uzkdnx8Mzq+Oj36cN6/eSn9GAuuLM3OLi0uzPmcMz5q1mMP+yifzTTnxpdc1DRqmcbNs3YzicBOQr/gwGYpU8BlcpBan1Pno0AvaQ5TxhWHMUYhIdI4bVHEcXgdN2w5wQ2X4ZEbiVk1qySwagdClHYZ1ftNk2EcfGjXrzv0Dz3GOG4MEXDMCfoJ4Dduw6ZDt+YGVwgobtfHSeMKCa4T2ggOLGOaLSccdWo2PFDQqghjQNxpWMJBPwHEHGCUBJadUAQDohi4RILLDvWKU7lM6ZdxzWMnHCa0s4R62qqOUVCY0gQITcSuieCqqAtYwnR+TL1EqgJWZZTUBtDPg7YHc1aFx/DAbVRFKd2SVe0zKedQ1QKqiVBgBNOGKCBgnVywTHqRKT8GRDF4zgoFUZMfUS5apsKEMmBWL1qn5s1Tfot2HlFOGydXCHjO9MBr+SKgV84ZJhdQpccwuWhUTeuVToty2qyeMUAOeGIJUy1alDOmCa9W7YRU84g6ZNX5IMVnJliJwBqDDjCZ1VajUg9O6iA1YYEtMIgaYcIM26wwjmhtpJHEjBRpxQnUayN93kAl/8fR4c3xjxenh+97h+8HR1fDo6vTo5vx0e3w5MNZ72rYuz87/nh6fH96cnvavx33bk/71+Ph7fevf84LjZKwl/7Usifs5jqtrNhgpZ2syOWEWq7DZTo822lkO1xGqKY7/JNOLSXUaLGcEkpZsZ4R+W0hx3aqT/f+epufTXH+J9xSgouzlbVEdYOpbDLc6nb5t1+lu2vMq98XfpfilxK1VbaymqkuJ6qP2CadfVGhO6V0u8q2q6lOnd2v0O0yI1TzAs+0ebrDMRJHi+XEfinVKSc61ZRQYSWelqqsWGPFnaRcS0k8LdXZboXtVnJyKy3XUlIlLdXSci0j87TEZ+RmVmqkpSYrVVi5lJea2W6jdFAvdlu5bjPbrRUO9vvjPx2/uczXt/de1tKNP0gHr87P/uNs+D/6w3/vVl60061B7+b7H4b/kn/ylP/m9/mk/OqwJO6xL3cK8m6u28rJrYK0U5R2y/Jurtsqia2ytFeUn/34ZnwxuBv3ri+G9xfD+/P+7eXw7nJwNx7eXfTvL/p3o8H9uH8/Ht5fDG/Pe3ej3i/jk7uLk+tR72p4dDXqXw8P3130br/rvFkNxZe8vsVpn8/rnPP6PC7C40R9dmzGjnlQvZcwzZP4HAm7KIObtBJmvdth8JI6H6L1WGEvaXS5SI0sAAAgAElEQVSgQNBpWHeZH9mNyxS05gJjhHLNBT/2mb526h/a4bgd2nAbH3stS7gqguijBLRo1cZduk2PbtMJh626GKl97IZXbcCKDVp2wFEXFLbqY5Q2SqqD5MRjlyVO6ZYIIIbo41btCqaIOVQhm3rZrdia1kVwIIBORQlVBNfGKOUCNukzKEJW5SICxCh9FNOELKp1whpCoUVEteY0xglwwQoGLNoVGxQilDEMjBGaoEUza5laQpVRUhV166IUsGBWLOHAEqYKE8oIoQwT6lUbPGf8IoQqw5jKb1YFMWUIU4cRZRSZCmLaOfNkAFfNGNVesyJgmoyhwJxZuYgBfrPGCyt88NSi5S/9uMKPTwUxxTyhmkE0ASswp1eR+i/cxsmAVUVpf+VH1IuYOoAo/YgG1UzOGZUrDthrnPrMZNKa9RrEoDUbVQZIDWknYFiDGECt9gGsUyKoGreCBAJTKIwadTM2ykfZ3DbbrMdfY4R3x+97P52fvXk/PHw/Pro6O7waHd8Mj65GJzfnvauz3t2w93E0uBkPri9612f963HvZnByXu22MkIjL+1mhXpR5HIinxMaWbGRkZsZsZru1LPtRrpTT4vNbKdGi1VGqibFckqo0mIl3SmkhUpSLD1tl1Odwn9r5h5muH8s/R1bXae55SQXf1qNJkpbdGXtW+7R32WefcXK35R/m+WjTG2D3v3bbOv3zPMcK3Bsu0y3K4xYzgp8XmywYi2zX8vtN1JihZXKSZF/KhVTUokRuaxQpdvFdIdLSTwtVxmpyErVlFRLyVVGrqfFWkrmmYN6UqonpEZGrmbFGt3dSci1lFxiRC4vttIix0h8TmrmDp7lDpqFg52M/Gkwbn330+jy9N8be4Vi7ZtqI3d49Pb4zW3zd9n6ZvLNwdXp5X/2Dz9+90P/v2f+JVFJ/nPxSbrTzB/UCnItf9DKvmyVurv57l5B2it3d0pyo9LdKco7Wam1+93BcPBh1L8bD+7Oevfng/uL4d14eDsa3I0Gt6PB/aj/8Xx4Nx7cve3dX/SvL/o354Ord4Pry5Or096Hcf/67M2Ht8M7+fnr5WB8cdY353bPeZ0LLmfQ7fHbnAsE7sERF4Y5cUvQQ86QVjtmsOF6hwV2IFoKVVEI6MSNPtzgxYBFO/TIDW66oIde07pLFyF0MQscRnUPfeYVUrdEwH4cijs0UUq5bDOsYtp1myGMQVEcjFCKh17zsh1awpXrLu2qTRNEJlecUIQCwqg6TIBxH7RK6Ndsxodu00OXIW4D1x2aDXJq06ZeIbXrTt0qod8i9VFUEcF0y4Tyay/sN6pCGBR3alYo5YbTNGedmLY+iOPgvGEygGkeUarfOHSbLjBEaFfs+hCu8lOTq25DkDLMIMowCYdRYI0C4qR2xWaMYRo/pYlSpjhl8aPwtHFijVRHcO2MYTJmV8cIVcwOLpIqv1U1Y1DOmianTap5VDVvnJwxPvAZP19EFAtW5bxVETGDASOwgKijNv2sTu0FJv24KkAopo2TIRKcM08sGDWzFi0GKr3mqUVE67NMzpgU0waVwzjlBlWf6YAJs/aBCdJodUpUDxJGrQPRo0bQatKSqN5i0JhNMG42onojbkUcBGUnqGmnY861WKKfnZ58OHx1OTh6d/rm3ejww9nxh9OT67OTq1H/anxydda7GQ2uR72bs/71eHA37N2O+1ed77qsWM91G3lxNyc2c1IjI9VyIp+XGvlOIyPwjFTLdOqZdvOTcZIWSrRQTEtFVswz7QrdKdKdSrJTSbSLhU7td/zLRab/23I+zcdpfjPBLSeq8UQlSlfXUnwgVd16wn2Z4uJ0dTmz8895uVHpNvNiLSuW0wKX7vDpTo2V61m5nu1WWYlPtyu5TpmR+KdCiRGqCbGYFMt0p0J3KqxQ3ZbLqW6Z7laTXT4pNVipwohVVmrQUoU54DPdWvqApw9qbJf7BLtKdRtPBI4RPrkvWnn5eb67m+u2CvJuQWww8g4r1Jvf/fHk+P745PK77394/er0/OL/vEg1ns389Y8z/4Xb+rej13fDw7vT3v/8/vujfL3E7Jbz3WdFaTcrt9Ivd8vyXqn7PPtyr9jdL8l7hYNnRXk3J7RK8l5Z2nv5+uhicD86vj4/ub3s358N7s8Hd6Ph7ejP+vD9+Z/t09fjwfWodzfuX4371+PezXnv+uLkdvjm/fnwTtz7YcW/HJmfX5jxLvk8827njAufdqDzDmrRQ0R8toCTCjkxL2X2Yia/DZm3oTYUdqGAAwU9pM6GaNwYGHOY4pRp1WbccJqXCNWy27zkgCJ2bRQDolbNil07jyqD1qmvHPC6B47ZgJjNuOWAN52qdZf2K69l2aFZpjQRTBvE9WESDFu1D52GKKl46IAfuuAwqVqxwTHCsIrp1mzwqhuOU8oYrlxx6DZI9QoOrdl0y3btCqn3myZWUHjZplqxA+t2OGhWRAj1hgOOo+CSGVyloBgFLFGaVUq3agejlDqMqwO4csasDBOaOKENWjSLVuWidcoJ/EUABUIUHDBDAZN21jy1QgARZCqMq+dxyI9oA1alF5rwGn81b1X5TYqoDVhANSFUFUFU8xZwAQHnLYoQoZhBH4RwnUcPTRuBRZPSBk0s4FqvedJumHLAf+FDpiKUIYApnPpJh35izqyas0Az8FTAPDVtnpg2Kj3ghA9QLupUn+mAST34hRaagGEVaYAdiIE0w2aj2mpUIXqV1QBSVgOBGAwWEMf0DpJwEDav3THvms9u7477Nyc/jgeHH4avr06ProeHN6fHH85O3p0e3Z+d3J4OPox61+OT21H/5pMB69XPb0rtnYK0y8i1rNhKi42cxBeEVl5oFcUmI7RSYj0tNBmhsi1WkhKfEmoJqUoLFVYo02KVFQtJkU9KtWS3xIhcVuKeNL79XSH5Lfc3GW4zXVun6ytMbZnhQwy3uF3zfttwftuY3uZjTCVW2PnHgtDMSDwr8UW5kuvWk1Il0S3RUpWV6hmJy8n1tMylxSojVLc7XKpTo6V6SqiwnWJCLDJiOSlWabmaFvm0zKcOKilphxXqGYljRT7VrbLdGi3zqW4jdVBNSTXmgGekekKo0RLPSrWs3Cy93Mu9bOW6rYxcZyQ+K+0UuvV8l3vy7GnzeWvY/x/9w/vT4X+82vmOC329v/S7zlP+7PQ/99s/PikVngmv9l+9zgrNYncv331e6O4V5b2yvFM4eFY8eJaXW8Xubr67m+3uVqS9orRXONhpHMj9k6vR4GY0vL0Y/HI+vDkf3J33P54Pb8eD+/Hw7qJ/e96/Pe/fjfsfL/q/nPfuRr27Uf/69Ph60Hs/PHz37vROeP4q7l8Ozc3456bnp71L094Ft3vGi8/b0QU7MT+NBL1EyEksOfBFr8lNGjyYYcZm9mDQvBNwY+AMYfTbjXGHZdVhiOO6dZv+kcO8QZkiNm3MAW2Qej8KhlyaCAWsUfqHNnMc00dR9QqqDJrhZRwMUw9imGbLqYs74DUbvEVZtqaNy7h6mQBXrPASogmgmgihW3IoVx3gKg7EKNiPqoOEKkZqlzD1ik2/RmrXcWDTBa3a1PMWxaxVsemE1uzKsFm5CCvDVk2UAmMYGMe0aw5djIIjuCKEqWdQVQRXRXEgiio2bFCQUMetqjgBunSfz5ofzFiUfgQIYmo/CszqVV7j5zEKWMGAJScURMFl3BCz6RYtGpdeMW1RxZxAnNQESHUUN8at0IIRDOg1ERIMk0DICvgtX/jNE9NG9awFcBkn5xBFyKXyWwGfYdJt/NUMonSbppy6iXnL1CKinDf+akav8ICKOUQxp1fM6KeWKHjWqPkMNYImg9Jq1CI6yKxVWGG1Wae2mEHcpEX1GswKYojOBGpwk4HADSRpJHDUZXe7nNPsv7Uuh9fHr85O33zov7keHl+fHt8MT65GvQ/nx1efzM/j/tVF7+qsf3XWu+sdjiryDt2tZaV6RqixEpcWmgWxnhXraZHLSLWUVM9IfKrDP+1UUkKNEXla4liJo4Uy2ykxQiktllISl5KarMwn5SIr8slnf0tzAYZfZ7jNZGMtyYdT/Px21fMHHvsDT/yhgj8tO1KcL8mHsvXf5Tr1rNBkhEZGajByLSXy21ItIZYSUoUV+YzIJQ4q20KRbmeTYikhluh2NSEUGbGUaZcZoUhLPCPyrFhPdGu0XE1LtW2xTIsVRuRpscrIVUaus92dZLfGyhzbrdNyLS02slI9K9XTMs8cNLJyg5X5jNhIy3xW4jPdKivy1U6zWH/akf84OvvP3vDfB/3/+cP+j0L9+Vn/4w8/jP6Z/fb35T/8ay2VbfO5Dp8Ry3mRzwu7ealZkFs5uZnv7hbl3ZK0W5KeZbvPit3dotwsHTwrd1vyq8PLwcfz/vXbs9uLwc14cDce/umsfzvq34779+f928vBzXn/7rJ/c/5ppXcz7t2cHd2Mjq/6h+/eDe8Odn8OB6ILM7PROf+izz7nIYI+18qCJ+iyu3HDgtsyY8dmKXLWZfDatAs4OoeZPYTOTejmfajbZpx16kMOY4SyrDqNWzZww6WL4Kav7JZfu8BlTLWBGx571I/dxlUb9NBj2HBDv3YbI5TpoUe/YYPiFOTHJyK2iRgBzCDKL13mX3vM627DqhNes4MRShkkVMsO7QyinkeVQUrjtwF+QrNiB9Yd4IYTXneCj3HTlk0fxDUxHIoRwKpHu+rQrVDQhlu55dHGKXgDV61YoU2nbsmi8hp+5bMog6hy2Q4soqpNm2XdYQxjqrBdGSMVyw7NCgGsolCYnAyTmhgBLmHQolETQKeCNu2sSRNG4HlkMoQCSzZdEFcuYRqfZWLeMBmxaqOkMkpCMUoXoXRhq9JnmPQbNRFS6UEmXeaJMDoRQJRLZnWEAP0osGieCpoUQavKY1D5LboVXLeAfb5gmlq0qhbMCrdxymeYWECUXuPkNKyMWoGwRfOZWac06QDcpEPNsN6kwfRq0gQjJq3VBOIWDWWEDKDKYtQSmA5HLKjJhKKo02XzOOaTv2+d9q6PfhoP33wYHn44PfowPPwwPr45Pb4dHd+MTm7GJ7dnx3en/dtB7+2w/679nZQWaqluoyA282Iz06lnxWZW3C10GqzEMd0aK1TY/VK2wyWlYlqs5YVmVqhnxTrbqWQ6PCsV01KRkfIZsZBp19h2MdupJdupb2sPtyuRVH0hUZvfrq1l9umne7/915rj36rOb6rOb6qeJ7X5bT6Q2v0nWuTZdpkWyqlO5alQSImlpFhPibWUWEnKlW2ZSxxwtMClhOpTqbItVFNClRW4lMBlOsWMUEnKlZTEpYVaSniWlHdTnQrd+bPExXS4ZKealLiMzGfkWrrLs9166qCe6vLZbqMot/JinZXrGblJd5ufYoPpLk/LfLrbSAvlYitzdHx+fHi197vczqPE653h5fg/Tk/ue28ukiWa2alk5d1cu5bt1D9FtVixmZUaeamZl3ez3Vamu1OUdytSsyg/y3VbRalV7u4VDprV7ouTk3dvB/d/vn6HHy+G/894+PGyf//25ONocHfevz0f3p0Pb8771+P+9Xn/etS/Gvc+jHvXw5O3709/kZ7/sByMhmZ9gRlfyOtd9DpDXmfA7Vh0kX4PteBxLtoJL2ma91jdJOR1GBddFi+pdyF6m1Gz4NIt2KxeQucntGEbGLGo4wjoNamCDtOv3ebHlCGKqLbcYJgEVylt2KqLoJoVOxQ3aTZs8IbXsOmG1xz6ZZs+RpkXSOWyTbXhMz1esG4Q4JoNWvOZ44Q5TAJrdt2XDn0UB4O4cp00bbnMG3Z43QZvOI3LmPYrj2WVgrcc4FdeYNWheuQyLZHAOqbZsMFLuHqVgFZI7RqpCmFgEFUt+6Blu3bZAQfxqXlEGbAqV226DZ8xhGnjNjBig6ZNygViYpkEAmbFisu47IKjpCru0scp7apVv4ob5swTIUQZp/QhqypIamYRlQN4EDSA8xb1HKrx6VVuo3rGPDljnIigGr91KmDSzKPwIgr4kclFZMJPQR5kKmLVTxsnQ4gyaFUHMeUiCkwjqnmjKmRQL5oVi5g6YAV8iMJpmghi6lnj5GcGUGEyaK0wgBo0JlhLmiCzATDoJnErgCMgYtRajSCJ6CwWrdUM2Umry+aY91Bet+/bfy6Pe3cnP7wdHL/vH707O746PfpwdvxhdHI1Prka9e5GJzfjk7vB0fXZ8c13P/6caddy4k5RaJbbrUKnme7UskItJ9ULQiPz6Uf3ky4icLRY3pZKTLeaEoq0UEkLNVqo0EKN7fC0WE5LlYyQY0WOlqq0XN4W6O3dv2N2vmJ2/oYWSpluPSuVM8/+6d/K099WyT+Unf9axVNcPPOilJQKTIdLify3nfyTduGpUE2J5W2pwEo1VqoxQpURKwmhnpZaGaHKCM2kWGNkjhXrtMilxFpa4JJCISPV0uIOKzZYoZ4WuE9+T0bgmE6VFvmUVEvJdbrbSsu1tMSxciPZbdByM3PQzHRbWanJyNWcVMtItaxYy8rV/EEzJfAN6Y/v3/1/eyn++dxf/bT833a+/qZ/dDMe/Omn1+/L7d1cp5EWmozEM0Its99KC7WUUMtIzYxcz8qN3EEt361lus3MQSvb3Skc7Fbk3bL0rHSwm5ebwo8/j0/vx/3b8fD+YvjL5eB2PLgbD3656P9yPri9GNy/7d2Nhzfng7vL3t1F/3Y8uLk4ub7o35wevrs6/djZ+25xNuifnV6YcflnPB6Hzedy+EhizknF59yLDjLotCy6kTk3MucwuQjYR+q8OGwngRkU9JlBuxmaxQwhmynm1AYQRYjSrblMUVIXwMCtWWTTAS/jxmU7tOwCH7qNmw5d3AnHcCCMqxdxxbID2vSa1yj91w7TptscdxkeOpHHNnyV1Kw5dHEKWqY0QUIdt+tXzMAmCW94TKsObcQ2uUICEUqzhKuWcPWSQ7Hl0v3GC2+6FF9Sxq+95g23etUJxRxAHAfW7NCGSx0ndWsktIxOrtnAxw7juhNcsxvDVs0qpQkjQJgE1l06P6KOEuolXBmyaVYdcNACrFJw1KGL2eCQ5Ys4pl7GwBiqimOaiAUKWbVBs2LJoopg+oBBPQurvEaV36qJ41AUBQJWxSwKzJvBRUTjNX4etak3bHo/ppk2TwQwZYSCQrhuwTI1Y1LMmL4ImlVzFkXQAvgNk/OYcgEBFk3aMAb4UZXLrHIZlT6r+jOzXoNBOlSvNxhUoO4Li15rhJQoorQaNRYIQE060gxRZhhHIAox2wjUZbP6nA6fzftv/5AdHd8d/nB+evR29Ppd/831pwjL2dH1xfHFRe/q7OT29OT9af/y8GiUl5oJgcuILUaqM0IjI/A5oZb5RK4TOVaqMp0qI/EpkUt2qkmRo+UyK3CpDk93KulOOSWWUx1uW+S2xSIr1FihmpTLSaGSkso5mc91dxi5zsgNVqyynXKmU0wf1Nn2k29b0W/40NPGQ/oFmxArKaGSEqrbnfKT/VKik3sqFJNSId0ppzrlp1LlqVRmxFJKLqdELilUUh0+IZRTcpWWK0mhyHQqSbnKivVMt852a2m5lZUbablBy/WM3MiItbRYTovcJ+dzRqwzYj0l8YzEMVItI9bTUo2W92hph5aqObGVlRoJsZaW+LzUzIu72U7jqH97KL1ubf3XvbXfvWRq56M/NV58xz7ncwLPdmqsyGc6TbbNMe0a26mznWparLNSMy80y9KndqVWptvKHbRKL1+Uunsl+VnxYLck71a6+8eHl+8GH8d/Tindve1/yiTdXg7uLgb3l/1fLvr358Pri8Ht5eD6vH9z3ru+7F/3D99/OPvYaR3Me6PT3lm/y7vgsTlt6PLcdNznXvJRCw5z0GebdSALlMWHwzO4yW3VU2atA1dP24w+q8Fu1blx2EVAMZfxS59lhdRt+YyPfaYv3daI3RhzweuULo5qHnlNX/vwdbd+xaH60g2v2fTLmMFPgHGnYcUNrbqgsE0VpvQxm3HVblxzwFG7dtMBr7m0q07dph1et+vWCChqADdsQMymXbJAKxS8iGh91okZRDGHP4jiU49c8Jde/Vduw9/MwF96oQ0PuOE2PKLgxzZ4y4msOLUrpCqOAmEMWiL0C1bVhl294VSv2pTrbjCOK2IEFCLgZVIdwR7MIuo1m3mL0oVwzbReEcA1Qat20aKOkUCEmlgiVAuIIohNhlEgYtEGjcASCixRwDwyGcfACK5bsqhmjVOzlqkopgsaNB7zF17L/+UzTcwhE4uWKZ9BGyKgJcvkvEUxh0zNIRM+w+SMdWIenVg0qoNWaNakdupUCwgQpIAF5IHH8GAaUX2m1X5h1CgtJg1uhi1GyAwpLDrAqAdgWIEjkJMyU6gFM4EWBMIQ0Go2OjF01kN5bNP/8vf50dF978fx6evL4euL0+MPo6N3Z0fvz46vz46uT48/nB7fDY6uT4/eP5Nlpt3MC83sfpMWG1mhkRebObGeFespqcm0G6l2OS2WGaGcahdTnTItVhmhnBQKn3AcbIdnhQojV+huNS2WGKHCChwrFlNCiZHK6T/HA6tpsZyUSoxYzXWqGaHKHuww3Z10t5WW+KTApYQKLZTZTjXVLiQ6+VS7SguFlFSixQYtcEmpui3WGImjxUparLJtPinxtFhPC/WMwLNChZYrjMzn5HpaauSl3bRcK3Rrn9oVCkI9IzdzcqMoNvNSNSvzdJdPfZKaulxCrrBSI9nlE10uJbfSYpMV6rTUYEWePqjR3VZaqqfbXF3q9o/vf/qx90P7+9OTmxcvf8o9bxQ7zxihzshcVmywIp8WeLZdS0t8rlPPdJqMVM9IjbRcz3cb+e6zwsHzfHevLO0Vu89K3b2yvFPtPit1289+fDU6uxkPPp4Pby+HNxent+fDu/Hg4/nw7nJwNzq9O+3fjge35/27i97N+OTm/Ph23LsdvPnwdvzxRf0gOL3o93rmHE6v1+mxkUGX+9H8XGzWPWsnXTaLA7N4rGYCBWwI4KOgabvJQxp8mM7vMM7bTW6rCbNq/A44Thq3nOa/nsc3nJYNrynu08Xc+iUUiti0yz7Tmh2NkuCqA14hdZt2w28cug2Xdsuu+9Kti5GGOAltug0hUrnqhB+5kTAGrmDaVcIQRqEoqVy26dZIIIKo1lHgEaV57NTHbPq4A95wwJteaMMGfmUHN+3qIKoK4PAKqd8idcvIgzVKtUUCmzbtCq7dcpvWPMCGS/vIBj/26JcI5SYFh0lVCFNtOfTrhGHdYd5wGwMWzbIDDBPaKKYNE+oQplq0KGbRB0uoIooDMQoM4mCY0odIbZTUxgj1EqINWhV+VBshwTipDSHqEA7E7YYgCi4iipgNCJvBGAYuoRMrJLiB6+fMCq9euWDWzqHAtPHBgmUihCu8+okQrp61K+et0DyiWsJ0frPGY/zVrHUijGoWMKXXovjMDIK4UY8aNLBOadVpTJBCp5uEdQrECKAWADfqcASwWgDUApMIbEIMFInN+7we+8w//pY5O7o+fjXuvXk3eP3+7PjD2fHV8PBmfHR9dvJ+dHQzOHx/enLT/fGndJvLCM2UVGE7XKZdT0sNVmylhTor1ZISzwgc06lsi9WUUGY7n1BYfEIspzrFhFhOCiVarKXEclqqpuVKpsNlpVpaKqWlMitW03Ij1W3QEs9I1azEbcv57YNCSqpui/mkVE4LDVbkE0IhIZWSYuOpWEmJ5WS7mpRL22JlWyyxcoUVa0mhmhb5bbGWFOoJkU8I5Wynnpa4gsgzEve0W01LlVyXz8u1gtwoSJ9AzXuFbiPXrWflT+1ktUK3le828wc7mYNGTuIzYo2ROVquZ+WdjMgxUpkRq2mhxoh1WuKzQp2RaqxcTcr1jFTPthts91nmH/6lS4uvhx8rnecZiUvLdfqAZ+QGLTUYscEKjZzQSAsNWuRYocmITVZqsGItLXFMl892W4XuTkFuZbvNSvdF/uBFvrtb6O4Wus9K3f3XR+O3p/cXgz9zsC5O794O7t6e3VwMPhmz7i769+f961Hvdty7GZ9cjQa3/TcfPpx9fM4Li9658OLcgtsbmvb4PU4vic27yAU3Pu1G5tzIjF0/Q1inbaiD1HtR2G5Ve1C9l4QdVp0P1c2Y9bNWeA5VhRFNzK6OkPoYiSw79Rt23WOnccNleuQ1BBDlql33G5/+19P6NTe0bAPWZ8DH09pVEli3a1dQfRTRrNs1mz54hdSvksYv3chDAo7gqrhbG8aBEAqEUeWyTbtsBVcw9WMPFCVUUfvEOqVaI6B11BQi1THcEETVAQSI2HXLuGrDpt10AI+9ug0P/NgBr9mgqE31Gye4iqujpP6xQ/fIpd906DZthhVM50cUcUIVRbQhbOorh/Gxw7yEg0uodsUFbXp063ZjHNOErdolwhwmNSs2KG4Dlgi1F1EFSDBMaKIIGMQ0M1bFolXpNyn9GBTA4Hm9ehZShRDAA/7Kb4bmrMpp66TLNOXS/WXEAoQRaM6ichg0s5hm2vi5U/9g2qqZMytdli9CNihoUnnAL2ZNwIwJ9Jg+D2C6z6wGBWJSWy2A2ayxGNQQMGXVq3GTlkJMqBk0GtS4yUBZ9E7MbMfMOAqTqNVpsxEY9vd//e348Prkx7Pe0ac24Mvh4bvTo5tPXLuzw7fDo6vXr4flzk66zTMCT3e4VKfKdvLZdjXbqWU6daZTTbV5ul1PdbhEu5psl1JChRU4Wqw+FUqpDkeL1Uynlu3wtFRhhAotVhMSn5R4VqzTEseIXFZopGSOFbm0UEnI5YRUYYUyK1RTQokWuaRUS4qllFxNitWUxNESlxBLtFCkpQotcCmJS0i1pMTTApeSGkmpnhKaaaHOiFX6Ew66w6elUl4uFyW+0G0wciUr19MHrbTczB48yx3sFaQmK/PZg53cQTMj8zm5ke82slIjJ7fyUi0t1dNSJSNxjFilxUparG2LXEIq0JI5SYgAACAASURBVB0+26ltC/y2zKfEGi230kI1I/PsM5ZOb9MvaozEp7sNpssxB4201EwLPCNUWKHMivW0wLPtaqbNs0I9LdYzQp2RuLTcyMiNgtTIdRtZuVnq7ha7+5mD3bxUz8p7efn57h+/Oxveng/uLvu3F4NfLgd374a354P78eD2on8/HtyPT29G/avT3tWofzs6vhodXw1eX74ffWzxL/zewLI/sDDtWPS5Qz7n4hzln6UWPNaAC190mINuLOhC/R7K6zB4caOX1M24DbM2I2aYws0T04Qu6NBteIybLt0yCSzh4KrDtGqH1il1FAPjFLhmA9YofcShCxHqZZt+3WeM2TQhDArixqhdueHU/dpj3qS0m4Rh3Q3FKP26wxSlwBiui1HKCKlacUBferAtp2Xdpd9wgCuUfosyxintihNYp4A4polQ4ApljBJgDNOsEJq4QxsmptYcqg2bYd2hX7PrYpTxoR167IEeeqENpzpOaaKEKoaooygYc4JrlG7eMrlAKNcccAzT+nH1hlu3TBrCGLhETUWIqQ0CjBHqoF0bsOoWLNoFo2LGMBWiVGFMsWjRBK2KNRewapqcM0+tu/QhROO3Kh6ScJiEQrh22qCeJabWKDBoVYQQRRhVruLgnB6OIWCYAH167QKq8pOgX6f0I58HEYVD/6sFQj2HK2fNqmmDesakmbeq3cDkZzrNFyZAhehUeq3SrAdNJq3VqMWMIGHWIyaAtBhxDHbgZsxqsJrNJIqhKG532EjC8be/fnL6+kPv1aj/08Xxm7eDN+9PX3/ovbnqH14O31z1Xn84PXrbkNuZZ9Xciya7X2OFGtPmmTbHdPhMp5bslFmhut3hkvuV9H411S4n96uJfS4hVlNCdVuoJKUGI1YYkS+2m7RUTkpFRi5tSxwtcrRUYUQuLXC0WE7KJVassJ0KK9XSUo2W6kmpSotVWqyn5MZTobotcymhlhH4jMTTMs/KHCvV0kKTlSu0WGE6PC3XUjLHCjwjNTMin+twjFQpdGrZ/SrbrjDtIr1fYcRaRvzUh9LIivWs3MhKu3mpWZBaxW6rcFAvSi1ObuTkelZqZLvNtNRMHXC0VKWFGt2uJ4XKtsRtixwtcN+0y2mxmpIqtFSjBS4p8ozUZCQ+122VvnvOdpuZboMVaqzYzHXrWamakVpZmWdEjpYbSaGcFvmMxLFiPSnVt8VaWqyl5RrbbTJyPSvWi3KrLD8rSHuFg51Sdycn7xQOWmVp54c3w/PBx7P+3eXo5nJwd97/ZTS8ezu4uxjejod349796cn1We9m3LsfHV+Pe7eDw/cfxvfNUsfvDMYW5xamXT6Hw+/zheZdwRlH0IuFXY5FFz5vR4IOi4vQz9iNi2501mGZsRmmSQuGKEkU8OAG3KwIk8YYZd50GDZchrgLWnGbfjOHb+CGZUy75jRE7HAEB1bsYNytDpPAQ4fhkc0YI4FVh3bdrn/kRr50GjfcllUHsOZVRojJdSuwSumWSe0GBUUQYN1mWrEhYQwKoJplNxS366M29WOvftUObXi0W5Rxy6HbRKElFA4QYNRq3HQYopRqCQdDpDJqB7dI9W+8phU3HHVotlzar93wb5zIGqFfJaBNCtyiVMs2dcih8RPKGf1E2KoJ45qIwxDCNH5MFUfhEKYOEZoQql53g+skFLVCYVwXQNVRTOuBFS7DZADVBnDlkhVYJ+GgRRE0q8Im7TKiXTQrg6h23jwZMGr8iGbOOjVrAUIoFNBDTqMiSIA+w+dBXBlFlRELsGjWhFDAa1a5DRMLhNZPQjOIjtJNzVlBj17xmVmvMsIqBFJTBsCiV5sMKjX8lyajBgVBnXbCqtNadJDVAOMmADNCOGZFEIOTorw23//9m98Pf353/ONo8OOHo5/fnfx0OXj9vvfm3fDwcvD63fDoQ/eP32de1DNtLt3m6TaX2C+y+3xqv0l3GkybT7e5ZKe4/aKQfMHR+xV6v5Ler6fa1adCle1UcwLHtqu0UKHFIi3xrFTPCBVaLKVELiHzCanGiDwtckmJ35arSYnPiHymw9HdGi1zrFjJCBVaqrISlxDLT6UyK/HpLsd2a08POFqup0U+cVBNSVxK4D7hL7eFCivWchKfFLjK/u7P3Zdvvnt5KB4c8PwfO/s/fP9HUd6vSPWkVGUPuIzUYKVmXmym5VZG3s0eNDMvWzm5nn/ZSHd3M/JOQWzm5TorVRmxnhZ5Zp+n2/VUu8IIXELgtjtlWuAzMp+RGlmxlRFrGYnLSo2MVMsIfEquJOVKXqzlhFpBrpSkVkZqslItLbYybZ6V6mmpnhVrSanKCFVW4Nl2Nd3mCp1GVqhnRD4rNbPybk7erci75e5eUd4pyfWCVGt9f3A2uBv1by+Gt+fDj+eDu8vB7cXp7UX/dnR8f9q/Pxvcj4/vxye345Ob0cld7/WH96NfuMKzGfd0fN5vI9EZm81vd854yVkvPu3Fpt3kogcPeEwLdsSHWuYcVrcVtFlAzKi1G/UOROfBDHaDdoGEN2b1YUIVIzR/5YHjdjBAaLec6JpDH0E1C1ZVGNMFMGDDAz9yWDYIOI4pH3ngOKqasz74as66SmofurRbdksIN0YccIgAIjgcJuBVl3nTZd6iDMsY6McVAcvEGgp+5bKsUuCyDYgR2nnL1DpuXCeQZQxadoArbnCFgiIYGCVUEfvkqku74oTWKCCGAAFEtURBEQKetk5F7WCcMEQwaMVpWveAmzbtpg2ME5ogqlh3AKukJkZoVmzaJVSx4YNXCWPAoAlbNREcXjRpwpg2SAAhRB1EFDGbJmCeCFu1EVIb/0ScRyaDOLCIgEsWKIQpgkb1kkUVsYLzFu08op6zTs1iUwuoMoBCHlixYFHMIZOziCKETkUpTQjTBM3KoFEzb1Qt6FWzBiBoguYN6gVUFSJ0n5lAlRkALDolYgSM4BSk/sICAbhFr4MAswnS6RWQUWUxwRSK2FGUQiyoxWB3YJTd/tXW709evT368ezk54vjny9Pfn7b+/nt4Oer/s8fzt68e/NjL7PPZV5U0y84+kUl1S6n9zl2n091Sqn9Er1fSe/z7F6J2cs9FYulf/m29tsnabHCvCgy7WqqXU11Ssl2+anI0SL/iZyeEssJqZqSeEaspKQqLXOMWGakMt0tJ6UKK1WzIpeRqgm5ut3lGYlnBI6W/vx2zUi1lFRhpXJaKqckPi3xtFxNSnxa4hiJS4gVRuRZiaelWrJdefZS6LU6h08bw873Q+G7U/HVm8qLs84fBaFNSxzbrSYPKmm5kZXrrLTLyq1cdycj7xSkekGsZ7oN+oBLdquJLpcUOUas0lKFFkspqZQWakyHy4gNplNjxAb9kk936wWpkZYbbOcTRL7GShwjcGmxluk2Mt1G+qCekXdYuZWRGhmJT0jVtFgriBwt1VixwQhVWqjQbT65X052KlmRZ4QqK/ElcTcv7eTkekbeyRw0Ct1WXm4W5OYPR/23p3dn/evx8Jfz/sfx4H48/Hjeu/+kJ417d+e927OTm9OTm/Pjm+HPb6/Gv3CFXa9rZnHaM+0iAj77nAvz2NBpG+F3OObs5lm7ZcmFuXGdhzTOORGXVe8wAi4rQOFaD2IkzCqHFfTj+jWXPm6DN+2GTa9h3Y5GrcC63bDlM8QpYN0GLZPqWUK1gADrbnjFrVvzKNZ94JZTv0bBMcq4ScEx8v/n6b3a2zizdG3/kL2n2xJJhErIhcqFRBKMCERklOScu3umZzrZlkgAVQWAIEIhg0iVAIkKJBWYlOW2ZUnu3r/oO9Bc3/l7vq53ree+H+OGy7JKgOte67rHvO4FIjQQwHRBx+WrjC1OQQHiwwhrSLrNUQKJ2MxXXY4rPss6ZYlg8AqjDzuMEadhnUWueB1XGUuChIKUPoabY5RplbUmGH2Chde9lg03kGT0CcYQwvXrLvAqY11nzBs+05LTsEKaV2n7Om2L4NCKF7jmM22wSNA+laCBOZvBB1+Ou5Bluy7omAxjhiW7YRY1BOyTq6guTOijuGENM4Wdxnnb5QRljBCgxzQZxYEEY/Y7psKsLuSE5q36JdPlactEmECihC5gv7yETgawST86MY9OBWzGWfvvo9hUBEOWHVMzpkmfCfDDBjfye6/58rxV/4ETQggLjJsgCoIdMGA266xWvdU2haIG3A5hqI5yGN1OE46ZMNzCEHbaiU67KBfDbq396f7B84eHzx4dPb04+uns6NXp/VePjn4+Pfrp9OhxWe6lulW+X+T6pVS/khlU8/1atl8WhpVsv54aVlKDItcvZ4bFnJjthL6QZz8vZXevq0VOqnBqXZBFXi5zWp3XunmtLahieiSmxntprcxrtawicoooyLWUWsnIlYxa4dRaVqultVJGK6du1rhxWVBFTqsKSpPXartqI6c0Ba2a08S8IgqjGq82skqdG9fTqpjVmjm1lVNre3J7VxJlRTppD+/mK6fanZNbdx7I6q0b+SdtuT/uclIlrzayao1TxdyokRu1hVEjP27ujtt741ZebedHXU5tcePKjlZKa2JaFXlJzKjVjFbhlSqn1flRTdBagtbMK/Ws2uBH9ZzWFEYdftTglYqgNbhRU7jZEtTa7rgpjOr8uJa/Wc+N2oLayoxFflTLqXVOq2fVdkZq8XIzI4k3pNx1qcgr1f8tplFbpVG/MG6XRp2C1i5oXXHc3xt1qrdHzy9evzh/+/Tit+fn/3p+8e7lxW8vz9+9Ov/Xi7N/Pzv97fnpu2cnb58++u3ZyZvT+/98/fxdJd9yM7Ph5eUZxjfrYT0uYoEl59zMopfyuxwMY6UpswtDfITZTaOME/E4QD9tdVEwaQc9mMlNWmcpOMqaVkhTEAPitDXpoZYdhgAORChog7Ffc5vWWThEGsN2/RaDrDNIkkSuzYBXPNZNj3XRagyThqQLjtPgusexToIR1rjKIpsecIM1RFEggoHrBLjGWjY9wJoHWPfYYoRxBdPFnMA6YwpiYJgAr7CWJad+xQmtMVCSMsVxJMFAKzZkjUSSJLLsmEx4gBUaTFK6tfeJawYIEfokiSybJwPYZJS6nCCRMKNfwieDtok4pQ9R0AoGxShknTXHnKZZq34Bm1ywT/ptl/3WqZADXLCDPuvlWefUgtMYxCYDuCHmNEYocI76cIWdnLEaQo7JJA5GUcOy7VIQ1wecEwFiKmjXLdgM07apRacuRBgDxFTCbQgTwCIGLuFwBINWGH3IaYzi4Jx9chozzGOGWbNu0Tr1gddhQa0AbJoi7KADhuwkYLL+zmq+RKJG3AKyTjNrtzJOK41ZWYfVTTgYzOHFKS/r21r70/H46dnRi9N7L8+OXp3ee/Xw6KdHRy/O7r8c3tIy+3vCoML3RaFX5vp5rl9JDaqZfk3oV7LDSq5fEQbl1KDI9QrVT/7Ym/60v/ht69Pv88MKJ5WySimjlNJyKafUBEVMj2rZcUOQq6nRnqBWeK3KK2VOrnGKmFbqO2ohpe6ltGpaq2a0YnpUuTEqZrUyN6qnlSon1zJaI6VWBFXk5XJGEXmlmVLrGbWalaucWkurRU4Wt5WKoNZzWoPXxP1280w7OLt372RfOfhL6WJw6/zmrafj2+1ek1fK2VE1rTUzWlUYN0paIz+q58f7e6NOftzibtb5sShoVW7U5pUGJzWyUiun1LKqKKhVXqvvqk1eEbNqmx+1ckpTUGuCVstrHW7U5sdNQWsKoxZ/symM68Kondfau1orN+oIo0Zh3MqOO9xBg3u/aRu1BKWSH4qc3EgpYn5QFaRGWm5yWjOrNPOjZnE03NOa+VE9N+7kR93CqFccD3a13r0H5z89/dezizc/PX73zye/vbx49+zJm1ePXz87f/fi4tdXZ7++OH/7/Ozts9M3p8e/vH7273K27nW7Y8HlBdeMh2amaXbOQy7MMjNefN5D+j2ohzUveBwLDDaD2bwOwOWEZwgLawdnCPsMaZ8lbMuU9SqLJSk4xgIrhDFGwFEWDBLGRQxKoEiIBDYocAsDrtK2mA2M4NA6i26wzhABxFxQ1AWHKTBOWzZYJIpBYYdxg4I2aFsYhTYpS5SAAqRxEZ1aIqCNGTRCGldpII4bVzBk2WGIkfpV2rpOmL7w4WsMEqKgNReywcJx1pB062KMYZMxJeipGA4mWSRBQEka3JgFrs4gq7gtSplimD5I6ZdQfZIEN71ggoGCTmPQaVzGdCuYbp0EA/RkyHF5wwmEnUCMgDddjnnLVNAJLdj0Kw5jHAd95kt+q2GZAVddSJy0LjqhADM1Z5+ctkwGSWPchYTJyXmHPsbCcdy4ZJ1cdhpCuG7RPuWz6eat+mWLMYJbI6Q5iANLOLCMG32YLkwAKxQQcE7NWS7PIBN+i3HZDHzgMIKQXo/AOsJqoqwIZQUciIF2muwWwGkxOkygwwY6HAYKtVB2M4thLpxgCdTHsqsr395TH58fPXt099nZ8YtHh6/uH7+8OPr5+O4JN2hsd8RMr5Lulfl+ReiXUv1ialDIdsvZfjHT2+OkSqaX54aF3Z0fOv5rXc+1nu+Lwfw31cyuoIh8v5BSCzvKXnpUSqmlnfd5D62xo9Uy41p21ODVGifX0kpxR61klWpaKqeUqiA3BLXBK7WMKqZU8YZaSY/EtFbMKGJarWaUMqeW0moxo4oZVeRlMSOLnFLJyuX0sCwodV5uZbU2PxQH0vBcu30mH5wo8oPdxsXo9vndu+fje41uM6VUs6Mar1Ryo2p61ODGrb1xa09r8eNGQdvPjlvCrWp2XOdGNUHZ55V2XmmktXp6VEtpjfS4lRu18morrzYK2n5B7fDjan4kFrRqftTJaSKv1fPjem5cz96q795sCaNWdtTOjpuCWt9VGwWtnRk3BLWaH9Z21EZmKO4OqsJQTEk1YSCmJTEtV3NypSg38qNmQW3uqa1dbb8w6ha17p7S3hvv57VO6+Dm07N3Lx+/eX7x5qcnb3968vbVxb9enP32z8dvXp29fXX+5uXJu2ePfn1+9uvZ8Ytfnv27mK36KDY6v+BzscvTzPKsz+tmXSTuddkWfMQiS/opcJay+FnUS8I+yuImEdQKeDBkhgRRcIpBYTdqXcDBFdqyPuNMsFDCY/7Iz2ywllXanmBta7R5nYTXCMtVly2OTcZIZNNjidOWCA2u+3QRRvexB43RhituZJWEN9zmjxhzmJoK0mCCMl7zmj/2o1EWXEIvRxhTAIcDtqmgEwxhxgQLRGljlNCHnIYIrk9QYAgzxjHTGoME0Q8j1FSYMizbJ2MsskaZVxxTCcqUIJAorltzw2sUvM7A67RpnQa/8KBJyhohzXHKHEfBJAEt4RNhGopS0BI6sckCYcoQo8wxRr/q0SdxaxIDQwQQxnUJHIk7Ia/1wyUSSKBg2AkGnPAKCc5RunkLsGA3zNl/HyH18w5D0ALEUCCKG9Zwc5gCkm5TGINmIB0D/secQxdwGv123bx5KoxB0zb9PGYM4pYAhQRxox/XL9omog7jBzZY74AAzAZQDhNlAlEIxKwGh92Ao6Ad1RMOC46a7XaAwjDCYcYJBKetFO6kSTIZ/mIknTw8ev7wzrPTw1ePDp+f3Ht2evR8MNJS+5Wdvsj1ypn9MtetZvcrQq8s9Ir8oMYPKny/en1YTA32MjWhufmN7P+66ft0MPetNPtt+6Pvi50aNyjvDIsZqZAd7nFKKauKWaXCqWVOLXGjSnZUy49qqXE9pVUzSmNbqWxrJUGq8LK4o4qcWs2q9fSosCOVBLksyOVtZW9Hq2WkWkaqcVKVk6ucVBOUZlqqZ4Zipl9PqXVeqfFyOa9U04Pq+PbB6W774Y3qs7sPHt+7fzIc3d+pPZPvisN6TqkXR11h1ClozT21Kdxs50et3ZsNflzPjuuFUWtv1M2NO1mtxo3qwqidvVnd0aqC1uBv1rhxQxi1ctp+Vmvmx6281hZG9dzNTm5cz2pNQW1wo4Zwcz83ahXGteyoJmhtQatnVVGQxYxWyY7qgtYQlEpOrmWkqiCVUnKJHxT4YTElV7clMS2XhEElL7V4pZFTG3tqp6x2CnKrMNrf1Tp5rZO92cmOOncOz//5+N/PLt6+uPjXi4s3zx+/ffnkzU8X715evH129uuL9+zn+a/nD376+dm/CzslmsZDS4szXnpxjpnxMPM+dsHNzpNWDwl7cSvm0GMOeMFrX2CRBcY2TZlpB+h2mlmnxU1CLhxapM0rFBggdAmXNUaZ1xjbCgXFKEuENocJIILrw6ghThmDhGHLZUxScBiHEgywil+OspMJEtj0InGvfZWyL5O6dQ901WcOovo1tznJGK664C0K3mQtW15jwmVcYYEVAlrFkQ0aXkahIGWMThuDDkPQMRV3g6vsZBID10gwwYIhdGqVMSYpIE4akwwcxoEVYjJMgCuUOU5OxghghYXD9GTYaQhRwOo0EkbhsBNYd4FJLxwn9TGLPsFCIefUCqMLYYYABoVJJGDXJRg4yUIxUh+hJoMO3aoLSZDQkk2/YJmKYvpVEvQ79EkWThJIyDoRcupWCHgFgwOYYZE2LGDGeZvOb5pccYJ+bGKZmJyxTyw4dWHCEML0ftOUB5masVzy4L+fwwCfTbeA65ccxmUnsIQCH6CIHoMtTrPVhgI2ixHFYMxkoBwAjUK0A6FsFsZmo1EThdppm43FHRRhJ2mUYcmVxauj7qPT+y8e3L04O3xxevji0b1nR4dPyoNWurubGpR2OyW+U8x0S+nuHtcr832R71f5fikzFNP7JX5QLv7pb/LiH/qBr7vuz7oz3/TmPh34v8jv8BmpIvT2duQCNxTf2zA4VUyr7yUYVUErFpRqQRMzaimlittaeXtUzKgVTi6ltUJarXJaPa2IabmSUsvbaiUlF9NSeVuupAeF9FDkpBo/aGWGtdSg0lb2h1K3US03+/WKXCvLzb12+XZ3cNrXTjqjc+nuRffgdDC6l60+vXmvo+5nhqWcJm4rlYLa3L3Zymrt3M12YdzeGzULo2ZR28+PGxmtntVqWa3CjWq5caugNXe1Vn7UymntgtbOq53cqJsbV3NanR/XhHFjd9QVtCY3qu+O27ujHjdu5UfVvNbitLqg1Atqgx/VdseNXbW5p+3vqfWs1tqV67tyRRhUOLkmKA1BbvHDenpY5qQmLzVzcvv9T3hP6eTkpqC2c6N2Vmtk1VZ+3KwdaBdnv/70+N3L83+/fPz2xZM3z5+8fX7x7tX5u5fnb55evH5x9vbl+Zvzh69+efavvZ3SjJuOrSwtsV4/S/tcuJvE5ucYn9vuoRA34Zil7ctuNOAm3KjZ44S8rG3O65wlERZFvJTBT9vmndC1acsKCa5QhqvTljgBJ1jzCmG84rIlaGTLDa+TSMwFh4mpBG1eZ4AQNpmg4TWPLYabo05j3AWGSF2U0EUIcJU1RRk4Rhg/mjZvuWxJDEwSxlXanKDMn7rMH7uQGGMIUkCYMAUcU0HCsOwENlhTkoJXCDhO2eK0NYQaIk79MokEKSSIAwkS2PIY1yhTnICiNLiCA1vTyBWv/RM3vsUiG+xUkgUSDLzJIHFGH3MjSdq25jFNW/+vH70cQKcSBJSgzas0HEWBGbMuhIJrDLyA6pZRQxg1zDt1AQII2iZm7ZPzqC5OWVYwOEgCcdI0Y56MkaaA0+iz6wLE1JxzMoCCYScUdE4t4xPzdmDJrg859fNWfQDTh7BLS+hlCrk0B/0+jE2uYKDLfGnWNuEBJlymyyEC/sAC6a2gzmkC7LCeRCCbBcAsoMtmwuxGpw20WwGnzYw6AAxDHHaDl0B9DMVQTjdLLfvX1PaDs/sv7995dnL0/MG95w8PX8k3x9lOIdsuC91Sqre7082n+uWd/RLX37veL/842N0Z7qZ6Wa67l8/yraWPB3Nf92a/6bEf7U9/vb/4qeT9tBv771Knwg330lJBkKuCInJyMSfVOKWZUSs59b32tZbTapxWTY0rabW8rVYyapVXxB2txCsiJ1dTcjkjF3illpbEG8PCDamyI1fTA3F7KG5LYnqwtyPvcb3irVvjM3l0VK6fSKNHt26f3Lr7oNB6tNt8cvvBxb37D8T28Z/3nqpHp3ePH2g3b2Wr+91GW95vKvuNdq3VapW0dnZUyY3rhXGrqHWy2r7wvvRstJ9VO3mtI4wa/LjFj+r8qJ4dt/7/IbyrtQT1/cuqMK7sjmuZsbg7ahdH/dy4lRs303LtulzOvBcMKbU9tb6ntrNqk1feL+GrnCymBoXMUOTlKi9Xc4Oi0Kvx/SYnVbJKI6/Wi2ozr9Vzyn5eaeW0Vk7dz6lNYbSfHbXGxw9/Ov/30/ez98m7pxfvXp3+9tP5by/O3744e/f89PXzs9dn93/++elv+e3CkscfCS55vETA4wlOu/0eatrjTM6x8Vl30EeFPeg8Y/e7UR/jcNMWFjMFvIwXt7oxk4dCWLvO77BEKXOENa+64C2PJewyLDP6RScQoYBV1nyVMW+QlpgTDqCGRRqM4oYrtH6NAJI0GCb0Sw444jQuOy/FCN0qhURwcNmpS7DQmsu87jInGXOIhBKsNUDowqQh6TKts/CsbXKFnozjUJgAwsRkhNTHCXPQCi84dFHWuM6aYl7jqse8SloTjHmNgULE5JbXumZHNlzGNdoYpYENDxx3I9emLesssOUzbDDWFQqOskDEjSScUIKB/GZdxH55k4KSGBJFTQsOYxydmMMmQziQJMFVClwh4QXbRAC7tExO+m2Xl6yGJcwQog1xGp5xGldwcMGsn7cYli36OduHEWIyyYJhDAjhEys0EEANy6jOa73st+lnYF0ANS6SumVSHyfhacvUnGViAQVnHZcY8/9xob+fxS7N2S59gECTTrMRd4CoCTQjIGaFaSfktINmSO8wmwgUYhwQagVQB0LiKEPYPQxKE5iHZRa9kUH98Pzk1f3bL87vv7x/79nR0bN6r51pF3b2d4V2Md3dLO1E8gAAIABJREFUS+0X093iTncv1d/b6RbS/b0bg2K6s8e3hNKVb3rej/ruq3326r73as//ac//cXfu0+H0l+0fBF4p5rqF7KCUkcW0UtiWyym5KCglXi1tj8pZtS6o1fRYzIxK/KiYGldT7xkJrcmrYkYtc4r4XouXlkrXpd2MXNoZlG4Mq5xUzgyK28OiMCztdPODbOnRYPjo9sG5dPso0zzZH5+Mb5/funM6GF90R+dD+WG7f6EdnkgHJ8PxcbH3VL17cffuk9v3HhQaJ4Xak3uHbbVT1LrZcZcbt7ib/5sS4UctYVTntXpWbeW0VnZUzdxsZkatrNYQ1AY/7uS0tqA0d9XmrtbgtXpmXBdGjeyo8b5APKs0KqNe/+BW79at4cF4cOtW/9bB4NZo/7bau6X2bymD8Wh/1G+O+m1t2NHkzkhujvo1ab8t91pKr60Ni1KzqHR2tU5WaRXUxp7aKqjtnNzelTpFtVsbSednr189/teLx29eXbwvHH3z8vGblxevX56/eX72zyenv1wcvvr5yb+4H/MzbiY6vxT0eRZ8XheDzXjxOR896yGmXdiix7nosboo0xxrWZoxe93gDAFNO5Fpl2PBY59xAiwOxd2OOGGJMtZ1rzloh8M4HPOZg4QxgkLrjD2KgWus+eq0ZZWFwvTERzOma9Pw+pxpnTZuMPpNj3WdAa7NESuENUGDMQq5wsDXvJaky7zhNX08a0rSk+ssfM1jibjNIca0RhkDhC7qM8UZKEIZEwy0Shli5IertH7NAy7QEwkK3phG1ijdGm5IesAtFxJnoYTLESfhVdK65bXGSd06aUy6kZjXmGDBMDGx6YaCqG4JN4ZZ/ZL98pIdChOmNQpKYEiSABfser9Vv8Ig8ygwb5sIUlMxClxCdfP2iRhljFJAwK4PUfoZh27aMhUljSFM70M/DNAGn+0/SOD/LDqgBdwYpCZDFBCm9XESXHboA8TvllBd2A7MWw0u0+UgAQUcQMgJJqcdc3ZdGAcXnUaPwzCLXg5gk/PWyQ8gBDKZpxyw0QGBmNVA2oyEDUYtgMOiw50Qa7MQVovFpqcxxEM4aTvqxh1uDGcpetq11CnfeXz684O7z8+OX53df3H74AHXLmXa5RudvZ1OKdPfS3dLO/1SulfM9IqpflHolvhOKdXP57f/3p/+Qp7/pjPzRX/uq4Hvy6H/m+78p735L/uzXw2Tfy2IpZ1BkevvcVKJH1bf0w4ZpZbWSpxWz2rFrFrh1FJ2JGZGtfS4yY9agiZyo3JaKwlqKauWc0otK9dSanlHLmckMTMs8oPK9rCcGpRTwzon1bnuntLuPFLVh8r4VL51J1M46atndw7PDu7dy5QeZttP7hw/vn14JA7u/qP6WDu+ODh5pB4dlYZn+wdnozsXB3efDu7s99q7o2Z+3MmP97PjDn+znhnX0lpF0Bo5tclp9ZxWz4wqgiJm1GZm3BK0hqA2clozqzazWjs7bmXVJq808lozq9YLaqMwambkWkvWbqsPVPW+qjwcafcP1IcH8tFIPdaUh8PRA1l+qMlHo/59bfhIU+6PlOOD0f2xeueWenBbuXNzOCr06xm1kZPbWbmd1zp5pcVLtazSyqsdftTb1Xrq0emrx7+9evz2n49/e3nx26vz/+0cfXb+9tnJr09P3l0cvfr5yW/b/8jPs66lae+iyzPtoXyMc4GhQz7Kz9i8lGPGaXM7kDm3NUA7wx58lnUuM6THbqMdU24Uos0gbdNPo/r4tD1MISFyaoUxBAjTGmu95rHFCFsAR0IkkiTNEdKwwUJBm3HeaYzhSAiHNxnLOqWPUXCYhD72IRssuMFCV3xIlDBHnMgCboiQlg0G/cRri9kNq7Rtc8a2Qk4FHRMbs7aPffZ1Vr/mhZIkmGSgVbd5lYY33darHuuK0xDFjGF04oobjuBIwjm5xUyueZFV1rDm0CdpYHMaWsGRBImEKDBOQVus46rLvMaCVzyODbc5jE9tMpaQwxBADQHCEMIvRwjDMja5bJ0M24xBwhgkL0dIcAUHl0jjLKWP0cAGi4QZU5gGVpzGBdtUkNVHcCDJwFFat8Lo57FJxvbhAmlcdoJBFApjxpDdOGeZCpPgitO4gOrnHcYAbgzggNs8tWTXL6O6FdwwbZtctBijGLSEgos24wdmZNICTVkRoxWCCbOFNMOk2Wg16Rx2yGkxOExTmM3ksJsZxkpiZhq3OSkHhWEkQbjo+cqu/PjR6/v3Xj46fPHg+Glb7m+386n9cqpb2u6X071Cure7MxB3+jW+X7kxzO90i+n93e1aWox+2aWu9dwf990f9egv+u5PukvfdPyf92c+kxa+UWe/rf1nOiPV+W6RlyuCVBXk+g2lmlILvPIeTmrllGZGLudUkR/V+FGN1yqpUTWr1neVOq8001ojJ9fTcoWTq5xcEaRyWqlycvm6XEwpZUHe25YLO/3y7dt3HyjanX/sXgxvX9w5Oj24fZdvPKpIJ8roTB2ftcanVeVhT70v9h/eOnqk3nkq3XlY2D/pji7u3j8/enjM1zvFsnCnJYzq2VFXGHdyo1Zu1MiOWjmtISj1rFLLqNWMWstpDV6tb2v1Ha0qyPWsup9SGhmtmtWaOa2WVeuC2uLVek5r7aptXi2L+7VBtdMTB4Oa2q0P5YamNJS22B1UpW5t2Cl12uXWfqG1X9rvlbrDstyttLrlzkDsSKXWfkXc6zWyciurtHilkVUbe1JbkOv8uMNrnZzaKIz2xfHo4uzXVxfvnl7868Xjf724ePvi/N/Pz/714uzXF49ePzl9c/7gnz89fffjXzPzjCc4MzPLkkEvveTBlhls2YMv+fDwDO1jbIte56KH8lH2BQrzkWYah1GLgUWBedQ+g1louyHkBrd81gRrWXUDV3yOzVk4yoDXXNYYqYthxiAOLJO6a7OmpNuYcMMrKBAngBUCTNJQ3GUOEGDYBkUwwxqNXHFZYi445rbFWXvEaQhhcBQ3rLqgmMscYaxJryXOGJKE6RqLbrkscRyK0uAyDgVQfYQCgyQSIYArbtuGD91wwTFKv4Lr4wSwxppilCmEAWsMskWYgoQxQMNxlyVIGhedxggNBIlLH/mQdY8xwRrDJBLHoXUKSLqNCRIKE/qgU7fkAAJ2QwSb8jv+Y4XRBQn4ite87raEUTDo1CcxIEbCMQJac0IR3LBAXF7GgFnbpWnb7wI4OI9eXnUbA86pOcfUHDoRZKaCDkPABgSwiVnb7+Zsl5dwwG+aWnBMzVs/nHdMuJEP53FkgTItk8aAHVx0TC3bLy/bJz4grCBtAxkMIe0mzAmjFqPDYkAdAAJ96LAAFAHj9ikaRTwE5sKdXgZjKcKH0x6K9LD+PC89OXl9/+6TR8c/3Tt4uNsW+f3yjX75h34p1Svw3QrXL3FSNd3f4/p76cFeZj/PdbPF//zzvu/Trv/jnv+z4fTnkvfzgf+r/vx3/aU/9Oe/Hoa+G4S/GQT/WM2VhH4lJdVyUkMY1neUGqeKnFbkVDEj1VJqhVOrGaXCazVBq6Q0kVMbWbmVUUVBK+ekWk6q8cNqaljj5WpaK13XyilN5JRSdljlpRonlfl+5UA6eKSNj3rSyej2ya27F6PD42LzrD58PD5+fPvwXr5y9P3ek9GD87vHD1ujw+3axa3Ds1t3Hx8cH6X3z2oHT9Tb9WGDG+9ntSY/bgmjTlbrZLQGP6oJsphSqxlV5KUKL9c5rZ5V6hm5JkhNTmpk1Aqn1Dm1zqvVnFrl1TY3aubVhqCKWaWRkqttWb2lHmrqvVuj41vjw5vj47F2PFLujuU76vDgpnLvpnJPk26NpVs3Bwe35Fs3B2Otp96SD8ZDTe0Mi71mXmlm5TYn1/NyM6f0cmpXUJs5pV5QW7taK6c2bx09evXkPWP49tn5m2fn716cvn12+vbZ2evnp68vHvz8y9P/9/1/bwd9vvWVhdCMe87HznqIFR/pcVlmWNRP2mYYy5wbZZ0mDwn7aMhNgDME4nECftY6h9v8LqsLN/kxKEhaEm58y4ttMPZVBkp6LEkGvuY1bVKmNRL5esH55YxjncY/9ztiNBhzW6I0tE6bVhlk3QNFPaYFDIjTtrjbsu6GtlzIVZf9KmO+4rIkpw1JF7JFmTY9lggDxCnTJousucCk2xImoCgFb3qMq6x+lTKEndCG2x53QTEKWncZYowhyli3XMgGY0q44BgDxBnDhtuyRSNJErjitXzsc8ZIJEwaEoR+lQVXaSBJwjHGtu4zXfOAqy74itsSx+EAAYdo4yqDrOFgyDa1ToNzVn0AvZx0G7a8phhhChOGJUy3QAIh3LTk1C86DKuUJYTDCw5dANMx5g/nLR8mCSBC6pdtU8sYHCHBJedkENUHrMYwfnnJrmNMvws7oUW7btF0eRGdWrTr5i1TUQyZNU1OWy/NWQ1ei+4DKzzhRAxOBLCZAdSGEHYTaTXbrAaHDaQJB4FaKDOEoTqnw8Ra7KzTTjN2hnDMsKzXPZO/0Xn88PXx3ScX91/J6vhGq5DqiTd6ez/0i3yvmO0VU4NSZlAS+lWhVxJ6Fa5bye6lW0tfKMw3sv+r4eyn/Zlrw9lv+56v+nNfDxe+7C9/2V/8ajj7pTLz3f5HP+z2i3v9kjAQU8NKVqpyajUrVVNKlVf2hOFeSqlklFJebghy68aosq0VM3KBV/eymigo5axcycg1QanySjGjihlFFNTqrtwQpAYv1QW5nuuWb9aGT7W7T+49PJMPjoX6k+HB2a07j0a3j4v9s5Z8od48U9TT3u1HnYMz7c7D/sHpzaMT9fbFzeN7e41HTfn08H5t2MyPO7lRm9eqnNYUtFZeaabVRkau7ShlTq3wSoVTqpwkpoZVQarzciMjiVm5mlKLnFLMKc2MUheUhqDUOLWW1ZppuSaoTeGHndy1/+K+/sf2139Pf/19+rt/7Pzp7+k/3eD+fF34zxv8dzcyX/+Q/uZ65usfhM+v737zw+5/bmf+vJ39C7f7P1zhOr/br/JSdVet5aRKXq7lZTErN/bkVk5p8XI1P2pmlVZFGzw++/Xl4zcvLl6/PPvtxekvL85+eXH69snp2+cnv1zc/+nl47d/++/v/W5vaH5uftoX8LvnXczyjGeBoabd+IwL97sxH2sOuZ2zhJXFTH4MCTI2CjdSdthlR9xOeIkxJ2exa15T0gUnffZ1Bl5jkDitjzNgwgVvsdAGDm5QpjXaHqdNQQqMU0CCBRMuY5Q1LZPQCgEmWMsqDoSdxjUGjBHGNRL+xGdbZ5BVEl5z29bc9k3GtMWawk7dAjp5xYd8Omu/6rNHHMCmz745bUsywIbbGsONn/jsG15wjTLESGPCbY+7LNfcyBUf8pHfeJW1bHmgax5kizKts3DChazS9hANb7KmDRTYoC1xElj1GjY81jgNx2goigNRSr/u0geJySU7uGi+FKd1IRTw41NrLmTRASw6gQRjjdBAiIUSFBBxTixhQJQ0xez6FQaIsJak0zxjnQqgkN9qcDsux13AtEXHmi6FHRMhfGLJCi1ZwAUMCjqMi9YJv1M3Z4EWHIZFx+ScZSLghJdJgwu8POPQxdwQjfzuAxCYgIwGBAAwm95h0znNBsoBOm0G1mEhUNhhNlAoTJIwSkMM7iBQC0XZCdJGMzjj9Gb+Jj59+Prw4NnDwxeV4f5OJ7+9v/djr7QzrKR75XS/wg9q6V5pp1dOd4vcfolrF+qf/rHn+1Ka+bY/891g9qvh7Mdd30c9/xeD5W8HC19LC99JoT80Zz/pz34xWPyy/GOKk8pcv7g9LGekak6qCsN6RhbTcomXxZRSSSnllFLLSNWcVOOkMqeW0lL5R7WyrdVSsritVji1mdZqaVnMSI2c0shpYlapCXJJUKr8oNKRujeV8S1JOxwoN8vNQ0U96Y9OlTvHfPO8ojy5/fDi4PCuUH6Qaj2+fXJxeP+0e+v+dutsfPf8waOzu4cPGoPGoJ4dt3JqPf2+e0WtZNR6WqnwUn1HqqSkYkYqpySRG4rpQW1Hqm5L4o4kZqVGWm5mlGpaFXe0Jq+2s0qHG7czWqso1QW5Xq2IEldqZwrNVK6T3qvzQosXOplshy+00rn6dqaxLYjXt8Xvr4t/T9X+cb3x/Y3a91zt7zutv6WqOym+VxSG9axUz8j1vUG7LDezSkNQmnvDWkYR82o7r3Vyyv7B0dnzi3+9OHv38vy3Z2dvn5//+vL09dOTn188+vXJ/Zevnrz5r+/+4mGolUX/vIfxe53TNLHkcy36cb8HnWOdbtbicsJBN+FnLLOEedFtmyaBecY2z9pnCZsXN8yQpkXStMqYFlEgSE/GCSjGWCKE/qrPvsU645h53jEVduqu+BxJ0hCh4UXKGCWMSRq+4jJtUOY1CvmMNa/5TDHWsMlCCQb6ctaZoKdWMCDAIHEG2PTY4iS47rF87LOsEtCyE171mD7zW7fcSJzWrbPIltu66YZDxFSCNKy7jGseUwA1xFhTEp8Kk/pVF7zJWJK4LezWJ5jLq5R9023dctkSNBzH9TGncYXUJ3zmKwx4Zdqx5rFGKDBKQuuMKUnBURq+4jUGHEDAPrnJwgsEEHbq5uyTs3b9nF0fc4KrBBSkDYsUFHCYFm3GIAouO3Qh+8SiE/I7ppZI/QoJrDLQvGMihIFrFBgjJwO2iSCuC3kN05Ypn3nCj+rn7ZMz9okgDi07L82bJ/zopM9xedEJLFmMPsd768jvP4CRyzbESFhNqPU90qC3WS5hVqPVAlnNMI1ZWKeFtZpdNjvjdDhRsxd3unC7iyRpB/v9n/Pn918/uPf06PBBvltKt3fT3cKPvdJOt5AeFHf65Z3eXnqQy/SL2/ulnf7ubvqHtu9jaear3uxH0swXsv8raeYL2f/5YO7z3uIf+/N/3F/8an/x65b/s87Ml8PZr1sbf863K0KvtDPc44YVblBJD6upYTE1KHGSmJJ2b8i5bbnESVVBqgmDqiDV0rKYkqsppZlRWjfk6o4qcnItpVV4ubijidy4mpfrWbWaVkVebeyq7Yxc3ZGLObmRG3V31W610znujx9rBxd3j44KndPS8FwZncqjc+Xeo+GdB+rBw/rw6cHxk/HR0/Hx0V6zMKxz40Zaq2W0hqDVBaWzqzTycnVbraTk2g1ZvCGJmYGYHpa5YTUlVbclkZerKbmyo4i8Us8oYkorC2ojp9YKclNQm4Jcv65VinuF3g+FZmqveWO3kyrVM6X9jNjKlBupcvP6bmun1LhRaf6Y298ptLd366nd1g98+0eusZPrpAtivijsl7ODWrYnclKZl6u7w2ZGrvFqPSfXeKWVk6u7ar0gN+s3R09Of3l8/uvzk7cvTt8+P/31+cmbZ49+ffzo9fmDV68u3v7XV3+f8/gW52fmPa4ZLzbvxuNzLr+bXPA4g35i0Ye5HUDA6wjMOkJeaoZwLNBIxOX0kiY/YWFtehcOB2gk4QI3vJaEyxQigTiFRAkoQsExGkq4jZvT8AZrCTj0EQxMkJYAo0+ShiQJxjB4g7EkaEOc0EUZ6IobW6dMqy5kBTclWP3GNLzlcmwwllUGjLvgpNu25bFfdVniLiTGGK+4oE2PKeQBEjR8hTFf8ZiStCFEgUkG2aTBJKnbYg1btCPshGJOyyZjvzZtWWEMQWwiyZiilGmDsV1zWTdxW4KAEm5gw21aZ02bjDXEgAECCFO6edvkCg6skFAYA8Kobt45ESF0ERKJEFDQgXjNhll0coOENmhblEASTjCGg2FicgmdCpOGEGMMEeAiOhUkJ6OUIUFAizi4zpo3GHOUgFZQeIVAQoTOb59adhhnHZeWMf2cSbeE6RbIiWmrbhHTLzp0s2adz3IpiBm98MSMdeoDu+kyChlRu9FincTtoBUBbCbIatI7LUYSNdkskN0OoGbAaTFiuBmnzARq8eL2Wdrpo8i/fp17fPzmweGzg4P7P3Rz37cL6e7edrd8vV/KDCqZbnGnv5ceFNL75RvdvVQt04z+sc980l34tDv3Vc/92WDms/78l725L/fnv+7Nf9Of+6I782l36St59qve3JfdhW+k5e9q/+Aywyo3KGaGxRvDvcywlJVK/LC0LZVSg/z2oLgjV7eHlbRUyUiVHVnk5Ep2WOOl8o5S3FHLaaW8rYicXEtJ5W21nlbLGa2RURu8Vs9qzZza5JV6Tmnk5Rovl3eVqiCVb95UH2vHFwf3HhVaZ3vtp3cfPrv76E5PKvaaRXW/NpYa40F90OmO1O5NJS83d5WGoLR5rZEZidxITGvlrNrgJTEtlzi5nB6Ub8jl63KBG4gZuXpDLXFKQZDLGaW0oxXexzl5ubKjVtNKTVAaWaWWGpa7reZRYf9uofWg1Dss9Y73ug9KnQd7veNC926xczu3fy/XPMq173D1Q65xL9u8xVVuZsXbu7U72dKoIO61q0K/wks1oVfLDmtZqckpDUGpZ9VGXm7tSp2ivF+Quzmld/Tg/Pn566enb56evXl6+uvz03cXJ2+enbw+v//qxfm77z79+wztXXZ751yuRdY3SzNzbmKJJWZZPOhhAi7nLGOeo3EvY/bh9hnM7McglwNg7LpZxjJDwHMEFJy2XJtGNly2Vdq8SsCfuG1RyrTG2j/xwZtu/QZjWaPsMQIK4WCUBtcYKM7AIcwYZy0hpzFKmQMWIIAbQpQ+iBojGJT0wh/7zKte++o08JHXGiamNrymdda84UHiXnOUhCKMeZWF1ylgjbFsUrZVyrrhM19xmxMuOIxZNmn02qx9jTWu0kiShOIkEiJMSZcpSiNrHmjdpV/G9GHCEECBLca+4XHGSEeSACOkKUAACRqI4mAIM0Qx65LNECXhFQIOYIZFbNKP6mYdwLzTEGOgRcLkh4GIBVpy6sOsPuKcjONADAeWbEafVRdxGVZpKEYgEXQijEMRHIziwAI1GaGMERyeIeC42xrDEY/l//rMHy6hhmnb71ym33ksUz67fs6qm7FPhgkoiBq96OSS0zhtm5yzGT8w6Cdg05TVqkNNBtwCWhHEBiF2m9FhBZ2IkXCYGdREOc0UgXgZJ+2wsKjJjaIzNEXZyT9+kjo/+vn+7VcH4+N0p5xqlfn9ItctpbqFVLfE9Supwe6PUnF7v/hjP5v903/tk9e6058MPF8onq8HM58N5//QC37bmf9yuPh1P/DN/tI3g4Wv+4vfdf2fDmY+35/9dLj4bXfjT7mqwA2KQrfG9cXMoJoeNnaUckoqpqViZijuSJWdYZkblHm5vP3+YiRXU0o1NSxkZDEtiRm1tK2Urg/3hGElM6z8oJYyap1TailVTKn1jFzn1VpGrQlyLSdVc8PGnZF0+PfyRePg6e3ji1t3jkv9x82b2k1FGFYF9T0dUU+NGhlN5OQar9R5pZFXm5xaS8kirzZSSo1XailJ3FFETiqllQIvVXLDKifX0nJjRxZTSjktV3ilnlFLaU3MjOqCUs2pjazWFOR6tl/llHqrKh5mxHtC6yHXuJ+p3+Orx7nqcbb7ICcd53p3M62jdP14p3W0XT3arh3eqBzeKB1dF+/tlO79WLqdKRU6tYzU5KRatlvbHTT5QSPdr2cHDWFYK8h1Xm5llU5W7XBSS75998XZ2/OTN09P3r04ffPs0ZvHJ6+fnP589uCnp2e/fvXxn+bc3qUZ7zzjWiDoRYaaZ5yztHWGcfpwi99pX2Zoj9Pso6BpGnbhCGEDp50OH+6YJixewjJPmP20KeayhglkBTd85LJuseYwoY+SpjgBxWgw6YY3vEjMbdzwmq95rOsUskZDCcr4sRfaYMGYG0m4wU3KvELqV6ipJAV85LGuUlCMBDc8yMdeLIwbVj26dRe07rZssNZNxhJljVt+66bX+NGMKUwDS/jU5rx5w2265jatM5YICV1lbVcZc9JtXp+Gk25g1QPEfcAyOrXusW2wljXWtuFCtljzOg2te60RSr/ugVZoMMIYr/rQFRyOMtAV1rrBWKMuJEpNxOhLSacpQur9zv+YMU8FcWgWBYMEHLEbopRxGZ9aRqfiNBIh4BUSnHUYF7CpVcYco+AwAQZIJE6YAnZo0WEMUvoYbfJj+iUMnLPBIdwYwY0BVD9nnZo26Tz2SY/10jRsWLDq12gkaDf6bfpZ5LIL/n2AAj4wwZdtyITTZKDtFjsyZYF1djOMWkHUAtAOE0uYSSfEYibaAZBmmHbaZhjcQ6AeFqcx6ruP/uf06NXZ8fM7t4+/38/+2Cul98uZXn6nX0z1Szv9crpX5Nq7md6esLtTn7nW936yP/PlwPvRYPbLof8bafG7QfCPSuBP8vx3g9A3w4VvBv5vhv7PJM/Hw5nP+tOfDYN/6E1/0frjD5xczHQL3LDMD6vpYY3vl/lBOSWVr0vF76XdG3IpJZV2JDHVL6WG4o1hOTOs8MNKSirxw6owrKaHdX6wlxrspqRiRtrNSmJ+WOOUek6rZdUaP6pxUi0n1QSpnB0274y0ByXxTDo41w6f3Dw8zogne53RzWGmV8wrzZxS31Xau1ItJ1UyajUl1zOjanZU5xSR18pZtc4rtYxS2ZbLeameG1T5YaUgVTmpuqOJvNrMDOu8LPKKyKl1TqlnFJFXa4Ja45VaTq1yUikzKKalUj2bOfrPncP/4e78PXvvx9y9v/F3/5K+81f+7l+E2//gjv6cvvPt9dvf/HDvqx8P/5w5+mv2zv9s3/3Lzp0/pQ/+cF35643ifiU/qHCSmJVq+X4tN2xmB/WM3ExJ1dywmpXqnFzLSzVh2BBHyvnD108evn588suLs9fPT359/vDXpw9/eXL/n8/Ofvni2rcsQbtpknQ43Ay14CMjc66lacznRmcYJ4MiLGFZ9NmCjM1Pmt2k0YPB06xhGjfNkbY53OqjrdMEEMBMSRe6SsFrrG3V67gybVuwfphgjFEKWKWRLZcpghnXSGDDbYyz0BaFbLlMCRJe9VrilOWa1/TphahKAAAgAElEQVSJx3zFa746bQpSYMKFXGGtcRSMovCq27ROmdZZ24bbFKGgNTe4SpjjHnDLA6wxxivT4Cdua5TQx2ldkoQ3vfbNGUeUMgWwqTiNxF3Ihse+RiMBu2GTtK164DUWSVDGKx7oigv8mEU2GevqjPljnyXpM2z4zassnHSBIQJIskgU00dIXYRCFokPg+jlFcwcxY0JUr9Gg/OOCZ9Nt4QZIhSw6oZXXfCiU7fM6BdthpAdiOL6OashiJs89g9nUTiAmxZxcN46OW2bDNDwmgsJoLpp0+V556V524du+PI0dGnO9B9e5MMZ62QI/XAJN1DQZY9tIkibvNDkrOX3rHnCYzN+4LAYUNhIWGHCjlggAwYZ7Ba9BdLhZiPlgDEbiNtgDEUc1ikzMOm0AS7SQWGEmyIZ2vnR5h8f3vvno8MXd28/4Dq76f0i1xPTvXK6V+T3xRv98veDvUxXzLTzxfWve7YrkuerHvtZj7jWc3/Um/5cWv5SCX49WPxSC/5JDf1Xf/Hz4dxnkvuzoetzafazof9jyf/FYO7r/fh/F8RKpl/hBmJOEnNSnZNqGWUvrexlpHJGrnHDakoupqQyNyzvyOW0VErLlYxUzsgVflgRhqVUv7IzLKWGIjeopYZVTm3sqq282n2fAxGUTl5pcWo1q1Vzcv326NbTuw9PDg4PfxDPi9L53cPz0Z1Rfyh0K8XhvqA0UkotIzcyUkMYtAS5xQ2raVnkJTGl1FNaOTOqc2o9pYpppZjW9ni1mpYbWaWRlWsZpSWozRtqJa3UclJlR2vx2j6n1nm1KSi1jFzNSTVOrqYH4v5e+ej73cPt0tGNwqFQvZcq3flh916qcI8r39neO/578fAv2Xt/yx5+X7j3t/z9dOVQaN79MXf3+9y9v3Hq9Rv5jigMGruDZq7fEPrl9KCaH1Sz/ffRtEpGqmalelqu8lJ9V+reu3/x/NGbpyc/PTl58/TR6+f3f356/9XZgxdPT15/vP7VLOtb8M54SXLORbsp1OdFfYxjlrYvekgP4Zgj0XmK9LsxF+1Y9FjdDDBNIzMowmKgj4BYqyHGoGs+Z4Q0Jz3mCG1exPUxDNrwwKtuS8CpD9KXNynjGg1GMHOQREKsbY2GV2g4TOhi5ETSbQ2TpiXUEKegTcyyTpoSLmPMDUYJY5SGr3qQVRZOuszrLHLVZ96Yhda9lqTXcs0Nfup2bk2bPp2xbLGWBKNPUsZ1ClkiDPFpU8xtjrPQlRlbnDQHSFOYBlZd+qvT1i2v7aMZW4IBkxQYJwzXWGyDMW26LFc9jgRrXvNatxhklTLFcUOChqIYsOqwBAk4SEMhwhDBgBBmiLjgAG6I4KAXurTw3r+BQTOWyYDTuExCc5h+yT654NQlaDjoMPgc+kXU8P+x9F7rbaRZtmA+yHRXpkQSLhx8ABEIA0NP0YHwoJMyKyurzcyZM31OT/epTImEp4N3JGEiAJCSUhLhvaGBIams/mZeaC40l//dvllr7//be61lUkGz4pc68QuDFrSpZKtyziI6taacMSk589Lv11RTJgqYk0wpBP+wKJ5+JeHrkGkt8P2aEtQJX2pEL5cUnFnxzHdyEayQQyIhV4ZwFDIQR8VyCV+FIYQcUclhpQRQSARSCV8s4ssloJZAVCiMo1IVqcRxfEf/z41P40bxvvSp4bsIOs6DzlTwMOU/SEecqYg7Hfstc3aYCTjOz7yut/6//Xr0669n/+PfQ//6b9G//PfI3n+72Pm3hPGfUlv/R9r4rynDX7OLP2fon7LkzxndLwz5Oo3t5tX/XND9ldX+08W/vPMxIWch4CmEjvJRVz7kzQeP2KQnF3fmI55CyMvEvWzYxQYcufBhLvaODXtyIR8bPciduvORw1zMyYa9TMTFhL25sLsQ811Hfe9jvuuU++rSk494r6Kn7PlZPnnKJqr5j93LD433xXIy20hftX+vtj4Us8ylNx3ysLEDJuxiw04mfpRJeJmQhw16smEnEzrMBA4yAVcu7irEDvIxXy52WPA7CxFfIeHKx12FqC9/7sl/k0BG3YWo5yrmvQq5ClFnIeoohN25mIuNebJBb/bMy0Qz/tCXw5Mvb89Kfzv+4vKXnKHKO/+NO/jFHbk59N84/J8PAl9ckS+u6BdnpOa7LHsT5YOT4sFp+W9n749OT7OhIzbiYwJH2bCXibuzcU825majHibsYSLOXNLDnruZiDcbPcrE3t/Ueo2vver4tvbYrTy2ypNmedQs3g1q4zeWn3WUanlRraMUc5RKQ2KEQkijQlqFLNDo2qxikRRTCi6uEChlgjlcvkyhr3B0jUY1JKRRAMsYvIIhdlqmQaZWMcHOrGhLwdtQAttqkW0W2pkDrSrYQCJmAtymEQM+vaL8YU0FW3ChWYUYKHB/SWIhRTYMNqICo4JnI4V2WrhD8y0UYKZhEyG0q6U2NWzTwrs6xa5aukNK9hSQHQfXlKCR5Fo0AouKv6MGthQ8IzZtVAAmCllVcZfRmT21UE8IDCpwex7a1gpthNiICYwkZKORXRqxUMg6CZo04lUVrMcAs0pkISR2HHitRnY18C9aaBvnmwnRhlzwSs5ZRbkbKmADhRdlM2tK4QaGbMp489KZDYxvUPJW0RmTQmDHAYuKt6yY1it5VlK0iUNrqGBOzrVpRXoMXJLy1jDBKsY3qBAbITRhQr2UvwS9XJBwNnBoHZtekn6/pORu4DyDBJqHpmjwf6OhH+T8f1xAZ+bE09+hAE8KgUoQVMJcqZgjEb8QITOkAlBKQZkQUQgBtVJCykRKMYxLZKRSIhMjOCZTE9iskn6t/6fax2G7NKx/GZwx0d9SR4fp098yJ4fpsCsVcWXCznTwXSb4NnN2mA+8K/g9bMTJBg+YIyd76mRPPekz97nfmzg5jfjOgu6T48MTx6+Bt7+d/u0/A//z36P/7T/D/+e/B//lfyR/+b+j//Lr6XnoqBBzMn5XPujJnx/nY8e5qIdJuPNhTz7syX9TIAV9bMKVT3oKcV8+7shF3UzYx4TdhYjzWxJKLurLxX3vk95C/PQq5ruOuK+TR4Vz53Xk9CpxwoR918mr1NWH/+6uMx9bv1c7H0o37otu8iNbyB0wES8bdTNBHxvx5OOuXNTFhN2FsCMfPmQDrkzgkAk4mZAjF39XiHnYuDufcFxFnFdhz1Xc+z52eBX35MOunN+di3sLEff70Ml14iQXOcrHXfnI23zQzUYO2JA7GzrIhuKJSDuUqcfZxsVVNcpUImw1lCn708WT82IgXTm7rJymy2fn5eNUJZCpnWWqgVQtlKoEz2v+i4/BxHE6cJaNn2Tix9nkEZNwMRE3E3UyYQcTPGSinmzUm405MxEPm/BcxpgPX/q1x3b1sVuZtCrjRnnSqoybpYdu9dFu/QtNqNcXNEuz6DyJzmtVWlKuU8lmCakWk9EKCa0SzZGYCodIBUSrAC0hnlOKF5WSRRUyiwE0Ds5i4K5absYBMynSSWfsWmRPS66rgC0lV08CZg2wiQmWJVyDGjGrQTPBN1PQngZek3MNNLipgHaUsFkl2tfItnHEqubrUeAXLWRSC15hvC2Mt0rCRhra1sBGHLJjiAkX7KlhOwHszYr/vKC0kcgOJbbQkBmD3+hkr3Xway36i05pJHgGfFqPc/e1vB9psQ1FzBT4WqOwklKrDvh5XrKnAmw4osf5mzTPooWstHAT5xtUApsStCnEJjVgnxdYdfC66qWNAm00aCCADTFsxgRbyplNgrdJC0xayRLKn5f+aUnBW5QAenLGSM1s4bCBEGxigJkUGlTwCsk1qLmrSv6seGoZ5WzgHLOCs04ILBqRXsbZVAKL0pllKXdNyl+Af1iW8hYk07PoDxvYtFbykoSmNPDLVUwwj/C+kwpmZBBPIRQoERBGphRivgzmoWIBigiEyLRcApCoVIkK5DI+oRArFSIFKiNQOanAZ5W0aX3vy/uHRuW+VR4y1+/fXZw4UkFHOuDI+N9lggdpvyPjdzARbyboSp250353+tidOnakz7zZ6HE66stGPWzIw4Q8bNCR9ztzocN88N11zFWIOa9Pne/Dnuu44yrqvIq589FTJn6ST7jY6Dfdr+cq7M2HPYVz93XSnYt7cnFX3u/JfdMDh7y5pKsQ9TJhNxNysfHDvP8gH3awCUc+5M7H3dcJ93XCV4gfX0c9V3FvPn5USDqvI86riO/q8pgNHWUDAebcz5yfsednEX/i4jyYv/TkYr5C/IxNnOSSvkL0uBA8KSTdhYg3F/NmIy4m+Fs29Fv22Jnzu3JBby7my4WdVyHPVcx9FfVdJ73XcU8h5srHnFcR31XEcRXxXSeOczFPPua8CntzYQ8bOmJiXubMmfang+Ha8Xk5eFkNpSunF+XTi2owXQpcFoPnxZNk8eSi7E+XTi4/nySqZ6nqWap8Eq2dxivH8ZI7eHV6cpQOOdnoMRM/yca9TNjFRBxMyMFEDpiQMxN2ZYLeTMyRiTiY8MHlWfz6fbc6aleHvcpoUBv2SpNOZdwoDluVJ5vxDYHJFylKh2PzhHKJUC2QqlcUrkGFaiWiJkTLpGwJl+pomQ4XzmOARonQMlgtQ2YxoVLOIxXQKiXa0iBmlWiLREykcEkGrCkAKw7bMXibEG9rhTYCNOKwXSs0k4CFAKxqyEzzX6shGyE2YqBNBVopvp0GTRTvz2qhUQmYNbBVA5kJwY/zYj3Os5CQAQdfSQUWHNjA+BZCZCIE+7OSHVq0jnItKr6NQHZ1QhsB7M+JLHPQPo3+uACa5yArLTMq+FYVaCfhdRy0yhEbCS2inC0ctGjgfbVwm5Rt4DN2kvOallhIoZ0SGQlQTyFWCtmjASPGtdOiFSl3QcjV4wK9greFg+tynknBXUUFK3JQrwCMJLyB8/SoYEHxg1GFrMinN1XADiXekPI3UciIIqsynkkLm2jeGs6zUQKLEpqVz6zKpxcl0wuKF3qUtyDnv1IIFuEXs9KZWRlPwf/HWXBqVSzQwTMo8L1OyjUo4e8kAAeVcoXIPypEXFQyrZDySamQlspQCYjKuDKEKxbx5CigRhFMAkrFEC6TSFEBphTRSmpj+XWx0O3URu3iuFJse7Kxg8uQOxNxZcLv0oHDVMCRDrvZiCcb8jCRAyZymI26Wb+HPXUzITcb8mb9rnTAlQ0dZs8OmWNX+tiTPnVkw47MmTcTcKeCvmzEmw26mNOjfMSTT7jzgYNcyM2EjjJ+dz7szsXcbMBViHrZqC8b9rARZz7uzp+781EnG3blo85c5C0bcbARZyHkySV8uchxLuJjI8e5pPMq4r2KnRQujq+iB4XAUT5xnD93X8WOCxfeq/DpVcx3FXEVIo5C1PMx6S5Ej/IRf+HiJH9xVoid5BMnhcQREwsxl2dM/DQT8zIRXy7sZYNONvSWDf2NiRzkww425M3HXGzUwQadhbAnF/flYs5C9PAq6ssnnLmYMx/xsNFv22AXE/BkI85s6DB99i7lz0Sj1eOLG/955fS8fJYqBy6qoUwtxNTCTDVwWQ2mbuKXxUDuJpAqR3L1+FU9cF4/uyyfxaq+YCEYPWIi3uzpMRNws34He+LOBryp0NFl2JkOvrs4Ozg//S0VOEz5Xamw8zyUKLDd8qRZnrTKD+3KQ6t83y2N218eBtVHm2FnniTXdTotIdERskVatYIrl3BkgRQt4dIltUJHI1oCmCegBVy4QKJaEl0kJBoc0WDiJVK4PgttaYTbWukCyjMqhTsa2TLO02MiO4WYqBkzzttTw39ekO+pUaOKvz8n2aPFW4R4hxLbSJFdJbbRgI0S2AmeRQ3YaNBGivdnhXqMa1QB2yT4Wie2aCCTgvtaK9rWKsyEyEILzahgUwGYMJENm7ZrIDsN7y9Af16SvKEFZg1knUVeq8GflpAfdRIrLjGTQiPOW5JyjSS0onphUHF2adE6BS7JQQststLS3VmxlRLuUyIjwVvHuXta6Cet/A0N63GBRQXaSb5JLjCRgk0cNCuRPVpsVAOrKG9FDqzT4IYStmNCCwYbae4ajhilyLqCt6DkvFJMW0hoVcTdVEHrGKRXwiZCuEWItyjQTMAmJWhSAssKgAZfzElezIum1dALGvlBI/5+WfS9FnmhE3NfSabnoX/UwN8vivmLMs53UlAAQwIxwlWLYRUMi6U8hYgjB75XSgG5hC8VAjIpD0W5SjFfLuHLlRCpQlUyGaWUkxS2vmj/wjS79Um9dN+tP3z5vXqYCr5LBz3ZuDsbdqbDzmzUnQk5c8FD1v8uE3EzEUcu6GIC3kzIzUQPmMBBJuDMhJx5v4MNOrJBNxtxsREXE/GzSVcu6C5EPGzImw/48hEvE/OwETcTdmdD7lzwiA16slEvG/OyMQ8bd2ZDbjbmzSWdbPwgF3dfx49ycVc+fJALuvOJo1zUV4i7cwlfPubKhR1MxF2I+AqRo3zcex05yid9+eRx4Zt+KOzOx9z5iKsQcRUizuvocS52xp4HcxfBXNr/PhkqJE5zSX/uwvstKSaXdBYSrkzEzUQ9+ZCbDR5mQwdM6JAJONgzXy7oy/vduaCTCbqyocNsyMlE3NnYARM6ZKIeJnbIBh1s7F0ueJAJupiEM51wp0K/Xp6cRwO1QLIYPq8kM5VEthK9rCUuy8lsNZauxjO1JFON5yqJTCV5WU+yzWi2fpGtJbLlZKYWO79OnPuyEVc27M5GPZchb8rvvDw7TAUdF/7D1Mnb81NnInB4GXh3GThMhd5dnqXZD53KpFUaNkvDdnHU+jJulset8n2rOjRtWDQkqaNUWlwxr5BqCaEWg7U4skRJVmhomZIuq1EKg3WYdIXAFmkFKQPUSnhFLZ7HhAuEZBYTbmogiwY0YrB9DraQ/G01YFbz9fiMVQfbtKIdrXCbgq0Y/0cdsk8JjQRsUIEGbEaPTxtJ3o4G3lTw9IppEwFsYpBJLbGoEQMp2MRgMwWbSXid5poIcFsr/nFB/HoO2dFJN5UCE83fnRXbSMBCw0YSNtICAw7saSQ7NGTBeTYC3psX/TQntRDCXUq8q0XNJMeMT1tUoF4xszOH/Fkrs2MCk5K3ic3YachOCnbV4But8JVsZlMI2nGxkQQMKthI8jdogZngWHFwHQNXFMAaCazi3BUVaMB5dpyrl0LrKG9dzlvDBAZcYJBxdynJupI7L5o2qJBFxYwGmloU81bk3Fdyjp7km3Dhax1moYRmDNgQT81CP2zKpwwK/pxYoBFOLQqntaKXK5KZDYy3hQpo4E8rCmBZzqOgP30H8jkSgCeC+CjClYp5ChSUwFwZwseFECYXSOFpVCxQSmGZAkDlIlwJ6JRiQi4hVApKpXql0edT1XZ9XC/dtWrDTnX4+6cbDxs9TIfdmdA71u/IhZ1MxMGEXdmQNxt2sQEnEzpgQ0425MoE3mWDB0zEnY26mYiLDXvYoJeJHGZDbibqyoWdTOiYTR6xIWc+4mET7mzEy4aP8zFfPnHKJPxMwsdGjpmYj4042YSLSXqZ0BEbOcyFXGzAk4+5Csmz3PkRG/EyIQ8bdRUijkLAyQY9uYgrH3blgt581JePHeXPPVcXvkLSk0+68mHXVdSTj3vzSW8u4S6cn1xfnhbOT/LngVwyVEie5JOB3OXJVfykEDvJR0/y8aNcwsNGj5iYjwl7swE3G/ZlQ8fZsDMXdrABZ/bMkTtzMmduJuBjI4ds6G3u22n36Vsm7MxGfssGDtPBtxm/MxV4mzo9TAcPLgP/6/zkPBMts4lSLlbLJWsfLqtXF/Xry/r1Ze19unadrl/lau/zzY9s832u8eGqdZWqX6Xr79Plq2Qjf55nAo5MwJWOHGYCB5cB77nfmfC7kgHHxYnj/Mx94Xed+x3nAedl6ODyzHXh//i+2q6OG+WHanFcK4/axYdW8b5VuWsWb02vNrUkNqtSrpD4nIpYJuWrhHSZVm3p0NVZkZaC50mpmhDNkcicSqTB4Dkc0mLCeRzRkTCtgk3zqGlRadeK38zK92alr9Xwn7XCLYq7qQLeqIXbNPpGh/51VmHCuEYVbCcENpKvx3lGnGemBZukQE+DNpL304Joj5QbsJk1fGad5K3h0yYVbCK5mwR3RwP/NCuzUJItHP5JK/lpFrWR0A4N7c/zzfj0m2XR7rzMTAgsBGghRDs4/KMG2qaRLRLW45BeAVtJrp0U2XFwVc7ZoYQmFW8NFdh0wp8XhXolb1k8vU8hNrFgTQpuUNCOGtCjwKaKa9XwN9EZMwYaCXBLxbWRkBWTL8mnNgiOWQVvKXh6mWBJ8mJZMb2s4K+hvGUJZ005My9+sYTxjaTwFcpZks/YtIAVQ/TS6Q3lS4ua80YH/LSE/LKAWAnApORqxP+wgc3sEcieVmTTik04vKbgrOHTW3LumpK7KptalkyvyvnrCu4ayvlOwp+SizgSBJAifDkskEJcETglAfkiHlcGgSJkRioRiMV8TATKIBCTIIRcjMogHJORCsny7CZzUR7URo3ifbc2aZWHndJDvdTJFK5PsgkHEzzMBg6yocNsxMEkDpjIEZPwZqNeJuJlYods1JEJH7AxRzbsYqO+TPibVaWXiTjzkcN8xMtG3EzEmQ+68uGjbMKbjRyx4WM24c0lPGzCy8Y9TOwoGzvOxXy5cw8TO8rGfWzEmQu7chEXE/awYU8u4c0mvEzIlYu42LA7F3TnwsdM0MOE3rJBby5yyia9haQrF3EXAr5cyJuPONmINxc9ysfd+ejp9fnR+3Pf1YWvkDi+Oj+5ipwWov7C+XE+dlyIH+ejZ/nESS55mosf5aLeQsTHRr3ZmIuNOZjQUTbmyyXcbNiRDTiyAUcm6GLCLjb8lgkdsuFDxu/IBB3pwK9M4F3mzJHy+y6C7y7P/iPrf5c+dcR8mYtQhUl8ZuPFTLicjZVy4Vo+U8ulqrlUOZes5S8rhWQ9f1HJJ6tX6Rp7Wc2dl9lokUmU0yHmwueOf0Ps0cHF2UHy9CBx6k6EXBchx7n/8PzEeeF/lww4z08PL4+DmWTtZlAv37fLD+3iqF28b5dum58e6jejVvHesmpYnFcva6hFjWJFS6xrsDkdSimFSzqJDhfPkaJFDTxLwHNK0Twh0WmFK5RsFhPPEsIlWrqOwfo52QoObM9Kf15U/Twv+2lJvK1G9jXSXY10XSlalQKbCnBHI97RwmZKsD0PWijAqgNstGCbEFpJeBXnmghom5aaFPDOnMSkgrdwwECARhJ4pZpZw0EDJbJppNsktKNBzBRk1gLWOdhMIhYa2VLxtzWIlRBtEKBBjVgweE3xcntR8vOs0qjiv56X7JBiE8HdVQM7arGBFphV0z+rxQYc3KAhuxrR48ACOrOIghrpCwPGeSXhrMn5BhTckHMtGKRHZ1YUglUx34hNWzWgHUNMOM+u4VtI2Ijz7LTIoJIvKUEzyTER4DrBN2qATZyrx6ctpNhICWwUYNUgGzKOkeSuodNbUp5NDb5ehnZmYSvO2VZD2zrxjhrYm4P+sij/yyK6r4GNau6eVrBNibYU4IZoZlU2Myd5MQdPkTDnO1TIkyBcHOGIII5EKIBBHgK9kEAvZGKOUgzIxbBUwpfBXKUIESM8SoFIJUKVFFUrZZRSuazZYGKfB61xo3jbqz72K5N2dditjfqNca3Sff/7Tfo6H8ulAuz5WTrpSSecqZAj5T/MBjzZ8GE2dMCEHdnAARN0MgEf6z/Ohtxs3JNPeHIRNxvz5hOeXNjHhlw5v5sNONmoh4152LgrlzzORo/Z2HE25vt2Bc3E3WzYx4TdzNkBG3QzcW827GJCB2zEzcQP2OghGzrMht2ZkJsJe5mYIxs4yAbdbNSVC7tzMXcu6s5FvWzCkY0eMCEXE3GyUXcuflpInuYvzgoXJ/nYcSF5ysZP2eRRIeUrJE9yMR8b97EJXz7qyX+r4fwkFz/JhI+yCXcu7mHCR0zkiIl4mbA3Ez7MBt6yARcTcmTCh2n/WybwLhs6TAXeps8OLk9+S/t/zZw6U2eOyzN36syZPM3nLht5tpa/aly9r1xlatdXjasvtffvqx/e195/qH/41Ph4VfnIVj9cNz5c16+uGvl8Jc+Wc2yVTTOpyLv48bvzs7fnpweJ03eJs8Nz/8Hl6cH58WHizJH0H1wcHSSPHJcnh8mTwvXvrcq4cjNslUat0kOzdN8sDdvFYbf80PjS31hcX5wlZ1XkLKnSUKoFjXKBRpZ10kVKvkbIlnHkFSVep2WEDF6mpGsU+oqUr1DIglK2SojXCEgjBfQ4aKFBswr5eVb4elZoorgGkv/zvPI1Jd3RwDtqoYkU2CnhazViJiTrqundWWiHkhiVwJZiap8W2FDYhAEbihcGHDLTQhstNNFCyzxsnwVsGpGRFBpJyEQCu7PyXZ38lYxrU8HbasCkQlaV0CuUbyFERjnHTMH7Ouk+jRgonpWWmHBwXy02KuEF0YstjG9TwwYKMCn5r1WSHZ1kA5+2KsEtnLtFcTdV0CbBt2ACg2pmVcWxkaJV9OUyytXjAqOKZ1QKlqW8VZS/puRvELx1DFxXQlYSWkJ5W5hAjwnW5Jw12cy8hLOgAHSiaT0B2LTQJgYsyYFVOX9dydtAua8wzqKYsyqZMqgBPYWYlEIbBdhVHJtK8POc8MdZ8a4W3p8V/XkW3qF5FiXyhhbukIBe+HJRxl2RQfNSznegYEoITYlBrkKIKER8GQLJRQKFhIuhAlwM4iJQLoZkYkAhF6tVMjUpVssVswoZjUpJgpynl9Oh94Pmc6047NQe27Vxvzbq1Sed2lO//nzb/GPQGHWqD43yXaXcrVSav9/UCl9u2E8fLj9eRd8zYSbty0Z92aiHCTuzZ27Gf5QOezJhdzbsyYacTNidjXizUXcu6s5HPGzYlw35stEjNn7Cxr25iCsXcrGR42zkLBvz5uJuJurLxV1M2J2JurLRo2zYkwn5smFXJuTIxnyZuIMN+jbO9SwAACAASURBVLJRbzbszPq92eBhLuJioo5MzMkEnLmQm406mJAnG/Vmg85c9CR36c3HzvLR01zyqJA4YuM+NnacTZ6w5y4m8W3mP2JivmzEwYTduYAvG/Vl42fZ8HE25smGXWzIw0adbPggF/QyQQ8bdbHhbw3ZnQkeZvwHqTNHOnJ44X+bPXOkA85U0JsKuS4DjtSp4yIcu0ww5/HMxUXmMnWRSmbTl0w6m01lsulMLsPksrl8Nn3FZt4zzPsMc5XJZdOXbPoyfZ7IJmPRePBt7OQgfvI2cXqQOD5IBNyXIdfF2bvk6WHyzJU8O7w4fXvp/1vCE86mW6X7RnnYLI46xXGrNG6XH5rFYetm2Cnf1z921zQrK/TsPIkt0ioNpnxFU/O4bJ6UzFGyZUpBScBNWrJEiefV8IoWXqQky7RUpwJVUnARk65rFSYt/NdV2R4FbyuhX7Tin3TiXS20gQu2lOAuJdqUCjZJ2IQDdg2yjvINmEiPcq06ZFcrMxOgXYvYCGhbI9zVQT/pRD/r5Puz4Js5ZAMHDAS8gUF2FbKpADdI6JsfnYmWb6tkOwSySYBmncCiFZhVnJ91ojeEaI+QWgnEiM+Y1bAZB0wkZMWhLYxvJkAjCdtpwExL1wnIREF7apFFw7erRTZcaqJAG4ns0cINlP8K52wQ/FdS0KwD9LhAjwstGGIhALOSv6ycfoVN64RTCxi4KhEsyzgWXLgJczeU3HWcbyShFSlfi0wvy3l6FHgln7GoBFYCNmh4NlK4IZmxYVwrzl+Q8hdR3h4F7SpFBkywqeRaaMUvCzK7mrdFc/d1gl8WJH+ZlZopwKKGt3VCKw6uoVyDnLMi5HwH8jkSIR8V8yTCGSHEkYh5qJQjFfLEIoFCLlDKYEwEK+SQQg4SKIiLxTQuo5RiCsW1FDlHLER9ufvGU+PL/TcA96rjbv25VZt064+9xmOvPunWn/r1p9vG14f2Hw/tr3ftv9+3/rhvPt01H3vV+0b1tloc3NxUP3z6Uvj0pfDh98z7wkUhFylc+tnkEXPuYILeTNCdCbvSwYOLgDMV8WbDjkzoXfbMxQYOMv63zJk3E/Vehh3poCcbcmRCjpTfkQodpvzu1NFB9uQwfXaYCXszEWc27mJCTvbMyUR8TOSQiTgyEcflqTMT9rBRD3N2lD1zZEM+JnjMnJ8VLk/yydOrSz97cZw/9+RjvlzshIke5eNuNnSUTRxnk95s+JiJe7PRo2zcw8bcTMyZjXqzYU8mdsTE3GzUzYa8TPiETfiycV8u4WXCx5nIUSboYiLObMybCvsuw8eZmCcV8F0EvamwNx3wXJy6zs8O4idvz09+Sx4dJE4PY6HD6IkrceaIBxzxE0fi1JU8c1+EnJd+1/mZJxk6jPsPzwOHsZNfo96/RTyH4ePD6OmvYe+7+PHheeBtwu9IBR0XQee5/zB5+mvi+CB+7I0H0ky+Vey1i6PWl2GrPKwVR63isFG5b5fvWqVhuzIsXzeXNatzGprGcTWGzZKolpDPYeI1WjpHobRSuEDAGrloRY2uaOXzJKIlkEVMtqBClijhCiWZUyNmjfy1Gv5RC1tpiZWE7QS4o0EsOGyjwR1cvCLmbyg5b9SgjRJsKqZMCr5ZBRiUsAmDt1UiIwqbcMG6iruGCdaUPItKuIkJ7DS0r4G2cMBMI2YV16yBDSRo0UA7lHBXDZkJgVUlsFKgiYRMFN+iQfZp0E6BOxT0SvQPeiXXoASNhGBNyrWSsJmG7RrRa53kRy20rwbsamQLBbYwyKQCbTjfRMAmErAT4h0C2tMAZhLRK6csOE+PAZuowISLjCrRBsrRk3w9/sOOFjIohMsyrp5CtgiBVQ6tK5FlOXdZzN/EuBZiZkPFnZe9NJGcLWzGTPCMKu6ahmPEgEXhCzPG3yYFG3L+nHTqlXJqVcrZlE2Zab6FBH7UCX9ehC20wK4V/qwV/qiF7WqBjebYNdw3s0KjfHoReaFFpr6TwxyJkI/CMxLxFCoCxGKOGOYKQR4m5RFySCbmqUQCiXhaLgJRuQBTwCQqwWSIEoUonNDhy2FPftB6rH+57ZYfGuVhpzLuVibtytdBfdKvTQb1bx5LT93aU7/+PKhPuo2nfvNrv/E0aEx6tcdu86lbexw0Hu8az7e1x9vm46D2NKhPevVhqzJoVLrlYuvmS+3T5/KnT6Xr34tXH39///unqw/vC9cfcoX3qfeFi6tCOl+4LLAXucxlLn2eY6JsNsRehthMNJsNMYkIE49kzmPMeYi5CDCxABMLZeNnmchpNnKUDZ9chI9TUWc26kyd+VL+o3TUmfJ7M9HjbPIoG/VkQ75M2MUEnNkzVybkyYScmaArG3CmA85M8DATOsgGnKmAMx1ypsOeVOTwMvg2E3Zmo8501J0JurNBTzbuy8bcTNCdDboyIVcq4kqHjtIhTzriSAU86ZArHTo8Dx6en/wtdfw2FXBd+H+7OH134T9IBd3nfk8y6L4IeBIBX8LvPA/4kmeeVMB97j+6jPhSEW867GPCrlTQfRE+jJ844sdvYyf/mQj8x7nvt6TvXdLvPD97lzz+j6T3t8SRI37kuwycXkZS+Xz5S3NQGnXL42b5oVV5aJfHjdKoXhk2SqP+zbhxc98ujz7lqvO0bo5SrGpxNYFqcFRDSucp0ZpSvoIrN7XSeQLUYrxXs/AsDc3RvFkSUaEQIZ0hUUCLC3QqeEMpNhLi14uin+ZEZhTakPHXKNBI8/c0gtez4JsF4Q6OmDCelQL3tOCuGtlTw3oFz0JI1lHEgHJ/okRWErBpEYsStNCImRTatUK7BjDTL19rBWYK1pPgJsaz4NC2Et5RAztaYJuC9tSQQQlsKjlGWmjTQSaCt6sW7lCAnZLszYnsNGggOHaK/2edeJtELCp4TyMykZLXlNJEQSYVf5+EdtRiM4UYVTMWUrgm5ezPicwUsIDOmDX8LdX0MsYzq8Q2Ankln9rA+DaMbyb4dgoxqGYMCoFZKdIroTWSu0nyt1B4QwmYUb4Vg1ZJ/roSNCsREy1ZE/M2lDNbGHdJ9GIdnVmU8ZYlM3PSKR06syR5OS/hr+I8Kyb4aU78ryvKn2ZlFhLY1SB7pMRM8ne1yD4F71LwK8n0nGRmCwW+k8FcAPoegfkS/hQq5KISAEamEIQjhTmoiE/LRDIRKEMEcpkAx8UkLsbkYplMiCukpEo+Sy1FPJl+/anx+a5dHrXKo2511K2OetXHdn3Sq4/71ad27anb+DpoPA+aT/36ZNCc9JpPd/WvvcakVR11quNuedKpjHvVcacyblYf+pVxtzrp1Ca39cduY9KvP97Wvw4aXwf1p0HjsV9/uq1/vWtObutP/epzv/bYK48GlWG/OumXn/rVUb82bFXum+X7buW+Vb3rVB/albt2+b5TueuV7hrlQb08qJcG1WKnctOqfGqVPrerH1s3n+ufP5W/fKp/+lD+8Hvxw8fP73//nP/48fr9h/z7j4Xra6bApvOZVC53nsvEC5k4c5FkL5PsRSwbD2fjMeY8nL2IpJLhy0QwnQikE0EmGWJi/nQkmEmE0rFA+tyfjpyk/IFM1J+JBlOxYCrmT0X8qehJJhZKhc/SkdNU/OwienIe8V1Gj1Oh44uAOxl0JYOeC78ndea9CBxdBr3nAe950HsedKf83lTAnQq6Ls/cl2fepN+VPD2Iew8TJ2/PTxwXp+5zvzsZ9CT9xxfBcPb8upAvfvzS+NTulB965ad2+bFVGXbK953ysFkc9UqPg8p9q3zXLd13SuNG8a5TG+Yz1VlCrVUpdCqlmpQqceEsLVyhJVskukyKtErRIiVdIkSzpHgOB9WYcIESzSphLYbQCkSLipYUgEnN+1Erf60RWrW8HR30Zl5sxKB1lcBEwBZSuKMRGWloUcbdJpA/z6M7hHiPFllJ0K5DDCr+tppnUAFbGGRXgzYVb1cNm2jYQgA2ArZqkf0F0Y4W+VEts+GgXQ1ZScSE8i0UvDcve60VvdYCdhpYU/ENFGhS80waxEpK7Bp4HeOvyfkmAjRQfJuUb8D5r0jAQAmtGLyJcXe0iJkAtjDQhgOrMt6uVritgfcJ0IxNG2lwWwOtyjkWUryOgWYCtKlEG0pgHYeWpNx1dGYdA8wYd0s6o1fydzVSGwaYtIBNhyzJZlYUnA35jJ0CjAR3XcHbm5XuqQV2zYyJnF4Rv1iTc5YQ7iL8wybGNchnTEr+ukzwSvbSoJze08F/nRftqoFtNX+HEpgxromYMRH8HWLGivHmpC8XRN+vIbzvQPBPMuilAuFLwBkxNCMGZ8TQjBQUyEWQXMQRITMiCUchhVQoQshAhQTCxBAmEWJKmZrCV+jFwMHlbeOP6u8PrcqkWxt1a5Nubdypjru1x17lqVN77tQnnepzv/bUaw179ed+/Wuv9tyr/b3bGPUa40593K+P+tWnTu2pW3vqVEe9xnhQH3Vq41511C1PmtWnRn3UrE6a1Um79tCtPLTKw1Zl2Ks+tKujduWxVZm0KpN2edKp3jcrw2bloV4etUqjRvmxWX1q10et2rhbe+zWR53msF//eld77jUm/eZTr/ZHr/rYrj736l/7tad+7fGu/vWu8TSoPw9qf9w1JsP6013jsV9+uqs8dSvjVuW2Wx32q8NW6b5buu/c3LaL943SXfum3yn2mqV+s9Tr3Awan7vNUq9Z6TVKd62bu1Zx0Cred2/umsVB/abfKd03i/16edAs33bK993yXavc71bue5XbbnXQrfTb5UGndNst9VvFfqPYa5R7zWK7dtOs33RqX1rVz/Xyl2rlc6X0uVT5WK78Xv38sfj593L5Y6X0oVj5UKx+qtR+r5Z/b9WLnfrnVu1zp1kc3FaH3cqkU37slUad4qhTHrVLD/3ypFsddSsP3fKoWx63SsN2cdQpjdrFYe1m0KsO36du5ml6jlbNkso5TKFTiRdw6axSvECIXxGoVglplJAKhSicv6hCNDg8TyMqHESlsEbCo+U8QsVfwrl2HWJTgzYSWaehTYq/R8JWAthVgyYVtEZAZiXv9bzIphUZVFyrkm+hABstsJGQVc7fVsJbOLiOcV5JuetKyDYHbVPiDRlgVAn0GLKFQ9/ifPcpeH+W/+Mcsib7YUMJmWlkVyfcpxGbDl5TwGtSgVUtsWvEBiVgVMNvFuFtSmDX8I04x4QhVkr4Rifa0QHbOp5VI7CouDYc3FYJdkjurlZs0SAmgm+gIQsG7akB+xxkJjnbhMCkBtewl6+1oI1CtklkA+euKnhGAtylYbMCXkfhTUywqeDbCXCXEtrV0JpiZkMu1OMcA8U106BFhRhVoJkG9tSCFckLI8VfEb+Yl07t6sBVxcsNFU+v4m4ofjDIuBYK2J3lb2N8kxLcxDl6jGdQgRuKGYsK3FYgm5hgVc6dh6e/40x/DwPTQmBawpuBAZ4ImlaKeKgQRCGOBJ5WCWGlGERRPiEHcAmCyyESlWBiGSGTqUklpSA8/xEbd742ire92qRbmfQqj93yU7v61KuNb2uTbuWxV33uVZ/atXGrPm7X/t6rPXeqk3b1qdsYd6vjbmXYrg079VG3NupVJ93KeFCb9KrjXnXSr0161cde9eug/titP3XKT+3qpP2taTeG3eq4U5l0q+N2ZdyuDNvVYa8y7FSGzdp9pzrp1sa96n23OurUnvq1ca8x6tbG/dp4UH3q1B/79XGv+tirP/Zrk1590qs+dquPg9pjvznqN557ja+d5qTXeBw0RnetYa8x6VUf+7VRuz7q1ke98rhVGbVr417lsVV9blWfvjFIpzJuVUbt8rhVfGzXxu3auF2Z9KuP3fpTvzEc1B879clt4/Gh8dRrTPqNp279ud94HNSf+vXnfvProP5813i6bXzt17/2m4+95tfb+vNt4+t9+3HQeBw0nu9bj4PmY7/xx6Dxx33z6139633tedB46tYfe9VJtzrqVYbdyqhbnAxqj1e56hXTvKs/dUrjZnXSLg2bxVGrfN+uPHTLD53KpF0ZtcuTdnXYKY+bpVGrNGmXh+3ysFO6b5Unjc8Pd9VJPvFpkZhd1JErpHIew7QESkghNSpd1uDzKmgJFy4QYpWMp1EI1UrhPI2oFdAcodCgfFz+QouCOkywpBTaMImZ4K2ruTa1xEQJ1okf7DTyZg5dlvPWCeCXBfnerNhEAWa1aIeGthSAhUbfaOE1KW+HAPbUgBXlmnHeBgZs4C931dIdWrRLIXs6ZIvkmnH+NgFZVVIDLtLT4jdzoh9nRWYStmvhbY1wTwP/qBZsa4RGGtnTIRYKNioBI8o3kMAeDWyr+buzyE9qyY9a+LVGuEPLtyl4mxSalOCWSmCgYDst3tYKdzWwWQu81km2aaEJB/c1km1StKNDtklgm4R+0sr2NUKbBlnHeBYK2CZhE8HfIAVrCmgNn17H+Vsqnpnm2XDIpBCuKfgrSv4rObKsABdxziomWMNeGlTcDZlAA/9pVsTZJKFlyctX4j8ZqGkLMbOBvjQR0xacs45xF+RTWwTfpkA2pYCdlhhkgi0UWZfzFuDpV+KZ70SCKSnCE4u4fP5LoZAjQV4iwhkRwEHFPJUMxiQipQyRibhSMReTC1VSkVIkFAv5uEJGEyiJE4f/l+e++fdmadivjbq1ca/6OKg992tfe7Wvd83JXX0yqD4N6uNBbdIvP/Wqz/36U7f6OKhPetVxtzrpNx771edObdKvTvr1cac+6tUfuvVxtzoe1B971Um/+tivTXq1Yb886paHzerDN+i2a8NO5aFbnrRro2551K1M+tXRoDq6r497tVG/Nrqrj1u1cbf63K8N+/XHfvVrv/61V3vsNya39ade/WnQfOo3x7eN50Hta6/52G8+D5rPt42vd43nQeOp35wMao+D2uNd43lQf+5WHvv1Yb8+6VQmveq4Ux33qk+d+qRdG3fqD93qsFt+atcm3dqwX3nolMet0lO3OurXxp3yZFCeDGqjbmPUr48H1ade9albnQwqT53quFeZ9GqTbv25X3/qVR+7tadO5bnbeOrVJ736Y6c56jWH3cZzrzHu14eD+qRff+xVngbVp05l0qmN2pVxqzyqle4bX4ad0l27OG7fPHRLD+3KbSp5Xfp026k+dr7VU5x0qqNOZdItTwaVcbsy7FQeeuVxqzpule67xVG79C3hedQtT9pf7u9rX5nYNa1Q6XBKgykIVKhVyeYp4axSuKWjlzDRikz2ilbM0UJcLiDk3HkFopJy5mlQqwIwBYfEeTg6s0SgehzeoRELLdnXIEZC+ssCbtNCW4TQqOKbaWhTBiyJ+XY1z66cseI8Ew6YSPiNVmRSCU0EYCNEP5LIHiUwq2b0MtCCQkaSZyf4r2lgX8vZpgEzLdpWw3YNtEPx/qKBt0lgl4aNNKInIBsF7NPgT7Mik4JnxHhmHDBhgF4p2FUL32glWzRnTcFbkQPbtGyT4BtU8L5G9HpBbNeIrRikl/JXpdwNucCCQ3YMMhHQFinYwl9uUeCc5PstGrSrpRY5uIVxt3CuWQtaSMG6lG+jxXYS2NcAeyS0RwqtFNdICLaUkJ4W7czC68qpLZRnxIFXUv66CtrEBUui73ewaZOUs4VyloTTqwpgHX2xLPthWwWYZVOroh/W5ZCNgCwYZ07y/ZLwhw1sZh3jbooBSvRyBeNsCqcXxZxVBfCdCODCyJSQ/wMMvVRCXAkyg8AvYd6MUiak5IgcEpAiMS6BIeFLiXBGLuOpFWJSLELlIIWjFIq//dfDu/qo/rnXKt83Sw+d4kO7dNssPbQrw3b5tlW6a5eG9Zth4+a+WbxrFYfV4m2zOGoVJ43isFm6b5ceeuWH9s2wU3polx+6pWG7MmqXh40v4+bNqPXlvlm8b5QeGqVhp3zfLN43K/et8kOzNGqW72qlu1Zl3KkMW5VRqzJul0a98qhbGXYr43Z13Ks+9aqTfn3ca0x69cmgPrmtP97W/rirPd82HwfNp17tedB8GjQeB42nu9bjbfuPQfP5tvnUq/9x1/zabT4OGl8Hja/9+tOgPunVRt3aY7/23KtN+tXnXuW5W3/u1x9va5NB7blffxpUx4PquF97GtSe2uXnbu3ptv7Yr04GtUmn+tirPvXrj73GuFd/6tWf+o1Jr/HYq/3Rqz8Pak+DxtOg+dRvPfdbT4Pm17vG3wftr/3G86Dxx23j623ja6/5PGj+cV/7r9vGH4Pa137tsVN/7FTHvcqoeTOsfxk1iw/d8l2nPG6VJs3isFt5vrnuXl1W29XHRnnULE9qN6N2edwtjns3k0Zx2Co9tG5GrZtJo/TQLN41Pg9bnx9qX26bxbtWpV/5vduvjuPBHI7RagwjZFINJpnFZHOYdJGQzauES5RCQyJaqVAtE+JyYI6QaRQQIQYUIq4GFagVvDkUnqOQFZK3RfC2VKBVDJspeJsW/8vSws+zyr8syH7Uiaw0bCOmTPi0leK90UkMGGImRTsa3h4N7RHAvlrw86rs9Ry0TyJ/1sn250V7s7BRw7MRXDsFb0lBsxzaxPk2LWwmQCvNsWsFu5R0bxa0zoIWCthUck2kxEYJXmtgE44YcdGeFjGoIBOGbC8AVo3ESkNGjL+mgPQoaMS5+zruG7Vwm4YtaoGRgLZpoVXDea0V7elkVkq8TXKNBGhS8F7TyKoUsNPQjxqhiQRMFKjHgTWcNyd8sSqbNlCQgUT0Su6c7E9WBXcd426iL1fl00ZKZNQhehVi1yBmClzDIQsp3saBbRrZUAB6QmAkwU3xSwsxs0tzdlDYgvFeibnrGLKtBbYU/DX5y3npS72Kb1YJjajolfiHdfmUHpvW49NrMvA7kP+DFJoW87+HJT9IkBkZNC1HOAqQK+J/LxFO8/gvZGIAFQsg4KVUzJcjMCWDpRKAkAlpKUorFP/zr4eT/n/d1YbD1tdh649h949h7+/Dzv8z6v3XuPv/PnT/677392H37+PO833n+bbzdNd5um893bX/eOg+37e/Pf/+0Hq+az4Omo+3rfFt83nQGneb435jeFsfDmqTbnXYrj30SsNu8aFbHvbK973yQ6867FTuO6VRtzLqlO+61YdGZdQsPXRKD+3iqFm571fuO5VhuzxsVobt6qhTue+Vx4PKsFea9MuTbmXSqYz7lWGnct+qDbv1ca/20K0+dEvDbmXUqowatWG3/NAp3beKo9aX+9bNfa14Xy+Ou8X75pdh6+ahdfPQKo7bxf+fYlo3983ioFm6bxUfWsVhs3TXKg67N6Pmzaj75a5dvm2XbrvFYas4bBfHrdJDqzRsV8bNb9RTve9VnjqVSa8y7Ffvv/1XO5WHbnncroy71XGvMulUR+3qsFUdtssP/ZuHdvGhXrytfOpXP/Yav3cbX/rtj7fNz4PWl7v6l/v6l9vWp0HpU7d1c9sq3nUr9/3SQ7901yk/dMvDfnU4qIx6lYdBbXTbGN3WRrfVx4fa5L457jce75uPvdrD88PXTPRqXjU3ryW1hFytlBAKsY4QqyQ8ChNSShhXAGoVoCa4OM6nlfAsCRMKQCKaIWQgLheREj4h5q2qILMOMVPIumJqgwTWUO4rydQbGrdqFSacv6Hi7Wmk2yquGeda5EIrCutxxERCerngzSz4ZgF5hQMGFfDPS+iOBtZToImQbBOibRKyk9AWhljUig2ZQI/wVyWCRcmUARMZKKEFB634i21qxk5J9VK+EefraeCNTr6FQVYC3KUhO8nX49M/L0r/Oic3qpE1GrRTUgPOW1PwjDhkJnh6QrCGcfUkb13OX8M5ZhLYpkWbGMeiAfdx2E4hVho0KzjLKNdMiF6rJVsox0qCO1rYRvCXZDNL0mkTJdjQca1y0IROrRMzyzL+imjKpIYNuGBONL1OzNg0PCMushLANiXQE/xV/KWZfGHVcs3qabtqyopNWwiBUcbblHLMSkAvAzbkfBMKb0hgvQy0k6IVKTCHTC8IX6xLptfl0HcIxJHzp6XgDCzkItCfQPBPMDwjhwUg+EIEv5CJeTIRXyzkSqUAJgZxMYiLQZmEJ5HwUBFIKqTGNcP/+t/d//mvHse/HTn/w+f6z5Dnt4jvt0TgIBZyJYOubMjNRlyFyBEbO2ZiR+/jp/nLs8//X0v32XVrXpAJvr7G9NKqc86zw51z+Od8p33vnPd+9hPOORXUtptxerSVIEiYRtRRnG5tEQQTiCgKsyQIVECgqoAqCov+PvOCeXt9gOv35lrr+otP/uOn/vuXP/ff/+Wv/+dX/+Z/fvWvPvXVv/6zr/3Np772V3/2//7ln3/tbz/99b//3L988S++9sW//Ne/+9y3vvjX3/qnL7z85S+8/E9feOUrf/e9r3/p+1/7x+99/cv/9s1//v6/fuX73/znN7/1lde//S9vvvr1t17+xhvf/cabr33jrVe+8eNXv/6Tl7/59vf+9a3vf+et73377e99+yevv/LOG9/56Q9e/ukPXv73119994evvvPGK++88eq/v/naz15/7d03vvvvb772v958+advvPb291/9yeuvvP2DV97+/nd+8ubLb//by2/94JV3Xv/O299/+e03Xn7r9Vd//Por77z+yluvv/r26y//5I3X3n791bdff/ndN15+541X3n7z5Z9879WfvP7qT3746ls/eOWdH3znp6+//M7rP2+xb7/7g1fe/eEr77758s9++NrPfvTaT9949Z03X/3Z6//27g+/++6br737o9fe/dF33/nhK+/+8JX/9ePv/uz/D7/37o++++8/+ref/vDVn775yr//8LWf/uCVt7737R+/9q8/V/rH3//mW699451Xv/HWd7/xzne/+bOXv/n2t7/29iv/8tarX3/nm1/98be+8uOvf+VHX/+nH33jyz/+5y+9+dUv/uArf/f9f/z89//hb1/7+7959Ut/9dqX/ubVL3zu5b/97Hf+6rOvfO7T3/nbv/jWX3/qW1/8b8c14QAAIABJREFU7Hc/8cH/oSFvBW0krEgpaSpwqGFUk1SmXoWzuSrnIp/IpMEpTyODo4qGBkS8tGk55njcyeCGJXc6fLFJblV2qZINihfg4UmER+a92CaPZXbH4hN3t2y0La0z9y/Uf6LyHUlvcLLJhxs0OhLvJIPHBh6gd828O5XeK//A7D31bnV4FvaRWids3XP3yMdb7Bykt5OjcxM+lslBjA7o6sSSNbWvSXDXRDdifCKjG+Xe8ugk/IuxLsK+5fYB2ltgX7h7q/0Ls69ZcOLODFxtmXvHo2k5XmLn0mYb5lyktdfjLQ8X0NkQe89H12x8Z9zbxr1m/ra8uuDRGnoHES2Bcy/Tx7o4SHdLxifiHGmwhfG+9PfQPVB3TQcXMb4GV0v46ImOb7h1T9074u9IcObeJh3tSutMxttidI2CPbfm8GoKh1U07IvRNHU3RbAB7jPA82NrFPqj1HPywAr9K896LomufP9ZEFootXFqg9xDxZjEVl54GBRl4pVFhEBEQQzyGCQ5LyGGhYSswVxj1eG2YbpEuKHTni81bWQ5kbSWsGeoq9hswudarWq+7OSyYsupWc/qdc83M7Huq9Wq2izVdl6fZ/2lb87b/oVldVlN7vezu+3idr+4nJbPr9fPHzcvnje/fLN9z/3uv5z3v3raveey/7Wb7a+dN//psv/1J8f33e7fd3v69evN/3lz+s3Hl/c/vf3Ai0/e/6uPP/LLjz/2v//KR3/tVz/+nv/4u7/+nk/811/7w9/8jT/90H/9kw/+xp9+8AOf+fiH/voTH/vc733kbz/xkb/54098/g8+9oVPfvzv//AP/u4PPvGFT/7+lz75B1/649//6p/+0T/9jz/6hz/55Jf/5P/+0v/z+1/94z/68h/+3j/+4e/9wx98/Iu/+7tf+sR/++LvffjvP/HRL3ziY5//vY99/hMf+/zHP/qXH/3wX/5fH/7CR3/n8x/78Oc++sFPf/iDn/7w+z/9off9xe/89mc/9N7PfOR9n/rIB/7id97357/zW3/+wQ987kPv/cxvv/fTH3r/Zz/0W5/94Ps++/7f+syH3/vnH/nAZz/4m5/97d/60w+8788++N7PvP/X//S/vOeT//lX//A/v/Tffvmlj94+/e3T9W+cdr9+t/0/duv/tFz+ynz2dD17ad49nbb3i+lLi/5uMrksurvl9PFmet+b62l33banRXvomrVUc9UsJ/Wur+ZGzDjoJJFCAohCQZKaYAb8ikcdzxqUbhRqaE6TgEQjBaOOpBokLcxqFFTM63jGC4+X7pZGexrteHjio2vl3TX5iTlHPH5RJs+L8oySW5P8chv9yiT/pba44dk2D28r56n2TsS9RsGNSK9FsOHuCg4vpb+j1kV5Z5Fu8fBa+hfiHIgzJf5jEpxpuEL2YxFukL8q3UluXcvghTZ93AXPy+hWpgfh7JBzkPmaufcquRfJRYYHEeyxe8TRmXmPZXgrwg2xl8hdAOsE/Rvtrej41sQvVfmNivbAubD0xSZ5wfg3yjkI76zii8qemvgorR2298i5k+FROnM0OhP/hiY3JtpBa1Xae+TPgX2n8yfcP6loJ9MbmeyRd2bRgbgH9ODErB1wbpm3Jd4Z+Bvo38roFnuzZLAnwTQbbZB1we6hsI7EXSNnVV51/sNp/LCNx8/EzsgdPYidh0U4zmIvtIeZ7aT2IA2tPLoqklGaO1k0FpkrQFzAOI/9Mg1gFsA8QUUMkkxgOtO0EaA2eFbxqZEzw2aN7GStDG9r1VW4NrhrWKNgX8muhZOKt5pPFZ+Yqqp4X5GZZrUGnaG9Jo0AjSGt4UrBzohW405xzWkvcEOwZKiVohdCUVQLPJFsUum54RpDLXgrmKRQISgk1IyygqCcMUxrhioOK4Vrhg0DlQCVVEYYQkqGscaMl0hijDHRRHGiFe9qWlW0RqWQwLBClSnLUxwnuIhVEdcgMnnE85CDsCojEoQgT1GWkyJXRclgwUmhMMIA0CLDkJICkCyDBGIMqaTcEEYLJCBWXBBKCEQIoDJNcYE5ZgRiVGJUFkWe5mlGcph5ZRYVZZzROCMZYACTPCdFmcUpSrKGIpFlAmGFEEc5gSkHEaNlraAhUOG8FWXFcEtpi1DDiBGlYnEv6IzjmWAzyVqFl5XplZ4o3HPQaaRp0TJUEVDRRKK0JUTRghFX0KAjWQWDlkc4H9cwbWHQYp8Di4BwKguB7YaGIvd2Irk18Zr6R+zcqvgk/RMPLyxaoOEFO3fYOyP/KY/OKrqvwjvlHaV1XY1vZPCiis/EPXLrhiVPdHCn3AUfHDvngt0Td07cumbZSbpH7OyRv0CjBRzvhfu8yi7SueH2QUQHFN/h7IalJ5LOoXWtowvzl9idotEsGx5IuGJulzsmeO5IrBvuHah/kcmJuXfM35HBlttnHtyJ9FbFS+CvoXMnggMNziq9Ff4W29fIu5HJhbgvceteBTtk3fLkGgVHHCxLe0O8Zelty2DLghPxjyw44XCvxjvqHrl3jcMLi3fYPtJow9wuH+55tC6sDXIPyNqVj5b51S0Pb2C4Kq1ZNlrkYZeEk8iZp94qcbbAWUCvjkdz6PWZ90zsWUkwCoJB7D2KvUEYXoXOAIUWjAaJPyJxzAofJTYuAg4SGDs4cUDq0MTjWUnKmGQpTmPD804VtWS1EbwijRBzRFqBKkkrKSpBWgmnkhkMW8Y5KGvFl42ZS9lK2gjYMNAr3ld0qmhby66WM8lmRk0UX2q5aqplpZamNoYZTQyT22raN7JWaFlVveLLim96tZjQ+Yyv+2pV19OaT2rVMjHTetqxeSunlT7Mptu2mndsOTG9FK3h065eVu1h1nU1Xwqz1nWryapVfcW6Ws5bMzNm1sqmka1hvSBdW3YctYo2grSM9Uo0Ak0NbiWsJJ4KsRJ0IqgxtNG0FWImzVzBSpJ+0vSVmSg6mdJWk96IdVvPKr5oRa/4tqomgs+VmWumBW01m1V80ZlW41nFBM3aWsyMminaaVwL1CluOFUCVZRogmrFppWqCem01pjUlMy1aCSdMrxs9bZv5g1fzZptW23abt6aeadmRkwUayoyq2Tfik1dTRg2AjUUN4LXEFWUTLmaYljzTJOEorjlsILBxoAZzXDutCJc0JSUFsEuBT4vfVJ6vSkodDEaT1hYlf4KBUcWHrizpcGtwTcyveHJS3V0pta1CM86vNXBDfO3ZHxW1r2ybpR7bbwXZfxiVZyEuxfeicfXKrytspMMVsjecWdHB09leubJWnhHER6xtWfOloZn6i8z55oFO+mtgPuYRXc8vMj0sfHvVXjDnXthX7j/WIfbfHyNx9fCuZHuElgbOL7p4j10N3C0peGFp0ccHJm/xt6F+2fubZC/Q+48Hy3x6CLte+3diewkkhNJzjzc8sGRhlvo7vn4wN0dD9eFt8LhiXt9MVqCdAO8CXo4RaMlDnck2xJvVlhrOFrj0Z2KzsDZ0/FFxEcc3/D4CQhPqXcW4YV6F+Kv8sEksZax3abP0vCB9AezbDQvxqvUm0Nvz90DtJ/J/WE6GibOKPSvAv9RFo5Cf5gFozQYpsmwSAZl5Gb5CORDkroodct4iHO/yH2eRTCK0sQu80CSsqvLTgClskrjqRE1g61my4meGjTVfCZkL+hUs04CI9G0Mo1gRlLF8ZSrmUJa5Y3CHecTRmeKVgxVikwVqSUwkhiBBM0qiuaa9hIdGm1kXpui06SrionBXcN3rekqLFnZMj7veCsFA7ki8USDVpVTziulJMkaAbSEjONKIYFzSUCtuAFoIngjScVYW9eTWneKtgq2Ck2lrijlABhGK06mRs6NrDjoNO8EZTAzAjWSCYQqwbREgBaClQynXAGBoOFlK1DN5EI100o2BPWKK55KBAksDcOKYgERRVkv+EwqhlNNiYa4RoziQmLQcjLhXLOi0qSihJepIViVkMGcgISDrFaUokyTcqKwwqUhoOaFwWmniMFowcmUMa15X+lOkUXDOg5rQuaUVywxtFCk0LSsGOgEqlA6YVChRMNM5InCaS1yjUqeJ5omNYxJ7lcgMzxExK5ooYQtZYhTF6duzeKauJK4HY5ZHmoULVB4UN4e2yfsnEt3j50nOrzh7oF4FxIvgT1j9pl4L+L8pOIbHu+hfWeii462Ip4CfwGDHYsvJrzjwTV2j8i7EG9f+MvS5+nDKhvuoH0i9pkND3i0w86stPp8tCitKr86EPfI3R1xd9g90nCD/TNL9sS+FuGJhXfCvdPBrfSPxFvn3gx4O+MdtHOi/jVz1tTaMW/BvEPh7dD4LNwzc47CnqWjI0uuq/CWe2s+WvDxCjgHZh24c6OcE/UPODyx8MzDOxGfVbBn/grbW+6uytGUuVviLOFwj/w9dU88uNDozIIDDk443MHxDtv7MpqnzgY5K2jPy9EK2svcnsVWnTyapoM2HTXZwzUYH8qgRe4C+evcWeXRM4V7ldjj1B9lvpUHjhc+ir2rPBiXpVuk4yx4BFObIhdlPixckts08zksYB6msZeHTpKMi9TVBBkKJY4rBY0AiheaFYaihqOK5S0DGiU1zVpKlMhbXtYCCFZMJJlqVBk4VarlUNBY0VKhUuNyImFL4YSXrSlnupxL3ClUqdJIqBmCRWwYXNRmUtNFjycdmU/EyqBpDRsJFIOGg1rzipGa4k7TTqJe0l4LTQop0qYBlSkmknYS94YKmPWSdopUFZ4ZYjCsMWsFrTSWAnGUTzSaVqzluBFQc2oU5gRXnFQctgytpJhzJhFWBGhd1Io2EtaynAquRVHrpKZlJ4vOgJpjIwDnmYLQMJTkoUKoorlkhWSA0rwWuMe4p1TCvGIQo0zgvOdYwLSRUOGMFXmNqEyBgtDAjMCYlnHHygpmsiw6ChRNJc5qVlYCNoYYATWHFaeGgYaiXhHFkKZwRliH6YzxhiCKYEuZpoiUCKCsFagimYIFRxkCYQUhzz2U2rxIeOHh1OEgTOOh5kmFCgVDTWMMh6TwWempMsD5WGFXlYHA4U6Xj+v4xvhHGNypcIfds/RP2rrm/rWIT8J7KsInMj+QbE/DGxneSOsgwovOTsQ5E/+EnSOwXzLhS1Vwy8o5CI7E2/HojPynIroh42U2OsBgmTs6fHAS4Q3wd8i7aP8inbNw5mjwvEy2MDzT6AVWPjXgIkeLcnjk3qp0V7m7x+6RRUeQrAt3DUYHHK1huKSjLR9vM/fM/X1pXWP7Vkbrcvy4jXcw3JJ4h6IdC29r/ySdKXDPKDkjf14+OvDxmjxacGdSemvq7qA9z62dGO6wtc7sA7Muxt0U9r50tsDus4dL4q+Bf0beNHGXyLvGzrq4moDBjF4tqDXNhtPcmsKgiYd9djVDThdbq9Kep6MO+Uvo9YnbFP4Mus84g18o/HHgPUyCh8AfZYFTpB7JHJg4aejH4TiPRjizOLAo9NJkRIqwSB7lyVgUKUycNLRIEUqQCBC0tFwJ2hncKcJpoQVtGVMUTCTpNegNWmrSCyRL0Nek1qChZCphY3JSJh0DhseVzFpWTDTUJDGoqAlqNV7VfGXoTBGlYK3LjpUKZQIWjeAdKzsEOknbmgmWcZp3kjYUSJLQsuCw7BRoOTA0MSRpJW5RLkFeSz6XhINwUZGNYS0nM4UamQpeTnQ5E1mtsCCxoEBTImjRMjbRvOZASNhJ2hMoYVaxTNCokkWNYSdQKwsKko6jlmKFYcupJoUmoOPAQDAhmOGCs5hSn/NM8VyTFCURSBIB8kZQSXGDUQ2yGhUapApHHStYATGEkuQGZxQmvMgakoo80CyvcCrKmOeJBFGHSwlDVviMJCxLapA1DEw1m8i8VtFE44kkCiU1wQ1TDKQLojVGBEYdyhhMJCtqknEYUhAzkhEco9wVhaNQQNKA5EGSPUqykQBxhT2SjRscKWixIsDIK6FL8kAAv8ZRkTg49ysc0cLTZaKA1TPrSRe92GTX1H++jV8yyYWE9yp6UqWb3D+g8MKSG+VfC38PxrtyfE3CiwIXYt+pR3fG3TBrTe0ttu54dAuiAw420F4S60ziF0W0E/a1im9YcBH+Bjsn7F1osEzH9zzeAHfPgh2z58XoQJMDi88kfyryW5keeXCgwbX0l6m1igcnYj2R8VkOj9i5lvkNDXZgeCbBnvh3IjpQa0+dHXFP2D0W3r3K76Szp+6BhjsYnLB9kO4a+SfknqV/o/xrbm95MAfuDjhPtL8Xgw0aTorxNfWesmhRDJfY3SF7C8ddMuzBcInG82ywLK05HC/LoI4Ga2IfYXCmzgI683S0zr0ZdTbI25TjRXG1Qu4CjGZFsCr8eX41y6wqsZ6xh78QO4/88SgJR2H6KHbHQTTwgqsoGPnxyA/GkTeK7TELXBl6MHRQaiXhoEwCGAccZEkahL5dlUmlk0aVU80MzjSJa5qva9UqWAvQcdTJslL5XJYTgWdabJqyl6A3eFWjVY17CbqKzRqyqNhC8V6T1sC1wWsNlhWbt7xXeGpKU2UVj/sKNjVsNe0Ubki51nzC8ITCqUKzqphq1DLYiqLiWPJiaUgjkmmF55rUqmg5Vgy0mjasmFSol6RieW/gXJI5ZRNJO40MLSuWNjKfGaEEQDipGakJ6STCMKIkYyhuFWwlrGRe44TkkeK5JJCUKUc5wRnDuaJpRUNWRoLkimQGgwnFAmaoiBSKGQxrCkSecJQBEOWlC5DTsJKjCMFY4oTCmOZxBXMDUgUSkARlFoM0wWUCikBTIFDR8lTAhOIQo0BAX6KoIXlFU1xEXCStgC0qGhrqophz2Utcc9iSvCWwx0iTRLGcwlilqcyDInMYCmnmkSLRKCe5hwqbZAFHMSp9hsJKAAbiLLwqU6tVGYauQB7NHJi7aXSFA9eksSocDocGua2w0mhAwXgrnWvuXSPviU6fb7OnTX4n0xsdn0SwR85FejtsXXPvqfZf1MmZxDvsH0RyYNEN856a6F74R+JusX0C1pn719o+0KuLcu95vMu8OXQ2bHCm4wP3r3n4mLt7Ys0Ka0m9E4/2xD0ye4uHZxZdTHI98Q7KP7Jggdwuv7ohyTWK+uRqDodbZM/LR1scHEiwZuNdad0T7wi9WxGcuHWW8RoET6t8B61FZm2wdZHOXsRL5G+gf8j9DXIX2D5Rbw+ideptkbfG9iYfz9C4L4e3ItvT8YbbRxGcpb/D/hKMt8RdIWfH3XVpLUt7h0e7fLREjkkfbbDbpU6bOVs0mkeP2vDRHNobGM3iqxN1ezCcp4MpGO5FuCdhFY3mxfgZx3roWA8C99nYfZgEVugNbOdZL3iYxaMyHhbBo8gfFJELw0HujUNrkLsPE29EkrjIXAiszB8F7qNG5I2IW55UxFPc0ypudN6yYkJjgYOKlp1CFU17BmuW1KjYKrHp5LxCrckmppjV+bzG05q2LG1oWgnUMzBhxbqmM1YYki1VuZCgFulM48aAvqGHvmpEORFo1dL1hLYqX/V0b/CmQqtK7xt9nvJdxxpd9BrNOZ5J2quS47hp8O1cbSZi1ZCqyrsW9DVqVLmQ/GbRzCRdNHIz4QtNOg40KXoB11PSGdVI3BjYaDSRdF6pxuC5wZpljESVIJVCS0PXrZlWoNdgWdG1xgtFNEENxjWDipY0TzlMYRlwWChaFHkgQNpypDgQLDOmZCgTFDQ1qmWpWKZx1Ii8ZUVHUcOAwFnDSM2BxKmmeSVTDtNKQIwSgfMpIEaAhgEMA62KiqOWwKkhCkUNLRoOegYETA0qJhoLkipWclxqWhAQclgyEMvSFzAQKOLQlzAXKFUoZGWCoI9zG4RDVQaotBVwaWoLHJSpJVHIci/NhhVMDPA5smvmGxKxIlzS9Immtya5Ef6dSh7LYp+7JxHeSf8i3TsV3FfuYxk+1cHzdXKp/GvpPxb+rfIO2JtnV3saXovwqfJuZHCvokk+7PFoA8dPqvCx8M7UvSbeBtlr6G7AaEv8I0vOJLzoaC+ideHesPSWRAccPtbxkVkHES9heOThXozn+OFFZBca3tPh8zw54WheejsanqDX58O98p7W6QpYR2SdubWtvBV0NqV1I4I1tXrwcEntk45PzLql6ZmGOzbcEqvPHk7Awzm4moFnl2C0Ed62HB0zb469JXJ3JF5Te81GGxyukHumzppaR+qvmTXJh5v8appfrZE1B9YGDuv00ZYWexYv8GiSDxaZfcydaTrekmgN/RlIOuz1xXiaj+bImhTuM4H7ILIfhM44dka284uRbUXOwB8+CMKB6z0bOg+TwGJpnAfjwB84/oM4eATiQZJclYmbR9bY+g/AH0uYCphWOG1l1LFgQqDmCYV2VXi8SDSNKhToIpQkbkU5U3AqUKeSCY1mCrYSrgxYiHxT801Le5ZNKJxW+bLO5hVsZbkwbGXIvuILXjY0WbTZ0pS9yFZ1sVDFTBYTVSoTNDrrIdg2tFbRqmIbg3qZryo8Y2AmoIFRz7NGx6ueThu0MPmsilgZ9DDbGTblsCbZosJGpJspX2jQsmgishqVp4YrFs1a0qti2rBJB1sJW4lmBqxqONVlq+BCkrUh85Y3CHcItyDTLG5paXBZV6mkQU1KLgBBvmQ5ZwDHLsgDUMR5HHaSI+iXhd9X2JB0rnHL0UQULQMNJQvJWgEEiiTNGslqwRRLK1lomgkW9yaet6kCvirimUEsjxsBpg3uTdnRooF5hbOGJBynFcunBNW00ChVWcGgT1KL5h6FAStSRRKYu1IkDYlUZKPcFnk6URTGLs0sWXgKOBwGKvNyd1iGTqNDDUOReDh5QPMrktlF9JCUY1TakkS9ymcsvpbRjQgeq+xOOY91/ERGFxUeWXRXFXdVcquiF1T5vA7vVHwS6Zl5tyJ8QZX/sYH3xDlj65b4BxQcabiB7hk5Bzo6IGtLrTWyLtK9NtZjFV14+LhKLjScoQcLMj5hb4XtPQ+WyF6TwYmFMzC848EWe0cWvNjF1zw6yXhF/KdV9kJbbNCwg49OzN/Aq2kxuhb5hSY3xD8g/1z5Z+7soHNjwosKF9g6kvEdd88s2mPvtom31NuxYI2jDRpv6dW19K5FtmfhWYUH4W2Zd5DJkQbXLDrSeFcOTuzRKr9aA/+xiLe5U+dXa2L3pWOyhyvkTktHRsNZ4ayJXadXbTDeIW8JBzp+tkPeJrUO2Jvm7ir3dtBbwbAv/SUYL6C1TIJnitAJvIFnPes6D2330aPRc+PxL4TOozy8SpyHWTgA6bCIxmV8FSUPkmycR1cgHYbJc577wLGfHV89SN1RReKG+pUI2iqbcFjhtGdhKzMCg6nJ5jqtpUNl1Khi0ZStKiqaUhhUKplKMK/xXBeU2k2d9AJONOhZOedFr5KW5ltFFjqrSVrzZFnhqcDTCmsQ15RMJOgk7DXoeDLv0qaJFl3WqbgV6UTkksSGJzOWtixfN6gy8UqD/QLPW7DVZKXxqsItT7cTOmM5Qy6HrmJBLYuVKTpZdCZdq5KJsNNkpsiuIRUMjUyMyie6XKhi18SHNllI2NJyVqUViEkSSBavJ7wTWaNgQ8qZyXoT1yzXJGxYqHFcm9SwnBXBxABDE0pshJwiHCvoSxgamkwkqmhJsduoeCpRQ+K2DBYirWmkC0/DiOaBQREGAUdJJ1JG/YkJZjJrUS7zpBFFb1Cv0rkuDChkmVcs1SxXqOxI0cFE0kSBtC1iBQOOQoJtkFsVDRR2JPEVjiX0GPQMzluS8HJkaNJTYDJfFJ5BLi0dUvqs8EgxFrmlS7djvsxsko8VDjmxJRu1RWAS77aOb01wr4pbnh5odKudF+p4ha1LFT2V8Y3wf6nOfsUk75mm9ya4kfFT7T+t0yc6eV6Mf6VK7qroIEYvqPgi/SfCf6EubrR3q+I99nck2FJ3C8fL8rkDcy/av22CXzLZNQuupXcS3pHa9yJ4UicLHCyldyOzg0xvpHdAwa1Jd3R8oOGR2Btsb8lwz4e3Kpjih2v8c8+dPXYe8+iOZWsU7Vi4J94OWU9EtEXeDNk7mtzrdINHa2Kfqb/H3po6GxZssDcB7pK4M+Is8vESjZbYOjDnQJw5HG/EYIvtGXW73O4Kd5WFO5hOy6jOxjvqT+FoWo4W6aN58WAFRlUwnKUD4161pTtFo64czQuvhaM2G/d5sCjtvhjNsGvScRNbz/jOlTu6cq1BGIwif+z4D8bOL+LISYNx4lk49nLPCvwHSfiLafCoSOw4HILQKz0vc0e5Pyp8i4eewIGgrsTuVKWLKjMi7qtkKlKVJy3Lpjrf9nDf8WkFFgbWMGkRqilsWN7xfCZgp9CiStcmn5nM8IDRqOFJRQJJgwmPGRi1Oq7KRIOkI2lVpguDWhG2Jul02Zi0FVlTpYIFQkWzKt8b2LK4UVnFYsnjVpcTnDck3Pak4xmF3qqCvYwrFU9wWfOi5Xkr4mVbahFpkvcy5sQ3LFsz0om8M2QhUIMiDEMF80VFaoYZSSX2Vy2dyFKCSIG0ArHhybQCWjoTnXSinIh8NQGLGs15iZGnaFKJRNBwouKaRzXKWlTW2DckbWrad7BhyVSltQw6nTU8XTXlrAKNARQHM1lOeS6h16qkl8lUpgYmMg9Z5mmQ7To6q1MFgppljcgNjFpStoxMdVnzTJTpROWV8DSNNQhb6M80MiRuWIJz1+CUFWNQjiqVGBQZFtc8akCoy4iDuEOFJj5jI1xYNHdw7nQ4qJDPwFghO0geGhL0JKPQ1ditqG/geCGKCckmxNsx/0ice5Vdq+ixio/I34LRvY5uZfqUB1t6NSHWRRVPRLyE/o1MtzJcCudFnZ7Z8CL8PXMu2r1V4YUGe+gcoXdvyhd1fsOjUxXccO+GOzvlbEH0ROQXEd/rfMP9E/OulXMk7g0LTzBcQ+ekg1sZnlh4TYML9zbF+F47FxkdsH8W3rm09yg+MnYrw2tVrIG/ReGWpNNsfCLxY5meWHQU9jWNLii5VPGBRqtcPD64AAALnElEQVQymEK3R+6ZJ3voz0p7j90L97bcn2FrjQZt8nBPw6P019hekfGWugfqrjJng8IFdJZgvCL2JB/siL8nUV+Mrpm/xYMVGE5Lu4pH02KwBl6XOjodrQqvih92wFoif0ezvnTn2JsUI5OOp5nXR+Mqf/CMZT2wRleed2V7DzJvFPoDx3sQBd7YvsrCYeReJf6V4z0Yj5+L7JHnXSXeIA6HgX1FMwfnbhnaZWw3KKxRykioWWJoUqFU0YSzsJZRrxMCo5aBhkAJk07AWVXUIu2rtDN5z9I5KaYaz1Qx17Bmca3DiqczjacVmPO8pvlExr1Oax42IhY8aavcsLySUWWKipdTBTqSGppA5PLSXxrSm3LfgqUoKhrPJFrIZM6SmYRzVfYia3ky14BBW/NkxoqG5hNFpzVe1eWExVNZNiLlzCNk3Fdg1ZYU+ryMppo2MuckMiYXRayF3+AMlSFnsaEpL+K5gIaHmuQS+5M6lsLl1DPCn1EwoaBVRSVTrdyKBD2HvYxbGmruKRp2oqhESlHUslLTaMLjKQtqlMwZbmjW8bAikUSpgbnGkUBJb5IOZQqGjYgN8SsYLjXS1J3LZNGkkzqrQahzr6KpIREDnkySiiSGRlOVS+mXpdOxTMNE4lSAkhauZHYtwloktSxqlnY0P8qioz7LrKkoKXQ1cznxKHQYGofhsxz6GrskH6B0pDOvAlGFfJmPBRzPSDKlUcvCOYqvdfxYJ2vu38jkqfRPLDhJ54UqP7P0qMYXEd3zZE/dLQvW1D2wcCeLnQif8uiIrDn3N8q6MP+GxzcsPGH/WLpn5l2bdAPtDXWe1NFtHdzraIPtHRzfYnfD/TOxLzo8ynBP/X0TboT9GLu30j8Z/06nT3V4S6MViFaFcxDuvvb2zDsj5yCirbDvdbDT0bXON4XTJ+EKuRcyWoJwhaI9ci8iPIvxE1Pcs+TE7D3xNtg+sWCN/B2OTiDalIMVdU80XEBnGo+mmb0VcZcNdtg6qmBa2FX8aFm6exjtcbAk3ob6ZxasilGP3JNMFrnVJvY095rcNumoS4dd5i6h3UaPeDqo/EcqHohgYJLBKnda39bJYAmsPn40C4fPOMOr0Bok3tV4/KxvP/SsX4jGD313GPiDyH8Qus/F/vjK/d9C71EUX0XBKI+tOBnErhWHA+iPQ2/oBQOTh5K4hoW18BkcaepOaGBISHAw4YVGbi2dTmUch5rCmeI1DGoWGB71Ku5kMlVJJ8tagIlIW573tGxVqlXYqWwty4XCU1y0IFuqYkqyTYV3Eyp5JKgzVVGrSi0jXoa9hF2dGBEaFWmZTHi6bfBaw4VKpjrtmnxeZYqFhsS9STC0K15UNJtqMFHZ3CQKhZVMdxXqYTjTSMPY0HjZljgfdzqtZNbKUvNM07DlXiPDvkk7Es1J1rBY8oSRCCfe1JSrFrQqnZjUsMggryliA4vG5K1Mtj2Z4KRjYG5QJ7IpTRWOGPUE8jqWzzXuTDQzZS1TRZ0KehVONE2nKjc4kplXkVDgUOFQgURBt5ehkQEjPscpLXyFs5YkDU8F8gkKtck0jXoFahNVOJyQtJe5QDFFrgS2yAIOIsmSGmeGxhi5CNqdyjh0BXYnPOlY2pK4Jp5EviwDQyKN/IZGCsUAjEh5teShLl1OXJwOUTGS2JPY4ciraKBLtyqTlUh3PDrwZEXsDRjdyfDW+AfqbpizEcOVGF149ESXF54+UeFZ5kccHZR7Z9Kfz7NuuPNYhWfm3FXuRSePZfiYJgfmnuXogL2j8A/GuwjvWngXPr6tnSP3j9h6qqMbnuxR+EsG7Yi/5e5Jjk80WvLwpONr5t/ywKSDI0tvabQt/BUNzjJe4eGaBwvg7Kl70lZbDLYyuuhkg8MVcxbUWkHrgtMNCPc0uNHxE5MdSHBh4Rp6k3x8wG6Xj/ZgeObOnvgHEnTJeEfDU2l18WBeustytJDWBF5NwKDNvCUONyieFf6SWhNoL6g/R/aC2JPsYZs83IJgUTp1OpiW0awYz5NBGz3X5I+qdFSl1rpwTTCokkFfjnT0QLrPPmMNfsFzBoFzFQ2e80dX7vgqcB8UzpVvD1332SgahMGDPH5Yhh6Ibdt7LvWdwHMTZxhFgyS1kngUhyOOwkkdt1XQsFBjj3GX41iUviqjuYQ9z7sqXqioY1HHYo2dBocVTyuaTwVuZN5rOKPBFEUTWsgikyTRIjI0N6SYs7Kh4USBjsKWxRuFthr1Jmt5uNSk4fGyKZZVvqjK3QQt22LRFIsmVyKt65Qz1+BwWUGD4s6E6x53JF+rcmnKrow66TcirmDUicTAmMLQyKiviEJuzxMpPADGGoSaRJWKlzXWLKck4IW3VHmr0lYmuxrWPFbYNyxrTEyJjZFviKfLoMZhK5NOpzVNOpY2LNO80DxuadKolMNhXUYG+RyNegEaHa8m5bwBDYl6lU016HlumCtxjHJLI6fGqWERyPyGJXMTGhLOTd4ov+FZy7NapgY6Cx7SzOl43osUptZEJBKMGQwmsuhlNhGx4WlFkk5FPc9q5DUsMcTTMMFJDLHNgdPjRKOQIYdB3+RpA8OaBB33ObKzZBSHj8rErkCC84FA1kQkMLMlciscoWIgfg47C1Rh1TiYi3yOnL107qv4joePVboS1jULn8rkosIzdg7Gf2y8a+mfdfTERPcy2Ylgx/0zc89idDHOjbR3crzE9sVEOzQ+UH9P4mvpvVSH98q5YeFjGT+tw1sZHHl8J+It9nbYP6v4mg0OwL3j8Zbae+zsgbOV6QbaW+zuuLNBw2U2WIPhEo42Ijgrf8vsPYln5fiGB3cieCziI3UaeLXAwZHGe+5veHRh6TX3N3S8Kdxb4R/keEMGF+Ssc2eJxhtqdcBaCG9VjLfYP9B0T9wddzfUWUFrAe0DitbQWxFrkg0WRTotvRkcL4vxknob5E9ye89Gy3I446M5eDQpnRkcz9LBxH+4LNxVHkzKq0XhLkpvU46bcjjBgyYdmnAssysa/odnLPuBZw/Gwwej8QPfGQTWA8++ij07sq9Ce+BaD2P3YeA/a48fBa4V+IPEs0PPLtxh6g+SbJiFI9+/0sSdq0iV9lylm5a0MuXUrVWxpHDC0o7jRqYVsSpUCJRoHlQybFnWiXRCk5rmE5HteNqQWP/8LEskE1b0HNYsrmk0M8Vcp4YEWmTLGs6q0Ihw29JVlTQ6nmu00mBqyqkGDfEa4q81mFa446iRRU1KgyMJ3UWFpirpZbqti6mMdOFOcLRhsMWBIX4j401bTGQy1ahWcau8XmYVT2qUzSpIaaBpKrEvoctRuBRlT7KWpQ1KOIoNCyoUTFWCgUuxMxEJKdxaJArHE5J3JNMw0CLUIpIobljKoN2KoONhxcN5FS0lNLiYirTCLga2BP6Eli2GDU4VDjTwDPZ7kU5FwmBQkWRqSkMShRLBYwJCzaKJTOcqWgifFR4tPFNGBLi88Di0aeGy3JfUxbnLiduI0ORxBUKNQpBZKg1bnHPkKGQbFFHkCxiLIiLYI7knSxcjVwCHZs/B9BHKRii8anBCS7ssLVLYBIwpHGsU1sgX0KpYLvIAFWMBbYOsZeW92Hk33D/T9AVTXNNoT717nR1xvAPegTs3wjsJ9yS9HfWeVvmtcq+VuxbjPR8/FuFFZgtqP6+ie+0e8fCA7Sm5WhL/yJOLDO6b8MLGJ+aetHUQoz3zN2J0q4Mjjl+Q4UWOjtq5r8K7xjlW7p7Eh3J8S+M7EWyoexLhhQ5OYvS0ip/nwYW4R+xtwGiL3Vvj3EprQ9xpMtpAdwa8PY63KNxQ50ica+ZvuTcnzgZebfDwtvJOzNokgwWxDii+4cUc+XPoTNJHPXy4QI8maLyiv7hKrzalt8n8We52wNqW3pbYe+rtSmsNrCPKtsjfFONZbC/ouC+HTWbPoTNDlggfTTOvA9YEjLaJW/nDWTpsc7vNR30+NOmgyawuHf1/MoFth9Q5PakAAAAASUVORK5CYII=" 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<a href="http://tonsoffunpreschoolactivities.blogspot.com/2011/12/ornament-matching.html">Ornament Matching</a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiP5MDsJsJyhUcGN-qVCzKH48HYW8UNQQQG_EnKP0zQndBluZ2Uc2Ha_db6T4LLOYT1jEJIXfq5x4AXm2P5Z1EB5-LqzCLzMwVpiC0pnDgJsKdY-AkVmEJL6JMLBF6CDq_AXj3aL2AtC2U/s1600/IMG_7558.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="239" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiP5MDsJsJyhUcGN-qVCzKH48HYW8UNQQQG_EnKP0zQndBluZ2Uc2Ha_db6T4LLOYT1jEJIXfq5x4AXm2P5Z1EB5-LqzCLzMwVpiC0pnDgJsKdY-AkVmEJL6JMLBF6CDq_AXj3aL2AtC2U/s320/IMG_7558.png" width="320" /></a></div>
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I know not every 3 year old would be able to do this activity, but C
loved it. She is always drawing and asks me how to draw certain things.
So I decided to make a little following directions activity out of it.
We worked one step at a time drawing each picture. She had to try and
draw the same shape and use the same color. I was very impressed by what she did (my favorite is the Nativity Scene) If you can't tell, my pictures are on the yellow paper - I am not much of an artist ;)</div>
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<a href="http://homeschoolcreations.blogspot.com/search/label/Preschool%20Corner" target="_blank"><img src="http://i2.photobucket.com/albums/y37/jolantheerb/PreschoolCornersidebarbutton210.jpg" title="Preschool Corner" /></a><a href="http://www.1plus1plus1equals1.com/TotSchool.html" target="_blank"><img alt="Tot School" border="0" src="http://i688.photobucket.com/albums/vv250/carisafrank/Blog%20Buttons/totschool150.jpg" /></a><a href="http://homeschoolcreations.blogspot.com/search/label/Preschool%20Corner" target="_blank"></a></div>Unknownnoreply@blogger.com7tag:blogger.com,1999:blog-6450670383224327848.post-66658725075240170112011-12-03T11:30:00.001-06:002011-12-16T14:56:04.423-06:00Ornament Matching<div class="separator" style="clear: both; text-align: center;">
I made a 2 sided Matching Ornaments game.</div>
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On one side, circles cut out using different patterns of scrapbook paper <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhY_jHxV3KIwnmitby_toHcA3r7BTkFEUgt9gYU7HxCeUUUpFRpB3sAT7jEtMAefYk78DOGVp3TjUrXJOcx_kCCAoOf5q37NaNhAvySN4clAlpMXyXE1Nod1HdKn-52E1r0GqEU9wnn7o8/s1600/IMG_7513.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="239" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhY_jHxV3KIwnmitby_toHcA3r7BTkFEUgt9gYU7HxCeUUUpFRpB3sAT7jEtMAefYk78DOGVp3TjUrXJOcx_kCCAoOf5q37NaNhAvySN4clAlpMXyXE1Nod1HdKn-52E1r0GqEU9wnn7o8/s320/IMG_7513.png" width="320" /></a></div>
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On the other side I made different shapes.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglW4ajw8WYWKmPBX1KWOTko1qpHxsbQl2ZdEiIy2_XBLdpLgqpoT_R_KomBmy9Nea4kqcu4Vn7aIy1oSQqMyHpG5imgOaEPoguI0Yj_ay8sNMnwHmAw9hBuY-zF0f88OB5jt4ZqZp68a0/s1600/IMG_7514.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="239" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglW4ajw8WYWKmPBX1KWOTko1qpHxsbQl2ZdEiIy2_XBLdpLgqpoT_R_KomBmy9Nea4kqcu4Vn7aIy1oSQqMyHpG5imgOaEPoguI0Yj_ay8sNMnwHmAw9hBuY-zF0f88OB5jt4ZqZp68a0/s320/IMG_7514.png" width="320" /></a></div>
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C is is really into playing dice games (if you couldn't tell by the recent posts)</div>
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I made these 2 felt board games for her to play. You could also play the game with construction paper pieces or by drawing the different parts.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWWmqJy4GRVCJU6e7o0wnO7VLjp0llBf61kJtI6TQeHuze0UjT0XtrX2odJQNRfB4DHyXAe0LcxayKzn5eir5zO4pM1mdFQhZv7DpcHmO9tuR5-aGFFg3TD9LfTmji4VTmLLAvDEGTLGo/s1600/IMG_7467.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWWmqJy4GRVCJU6e7o0wnO7VLjp0llBf61kJtI6TQeHuze0UjT0XtrX2odJQNRfB4DHyXAe0LcxayKzn5eir5zO4pM1mdFQhZv7DpcHmO9tuR5-aGFFg3TD9LfTmji4VTmLLAvDEGTLGo/s200/IMG_7467.png" width="149" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhF5wnueuqywNX7i6t07aV-Mpdn7tS2Ug_wRSL-18k_ylY3Z0T3Va09uvyxK-zVolhfiZctu5bZXSg3u8wieP83DvRrKWz6y4c8KAcWZqebX5jSV6z-UYEXboMSpTgi3edDm7u7gX_TVd8/s1600/IMG_7469.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhF5wnueuqywNX7i6t07aV-Mpdn7tS2Ug_wRSL-18k_ylY3Z0T3Va09uvyxK-zVolhfiZctu5bZXSg3u8wieP83DvRrKWz6y4c8KAcWZqebX5jSV6z-UYEXboMSpTgi3edDm7u7gX_TVd8/s200/IMG_7469.png" width="149" /> </a></div>
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We play pretty much like the Cooties game, you have to roll a 1 before you can add the other pieces. </div>
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<img border="0" height="208" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjaRHXC6Yh5e4TtRnBpLsfURpVpcNP8jMb1W8F89zzxmAG005fghCKrF8V2514UI77om3W6V9Voh_Otfqe_8F3BKh5aPIX8dbYakXfG1muS62f2YEkfGEC89yDtc_0eNk1UrL4AMgx1nxY/s320/snowman+and+tree.png" width="320" /><br /><a href="http://www.4shared.com/document/lAnBe4OY/roll_a_snowman_and_tree.html">free printable</a></div>
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<br /></div>Unknownnoreply@blogger.com11tag:blogger.com,1999:blog-6450670383224327848.post-11239246319933006702011-11-17T21:57:00.002-06:002011-11-21T16:06:38.836-06:00Advent Chain<div style="font-family: Georgia,"Times New Roman",serif;">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg15EZ6qCZRXJTm4hBkeQiJGzRpCdtqqsyYa6zokSlEwnQhQ865EITn3bLYc1P_J1dAruqwquTpAcEg7C2RHJDLpHITTmPK9zhfIu8y4BbcvxWLLTLAxQR2Af6nQQI44NLX3Ss3Iorr3VQ/s1600/IMG_7417.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="214" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg15EZ6qCZRXJTm4hBkeQiJGzRpCdtqqsyYa6zokSlEwnQhQ865EITn3bLYc1P_J1dAruqwquTpAcEg7C2RHJDLpHITTmPK9zhfIu8y4BbcvxWLLTLAxQR2Af6nQQI44NLX3Ss3Iorr3VQ/s320/IMG_7417.png" width="320" /></a></div>
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<span style="font-size: small;">Last year we made an <a href="http://tonsoffunpreschoolactivities.blogspot.com/2010/11/advent-chain.html">Advent Chain </a>and C liked it so much, we are doing it again this year. Here are the activities that have been written on each link of the chain.</span></div>
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<li><span style="font-size: small;"><a href="http://makinglearningfun.com/themepages/SnowmanCollectingSnowballsFun.htm">Collecting Snowballs Game</a> (Math) </span></li>
<li><span style="font-size: small;"><a href="http://emptybobbinsewing.com/2010/12/12/o-christmas-tree-o-felt-christmas-tree/">Felt Christmas Tree</a> (Craft) </span></li>
<li><span style="font-size: small;"><a href="https://docs.google.com/viewer?a=v&pid=explorer&chrome=true&srcid=0ByMy2_AV3VDWODAzYWNiYjAtNjk1YS00YmVlLTk1OTItNzAzNzgzZjQ5OWQx&hl=en_US">Same and Different Game</a> (Same/Different)</span></li>
<li><a href="http://makinglearningfun.com/themepages/SantaMerryChristmasColorCutGlue.htm"><span style="font-size: small;">Merry Christmas Color, Cut and Glue</span></a><span style="font-size: small;"><a href="http://www.makinglearningfun.com/themepages/SantaMerryChristmasColorCutGlue.htm"> </a>(Literacy)</span></li>
<li><span style="font-size: small;"><a href="http://www.notimeforflashcards.com/2008/12/environmentally-friendly-christmas-lights.html">Sponge Paint Christmas Lights </a>(Craft)</span></li>
<li><span style="font-size: small;"><a href="http://mrsmorrowskindergarteners.blogspot.com/2010/12/our-busy-week.html">Decorate Christmas Tree</a> (1st idea in link) (Colors/Math)</span></li>
<li><span style="font-size: small;"><a href="http://www.confessionsofahomeschooler.com/blog/2010/12/preschool-christmas-activities.html">Christmas Do-a-Dot </a>(Art)</span></li>
<li><span style="font-size: small;"><a href="http://kidsmatter1.blogspot.com/2010/12/decorating-tree-math-skills.html">Decorate a Tree with Pom Poms Math Game</a> (Math) </span></li>
<li><span style="font-size: small;"><a href="http://printable.tipjunkie.com/christmas-alphabet-book/">Christmas Alphabet Book</a> (Literacy)</span></li>
<li><span style="font-size: small;"><a href="http://www.dltk-cards.com/bingo/bingo1.asp">Christmas Bingo </a>(Game)</span></li>
<li><span style="font-size: small;"><a href="http://www.bystephanielynn.com/2010/11/salt-dough-hand-print-ornament-by.html">Salt Dough Ornament</a> (Craft)</span></li>
<li><span style="font-size: small;"><a href="http://www.4shared.com/document/xD9PclNI/Roll_and_Color.html">Roll and Color Christmas Tree </a>(Math/Colors) </span></li>
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<li><span style="font-size: small;"><a href="http://www.1plus1plus1equals1.com/Christmas_Color_the_Shapes.pdf">Color the Snowman</a> (Colors/Shapes)</span></li>
<li><span style="font-size: small;"><a href="http://adayofwonders.blogspot.com/2009/12/advent-book-activity-snowmen-at-night.html">Snowman Ornament</a> (Craft)</span></li>
<li><span style="font-size: small;"><a href="http://www.oopseydaisyblog.com/2010/12/book-advent-day-20-christmas-action.html">Christmas Action Game</a> (Large Motor) </span></li>
<li><span style="font-size: small;"><a href="http://tonsoffunpreschoolactivities.blogspot.com/2010/12/tot-school.html">Reindeer</a> (Craft) </span></li>
<li><span style="font-size: small;"><a href="http://www.schoolsparks.com/assets/worksheets/pdf/math-number-awareness/identifying-ordinal-numbers-first-to-tenth-301.pdf">Color Christmas Lights</a> (Math)</span></li>
<li><span style="font-size: small;"><a href="http://www.notimeforflashcards.com/category/snowman-blocks">Snowman Blocks</a> (Craft/Building)</span></li>
<li><span style="font-size: small;"><a href="http://magicalchildhood.wordpress.com/2010/02/02/giant-ice-suncatchers/">Giant Ice Sun Catcher</a> (Craft) </span></li>
<li><span style="font-size: small;"><a href="http://kidsmatter1.blogspot.com/2010/12/roll-tree-math-game.html">Roll a Tree Game</a> (Math)</span></li>
<li><span style="font-size: small;"><a href="http://tonsoffunpreschoolactivities.blogspot.com/2010/12/tot-school.html">Hand print Santa</a> (Craft) </span></li>
<li><span style="font-size: small;">Christmas Stocking Lacing (Small Motor) </span></li>
<li><span style="font-size: small;"><u>C<a href="http://www.makinglearningfun.com/themepages/ChristmasTreeColorWordPomPoms.htm">hristmas Tree Color Word Activity</a></u></span><span style="font-size: small;"> (Colors)</span>
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<li><span style="font-size: small;"><a href="http://craftychicmommy.blogspot.com/2009/12/tips-for-tots-tuesday-santa-baby-jar.html">Santa Candle Holders</a> (Craft)</span></li>
<li><span style="font-size: small;"><a href="http://www.activity-mom.com/2010/01/measuring-worms.html">Measuring -- Christmas Style</a> (Math, haven't figured out what we will measure yet, maybe some sparkly pipe cleaners) </span></li>
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<span style="font-size: small;">Thanks to <a href="http://www.activity-mom.com/2011/11/2011-activity-advent-countdown.html">The Activity Mom</a> for providing many of these ideas on her own list.<br />And to <a href="http://pinterest.com/">Pinterest</a></span><span style="font-size: small;"><a href="http://pinterest.com/tonsoffun/christmas/"><br />Christmas</a> <a href="http://pinterest.com/tonsoffun/winter/"><br />Winter</a></span><br />
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<span style="font-size: large;"><b><a href="http://tonsoffunpreschoolactivities.blogspot.com/p/link-up-parties.html">Link Up Parties </a></b></span></div>
</div>Unknownnoreply@blogger.com6tag:blogger.com,1999:blog-6450670383224327848.post-40516627045515820542011-11-11T20:27:00.002-06:002011-11-19T08:29:34.932-06:00Roll & Color Turkey<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMbRjI94aDNtAwzyp-PKh3w3lXFF4_hyphenhyphenhc3fGeHNKx3RPgFtBWnynFVFsT_Ug1vWW8jhKndCATKDYp9ir5PK6A4TMJfHNduBVTkiPwB4iWE6CPwEhyU6E5RXSFvj0j6WtBfSAiu9zac48/s1600/IMG_7391.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguZam0oah-qioxuMbuqESePzXX81tDn1v4hQJu86pMR3dqenCPVVzIQAqLy6PflEJTKxGGPcFubD8NDbb9LX0gzrgFpiQM4hi1yqPU8XluL5X1eY3kI1NNOS7WjBO14SP-AoqK-QKn3U4/s1600/turkey.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguZam0oah-qioxuMbuqESePzXX81tDn1v4hQJu86pMR3dqenCPVVzIQAqLy6PflEJTKxGGPcFubD8NDbb9LX0gzrgFpiQM4hi1yqPU8XluL5X1eY3kI1NNOS7WjBO14SP-AoqK-QKn3U4/s1600/turkey.jpg" /></a></div>
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What you need:</div>
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<li>A printout of <a href="http://www.4shared.com/document/NIOLbYQs/Roll_and_Color_Turkey_2.html">this turkey</a><span style="font-size: x-small;"> </span></li>
<li>Color Die</li>
<li>Number Die</li>
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Roll the dice and color the number you roll using the color you roll. Continue until the picture is colored.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMbRjI94aDNtAwzyp-PKh3w3lXFF4_hyphenhyphenhc3fGeHNKx3RPgFtBWnynFVFsT_Ug1vWW8jhKndCATKDYp9ir5PK6A4TMJfHNduBVTkiPwB4iWE6CPwEhyU6E5RXSFvj0j6WtBfSAiu9zac48/s1600/IMG_7391.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMbRjI94aDNtAwzyp-PKh3w3lXFF4_hyphenhyphenhc3fGeHNKx3RPgFtBWnynFVFsT_Ug1vWW8jhKndCATKDYp9ir5PK6A4TMJfHNduBVTkiPwB4iWE6CPwEhyU6E5RXSFvj0j6WtBfSAiu9zac48/s320/IMG_7391.png" width="320" /> </a><br />
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<a href="http://tonsoffunpreschoolactivities.blogspot.com/p/link-up-parties.html">Linky Parties <br /></a><br />
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<a href="http://www.jdaniel4smom.com/2011/11/thanksgiving-traditions-link-up.html" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="200" src="http://3.bp.blogspot.com/-GLizMHCD_JA/Trr-PuZw6eI/AAAAAAAADYw/i8jY4SpwFAs/s200/jd4smom_Thanksgivingtraditions.jpg" width="171" /></a></div>
<a href="http://tonsoffunpreschoolactivities.blogspot.com/p/link-up-parties.html"><br /></a></div>Unknownnoreply@blogger.com6tag:blogger.com,1999:blog-6450670383224327848.post-21487768721558539112011-11-10T15:23:00.005-06:002011-11-12T14:47:31.926-06:00November Plans<div style="text-align: center;">
I apologize that the November plans are so late!!</div>
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<b>Week 2</b></div>
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<span style="font-size: xx-small;">(November 7-11)</span></div>
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Monday - <a href="http://tonsoffunpreschoolactivities.blogspot.com/2010/11/what-we-have-been-doing.html">Counting feathers</a></div>
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Tuesday - <a href="http://www.houseofbabypiranha.com/2011/02/we-play-potato-masher-art.html">Potato Masher Prints</a></div>
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Wednesday - <a href="http://www.1plus1plus1equals1.com/PreschoolPacksThanksgiving.html">Tracing Activity</a> (page 9 of download)</div>
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Thursday - <a href="http://tonsoffunpreschoolactivities.blogspot.com/2010/11/what-we-have-been-doing.html">Button Turkey</a><br />
Friday - <a href="http://learningandteachingwithpreschoolers.blogspot.com/2009/11/turkey-color-bingo.html">Turkey Color Bingo</a></div>
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<b>Week 3</b><br />
<span style="font-size: xx-small;">(November 14-18)</span></div>
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Monday - <a href="http://pinterest.com/pin/143059725632785983/">Feather Addition</a></div>
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Tuesday - <a href="http://pinterest.com/pin/143059725632775670/">I Made a Little Turkey </a>handprint</div>
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Wednesday - <a href="http://www.pre-kpages.com/thanksgiving/"><b style="font-weight: normal;">Turkey Feather Matching Letters</b></a></div>
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Thursday - <a href="http://familyfun.go.com/crafts/birds-of-a-feather-810869/">Stain Glass Turkey</a><br />
Friday - <a href="http://www.2teachingmommies.com/2011/11/turkey-color-books.html">Turkey Feather Color Books</a></div>
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<b>Week 4</b><br />
<span style="font-size: xx-small;">(November 21-25)</span></div>
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Monday - <a href="http://alemonsqueezyhome.blogspot.com/2010/11/homemade-butter-and-roll-turkey.html">Roll a Turkey</a>, and maybe do a <a href="http://tonsoffunpreschoolactivities.blogspot.com/2011/11/roll-color-turkey.html">Thanksgiving version</a> of <a href="http://tonsoffunpreschoolactivities.blogspot.com/2011/09/roll-and-color.html">this </a></div>
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Tuesday - <a href="http://pinterest.com/pin/143059725632772511/">Turkey Puppet</a></div>
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Wednesday - <a href="http://www.nickjr.com/crafts/thanksgiving-place-cards.jhtml">Turkey Place Cards </a>(C loves writing family names!)</div>
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Thursday - <span style="color: #b45f06;">Happy Thanksgiving</span>!! <br />
If we have time & if C needs something to do <a href="http://prekinders.com/thanksgiving-theme/">Thanksgiving Meal</a> project<br />
Friday - <a href="http://www.activity-mom.com/2009/08/simple-travel-activity.html">Yarn on Sandpaper</a></div>
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<b>Week 5</b></div>
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<span style="font-size: xx-small;">(November 28-30)</span></div>
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Monday - <a href="http://www.brilliantbeginningspreschoolutah.com/2011/05/z-is-for-zig-zag-track.html">Zig Zag Car Race</a></div>
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Tuesday - <a href="http://chasingcheerios.blogspot.com/2008/09/making-shapes.html">Popsicle Stick Shapes</a></div>
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Wednesday - <a href="http://tonsoffunpreschoolactivities.blogspot.com/2011/07/alphabet-paths.html">Do a few Letter Paths</a>, C hasn't done them all yet</div>
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<span style="font-size: xx-small;"> </span> (Thursday & Friday will begin our Advent activities, those plans coming soon)<br />
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For more <a href="http://pinterest.com/tonsoffun/thanksgiving/">Thanksgiving</a> ideas, check out my board on <a href="http://pinterest.com/tonsoffun/thanksgiving/">Pinterest </a></div>Unknownnoreply@blogger.com55tag:blogger.com,1999:blog-6450670383224327848.post-47348115553250522352011-11-07T10:18:00.000-06:002011-11-07T10:18:31.612-06:00Pinterest Challenge<div style="text-align: center;">
Last week I read about the <a href="http://www.younghouselove.com/category/pinterest-challenge/">Pinterest Challenge</a> over at Young House Love. I may be a little late in linking up, but I thought I would still share some of the things I have made. All from inspirations I found on <a href="http://pinterest.com/tonsoffun/">Pinterest</a>.<br /></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6nT2ceiS0dFuftiGtxbzCP-kLwIC98c3MI5oxk3hpaBTXOq0F_54MuemgdAFOx_ykdSjz7hR9eQbD-H6KvODjaorQXLKdrdeXDsI4je_nrdx3unZF2L7iwluGGQlqgSyXwcTU7hd5fmw/s1600/IMG_7351.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6nT2ceiS0dFuftiGtxbzCP-kLwIC98c3MI5oxk3hpaBTXOq0F_54MuemgdAFOx_ykdSjz7hR9eQbD-H6KvODjaorQXLKdrdeXDsI4je_nrdx3unZF2L7iwluGGQlqgSyXwcTU7hd5fmw/s320/IMG_7351.png" width="320" /></a></div>
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Art Display Board<br />
<span style="font-size: x-small;"><a href="http://pinterest.com/pin/400057329/">My Pin</a> <a href="http://helpinglittlehands.blogspot.com/2010/10/diy-art-display-board.html">Original Site</a></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinrRdaVwsGcABeDwTCt_6hz5sJA1o0sBk5uadRs_LQHO_ukaRClxkLK-lPdE0zJaqrUYjHKZyhxUEq_1BPQF3sNvnfrggiFq4dJENQqLpsqTRwjuJsYT3ripJC3Mc8ZyiqQLyoYt3mp88/s1600/IMG_7371.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinrRdaVwsGcABeDwTCt_6hz5sJA1o0sBk5uadRs_LQHO_ukaRClxkLK-lPdE0zJaqrUYjHKZyhxUEq_1BPQF3sNvnfrggiFq4dJENQqLpsqTRwjuJsYT3ripJC3Mc8ZyiqQLyoYt3mp88/s320/IMG_7371.png" width="240" /></a></div>
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Fall Tree hand prints</div>
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<a href="http://pinterest.com/pin/254218525/">My Pin</a> <a href="http://www.mandielane.com/2011/09/autumn-tree.html">Original Site</a><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhGKXJljVqmTuo5UO2JSBzT9uaY3a25lavQ8ovd3k3qDuI946kRYsoCqQ41lyDvYIFZqP1ASP2sRqPh0qzc8fYciXqcuG-WxarlNs_qgAl4mdQQq-Jl7Di6E-WGNU-v58Fzn-34v8Zixw/s1600/IMG_7354.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhGKXJljVqmTuo5UO2JSBzT9uaY3a25lavQ8ovd3k3qDuI946kRYsoCqQ41lyDvYIFZqP1ASP2sRqPh0qzc8fYciXqcuG-WxarlNs_qgAl4mdQQq-Jl7Di6E-WGNU-v58Fzn-34v8Zixw/s320/IMG_7354.png" width="240" /></a></div>
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Cereal Box Mail Holder</div>
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<a href="http://pinterest.com/pin/315518176/">My Pin</a> <a href="http://www.katydidandkid.com/2010/07/cereal-box-stationary-organizer.html">Original Site</a><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkhW5rYn_SelZ9WrhIjFO6H0Tnbu90LDZJNJ1I45lB-50o10DcTq8i3nkapIH1rkOa2gva53y9Cfx9sQN5VFvy_B1D1hxWXGQwGXxpA8WahFlzlPOmPPaG__hudi8fxHhr9ZbpEMwQ9jA/s1600/IMG_7373.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkhW5rYn_SelZ9WrhIjFO6H0Tnbu90LDZJNJ1I45lB-50o10DcTq8i3nkapIH1rkOa2gva53y9Cfx9sQN5VFvy_B1D1hxWXGQwGXxpA8WahFlzlPOmPPaG__hudi8fxHhr9ZbpEMwQ9jA/s1600/IMG_7373.png" /></a></div>
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Super Hero Cape from a Tshirt<br />
<a href="http://pinterest.com/pin/26509560/">My Pin</a> <a href="http://www.thesoutherninstitute.com/2011/03/super-hero-cape-and-power-cuff-tutorial.html">Original Site</a><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgejoUTJJztny4X3Ctxz3D2mssbT85HQzcwqRDEXj6sDCOeTWTqsIrmvQoh1Vd22vecLr3T9won9VC_gQW93b9OWyEXPJM-mKNYg6DoVaZ45_ouBPRjXSzN2cKcG9uEXiOPpYS5jqgszBI/s1600/IMG_7349.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="238" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgejoUTJJztny4X3Ctxz3D2mssbT85HQzcwqRDEXj6sDCOeTWTqsIrmvQoh1Vd22vecLr3T9won9VC_gQW93b9OWyEXPJM-mKNYg6DoVaZ45_ouBPRjXSzN2cKcG9uEXiOPpYS5jqgszBI/s320/IMG_7349.png" width="320" /></a></div>
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Velcro Matching Rods</div>
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<a href="http://pinterest.com/pin/63934149/">My Pin</a> <a href="http://www.blogger.com/goog_20722227">Original Site</a><b><a href="http://unsolicitedadvice-n-such.blogspot.com/"> </a></b><span style="font-size: xx-small;">(The original post seems to not work, so the link is to the blog)</span><b><br /></b><br />
Also in the picture are the <a href="http://tonsoffunpreschoolactivities.blogspot.com/2011/04/peg-people-race-game.html">peg people</a>. although I made those before Pinterest :)<b><br /></b>But I <a href="http://pinterest.com/pin/13474034/">pinned </a>the idea anyway. </div>
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<i><br />There are so many more I did, mostly recipe and educational related. I think I will just leave a comment on my pins when we try them :)</i></div>
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<b>These are works in progress</b></div>
<div style="text-align: center;">
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7R-VUITS3uOvO-jbSoHCIBS46TbfpKHYMUhLiiwMgQbyXT5zAqP4fQ9qvd6JfQjxRzTnU9u6ECE5GthXmypFf2NeZG8Fh7FX75MTFaXuTgctTN3pYOzmzjaqHBTfJvp9-7u6x0UpMuKA/s1600/IMG_7374.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7R-VUITS3uOvO-jbSoHCIBS46TbfpKHYMUhLiiwMgQbyXT5zAqP4fQ9qvd6JfQjxRzTnU9u6ECE5GthXmypFf2NeZG8Fh7FX75MTFaXuTgctTN3pYOzmzjaqHBTfJvp9-7u6x0UpMuKA/s1600/IMG_7374.png" /></a></div>
<div style="text-align: center;">
The girls are in the process of making their own version of <a href="http://pinterest.com/pin/30808689/">these</a> <a href="http://www.bystephanielynn.com/2011/05/make-your-own-wood-block-photo-frames.html">frames</a> for the grandparents for Christmas - they aren't finished painting yet, each girl will be adding a few more colors, then we will wrap the string around. <br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLDvMowkzPM25KKxwI9cNQdOyxwNuXO6-m6sXOsKquSISA2MEi5VMlqz6jF5Oje9xzNQnpdEr-_6VHJVIsXecoN4B0z9hdgG92Y-G4Y1BHKJ2qRjLkqvHy1Va_YknSdr7Gy2szyTpKEJs/s1600/IMG_7372.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLDvMowkzPM25KKxwI9cNQdOyxwNuXO6-m6sXOsKquSISA2MEi5VMlqz6jF5Oje9xzNQnpdEr-_6VHJVIsXecoN4B0z9hdgG92Y-G4Y1BHKJ2qRjLkqvHy1Va_YknSdr7Gy2szyTpKEJs/s320/IMG_7372.png" width="320" /></a> <br />
I made a wedding card for my sister in law & new brother in law based you on this <a href="http://pinterest.com/pin/87133441/">wall hanging</a>. I plan on making them a <a href="http://minimozblog.blogspot.com/2011/07/love-map.html">real wall hanging</a> when I get around to it (I have everything ready, just haven't found the perfect frame yet) No picture of card.<i><br /></i><br />
<br />
How many ideas from Pinterest have you tried?</div>Unknownnoreply@blogger.com15tag:blogger.com,1999:blog-6450670383224327848.post-37741005347074073852011-10-17T14:26:00.000-05:002011-10-17T14:26:10.259-05:00Math Game - Add & Subtract<div style="text-align: center;">
I came up with a version of <a href="http://littlefamilyfun.blogspot.com/2011/03/apple-tree-game.html">this apple game from Little Family Fun</a> after I realized I didn't make enough apples for both of us to keep adding apples. </div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<u>Players: </u><br />2<br /><br /><u>What you need:</u> </div>
<div style="text-align: center;">
1 die <br />Game board (can be a plain sheet of paper, or a picture to match your theme)<br />Anything you can count (crumpled up paper, blocks, erasers, beads, pom poms, etc.)<br /></div>
<div style="text-align: center;">
<u>Rules: </u><br />The first player roles the die and adds that many counters to the board. <br />The second player roles the die and takes that many off the board. <br />If there is not enough on the board to take away or enough off the board to add, then the player skips a turn. <span style="font-size: x-small;">(C was always asking, "are there enough to take away?")</span> <br />You can play as long as you want.</div>
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adding 4<br /></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAV28QafW72dMUmI8Ej6BSkIClTy_b13au050Ps3dMpd6LUS-ILjnoNwCaLKKISpyB8xA-K1jn86w-ap9g_OKsNu8zd9gVOHbwAA_BrNbpvmOaeITdUH1HGa8Kl-6lajOE5IUZwxaHacQ/s1600/IMG_7201.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAV28QafW72dMUmI8Ej6BSkIClTy_b13au050Ps3dMpd6LUS-ILjnoNwCaLKKISpyB8xA-K1jn86w-ap9g_OKsNu8zd9gVOHbwAA_BrNbpvmOaeITdUH1HGa8Kl-6lajOE5IUZwxaHacQ/s200/IMG_7201.png" width="200" /></a></div>
<div style="text-align: center;">
taking away 1</div>
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C loved this game!</div>
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We later played the game using star shaped erasers.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgE8BrX56GQn5mAS1AEm3VM4WPgl3Gh_godV4WYJC_nwPYoqiUZMHLaMr2W-L3bStCPDkCJrm-be5P8jud6MSwY0-Mdj1tdItawjDgOrkFWFZnY9hPIg0meWpc_kCjBzHq6OkU8G20xgfw/s1600/IMG_7199.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgE8BrX56GQn5mAS1AEm3VM4WPgl3Gh_godV4WYJC_nwPYoqiUZMHLaMr2W-L3bStCPDkCJrm-be5P8jud6MSwY0-Mdj1tdItawjDgOrkFWFZnY9hPIg0meWpc_kCjBzHq6OkU8G20xgfw/s200/IMG_7199.png" width="200" /></a></div>Unknownnoreply@blogger.com131tag:blogger.com,1999:blog-6450670383224327848.post-79043171969278317462011-10-12T15:03:00.000-05:002012-08-01T08:20:43.746-05:00Math Board<div style="text-align: center;">
I came up with this mini abacus to make C because she is very into math right now. She is always asking me, "What is 5+7" or "What is 3+3+3?".</div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
I took a piece of cardboard, cut slots on the sides and added some yarn and beads. Pretty easy. </div>
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And now she can do her own math facts :)<br />
<br />
</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOACxeF-thlenE5CS4YLCGEYB4RixRKSUw3Nc3aZdfeL45OHUdfbd5H1w7gIx9gnwG-LiopiKsVhBOat5_BsGq3Xxv4h85e6U6PtJeA0sraFFMMlylcco2D53-Z1pUOdmnM9HNf2j5BQE/s1600/0003.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOACxeF-thlenE5CS4YLCGEYB4RixRKSUw3Nc3aZdfeL45OHUdfbd5H1w7gIx9gnwG-LiopiKsVhBOat5_BsGq3Xxv4h85e6U6PtJeA0sraFFMMlylcco2D53-Z1pUOdmnM9HNf2j5BQE/s1600/0003.png" /></a></div>
<div style="text-align: center;">
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<div style="text-align: center;">
<br />
I am thinking of writing the number of beads next to each row.</div>Unknownnoreply@blogger.com15tag:blogger.com,1999:blog-6450670383224327848.post-48148963735676898932011-10-03T22:11:00.000-05:002011-10-03T22:11:18.533-05:00October Plans<div style="font-family: inherit; text-align: center;">
<br />
<b>Week 1 </b><br />
<span style="font-size: xx-small;">(October 3-7)</span><br />
<span style="font-size: 12pt;">Monday - </span><a href="http://tonsoffunpreschoolactivities.blogspot.com/2011/10/halloween-math-mats.html"><span style="font-family: "Calibri","sans-serif";">Halloween Math Mats</span></a><span style="font-size: 12pt;"> </span><br />
<span style="font-size: 12pt;">Tuesday - </span><span style="font-family: "Calibri","sans-serif"; font-size: 12pt;"><a href="http://www.playbasedlearning.com.au/2011/05/mini-snap-painting/">Snap
Painting</a></span><br />
<span style="font-size: 12pt;">Wednesday - </span><span style="font-family: "Calibri","sans-serif"; font-size: 12pt;"><a href="http://montessori-work.blogspot.com/2009/07/spelling-sorting-and-mappingjust-few.html">Alphabet
Beads</a></span><br />
<span style="font-size: 12pt;">Thursday - </span><span style="font-family: "Calibri","sans-serif"; font-size: 12pt;"><a href="http://momto2poshlildivas.blogspot.com/2011/04/w-is-for-wind-experiment-can-wind-move.html">Can
the wind movie it?</a></span><br />
<span style="font-size: 12pt;">Friday - <a href="http://littlefamilyfun.blogspot.com/2011/03/apple-tree-game.html">Apple Tree Game</a> </span><span style="font-family: "Calibri","sans-serif";"><br /></span><br />
<br />
<br />
<b>Week 2</b> <br />
<span style="font-size: xx-small;">(October 10-14)<br />
</span><br />
<span style="font-size: 12pt;">Monday - <a href="http://www.education.com/activity/article/leaf-order/">Sorting and Ordering Leaves</a></span><br />
<span style="font-size: 12pt;">Tuesday -<a href="http://funhandprintart.blogspot.com/2011/09/fall-fingerprint-tree-scissors-practice.html"> <span style="font-family: "Calibri","sans-serif";">Fingerprint Fall Tree</span></a></span><span style="font-family: "Calibri","sans-serif"; font-size: 12pt;"><a href="http://tinkerlab.com/2011/03/art-dice/"></a></span>
<br />
<span style="font-size: 12pt;">Wednesday - <a href="http://littlefamilyfun.blogspot.com/2010/10/abc-pumpkin-match.html">ABC Pumpkin Match</a></span><br />
<span style="font-size: 12pt;">Thursday - </span><span style="font-family: "Calibri","sans-serif"; font-size: 12pt;">Sensory
– flour</span><br />
<span style="font-size: 12pt;">Friday - </span><span style="font-family: "Calibri","sans-serif";"><a href="http://blissfullydomestic.com/fun-bliss/crafts-fun-bliss/simple-beaded-pumpkin/12902/">Beaded Pumpkin</a></span><br />
<b><br /><br />Week 3</b><br />
<span style="font-size: xx-small;">(October 17-21)<br />
</span><br />
<span style="font-size: 12pt;">Monday - <a href="http://www.drjean.org/html/monthly_act/act_2007/10_Oct/pg05.html#"><span style="font-family: "Calibri","sans-serif";">Pumpkin Seed Counting</span></a></span><span style="font-family: "Calibri","sans-serif"; font-size: 12pt;"><a href="http://kidsmatter1.blogspot.com/2011/07/tuesday-teachings-math-activity.html"></a></span><br />
<span style="font-size: 12pt;">Tuesday - <a href="http://familyfun.go.com/crafts/crafts-by-age/preschool-crafts/foliage-friends-671141/">Leaf People</a></span><br />
<span style="font-size: 12pt;">Wednesday - <a href="http://littlefamilyfun.blogspot.com/2010/10/pumpkin-hide-seek.html">Hide and Seek Pumpkin</a></span><br />
<span style="font-size: 12pt;">Thursday - </span><!--[if gte mso 9]><xml>
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<![endif]--><span style="font-family: "Calibri","sans-serif"; font-size: 12.0pt; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-hansi-theme-font: minor-latin;"><a href="http://tonsoffunpreschoolactivities.blogspot.com/2011/04/tot-school_09.html">Hexi/Penta/Octagon
sort</a></span><br />
<div align="center" class="Dates" style="text-align: center;">
<b><br /><br />Week 4</b><br />
<span style="font-size: xx-small;">(October 24-28)<br />
</span><br />
<span style="font-size: 12pt;">Monday -<a href="http://littlefamilyfun.blogspot.com/2010/10/5-little-pumpkins-puppet.html"> 5 Little Pumpkins Puppet</a><br />
</span><br />
<span style="font-size: 12pt;">Tuesday - <a href="http://www.oopseydaisyblog.com/2011/05/monster-play-date.html">Foot Monster</a></span><br />
<span style="font-size: 12pt;">Wednesday - <a href="http://tonsoffunpreschoolactivities.blogspot.com/2011/03/tot-school.html">Q tip Outline a pumpkin</a> <span style="font-size: xx-small;">(like the shamrock in this link)</span></span><br />
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<![endif]--><span style="font-family: "Calibri","sans-serif"; font-size: 12.0pt; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-hansi-theme-font: minor-latin;">Carve
a pumpkin</span><br />
<span style="font-size: 12pt;">Friday - <a href="http://www.toddlertoddler.com/rainy_days/toddler-bean-bag-toss.htm">Toddler Bean Bag Toss</a> (use pumpkin shaped bean bag)</span><br />
<span style="font-size: 12pt;"><br />10.31 Monday - <a href="http://pinkandgreenmama.blogspot.com/2010/10/homemade-felt-pumpkin-game.html">Felt Pumpkin Faces</a></span></div>
</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6450670383224327848.post-54449009997950041242011-10-03T15:39:00.000-05:002011-10-03T15:39:16.448-05:00Halloween Math Mats<div style="text-align: center;">
Today's game is very similar to the activity I mentioned back in <a href="http://tonsoffunpreschoolactivities.blogspot.com/2011/02/simple-math-game.html">February</a>. The only difference is the shape used :)</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMCrS33sFM0GUr2qJyhGzbOTjYavC-stiQRl-11trUKX9an1c8WSaLWWzu5rkK_TMrNN4rPn2evBZvw98wmk9qYafNZMCdrHGII6asVELnywImjg7D02wNWMLbVAiCKcK2vvE4tpqoL6s/s1600/IMG_6779.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMCrS33sFM0GUr2qJyhGzbOTjYavC-stiQRl-11trUKX9an1c8WSaLWWzu5rkK_TMrNN4rPn2evBZvw98wmk9qYafNZMCdrHGII6asVELnywImjg7D02wNWMLbVAiCKcK2vvE4tpqoL6s/s200/IMG_6779.png" width="200" /></a><br /></div>
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First C dropped 5 black pom poms onto a pumpkin shape. She counted how many landed on and off the pumpkin. I recorded the numbers since she is very interested in math facts (and dressing like a ballerina).</div>
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We did other combinations as well<br /></div>
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Then she made some faces<br /></div>
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Then I switched the picture to a spider web. Here she was counting how many small and big "spiders" were on the web.<br /></div>
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Then she rolled a number die and put that many "spiders" on the web.</div>Unknownnoreply@blogger.com2tag:blogger.com,1999:blog-6450670383224327848.post-30537357745780920572011-09-22T22:32:00.001-05:002011-09-23T22:19:43.247-05:00Roll and Color<br />
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For this game, C rolled one of the color dies I made for the <a href="http://tonsoffunpreschoolactivities.blogspot.com/2011/04/peg-people-race-game.html">peg people game</a> and then a number die. She then colored the number she rolled using the color she rolled. If she landed on the rainbow side, she got to pick the color to color the number.<br />
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<span style="font-size: x-small;">I am sure I have seen this online, but I cannot remember where. If it is
your original idea let me know and I will give you credit.</span></div>Unknownnoreply@blogger.com8tag:blogger.com,1999:blog-6450670383224327848.post-60806904871968231032011-08-21T22:26:00.001-05:002011-08-24T14:47:07.044-05:00Same & Different - ABC version<br />
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When I was putting ideas together for the upcoming school year, I remembered <a href="http://activitymom.blogspot.com/2010/08/same-and-different-sort.html">this idea</a> I saw at <a href="http://activitymom.blogspot.com/">Activity Mom</a>. I decided to make it a literacy activity by printing some letter cards.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSTINQUzB1GKXUC-eOSFaHYlEc23vqoPcb-RNUY6oGrH_8dLP3jLFuH8vDVItxyMqvxbC780iiuWWl9WC3yu5NNkmZKGEMRUEFd2ek6gGlQVw-_dBOmTUGNpG7_AHgvdeulmT665YCvjM/s1600/IMG_6143.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="149" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSTINQUzB1GKXUC-eOSFaHYlEc23vqoPcb-RNUY6oGrH_8dLP3jLFuH8vDVItxyMqvxbC780iiuWWl9WC3yu5NNkmZKGEMRUEFd2ek6gGlQVw-_dBOmTUGNpG7_AHgvdeulmT665YCvjM/s200/IMG_6143.png" width="200" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQZ-3WcZJnFoz5E__aVwsOWaflbdw2U_0odS5pfQw1ArmiqMYvuJgY6TwNAvR6kVgS6d7oRKZkIEMT-qoOemtbicgP9WMGvfQhCixT6j9xRwuViZ-EopchOHZpgEszFcm2dxdid1oYUjo/s1600/IMG_6145.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="149" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQZ-3WcZJnFoz5E__aVwsOWaflbdw2U_0odS5pfQw1ArmiqMYvuJgY6TwNAvR6kVgS6d7oRKZkIEMT-qoOemtbicgP9WMGvfQhCixT6j9xRwuViZ-EopchOHZpgEszFcm2dxdid1oYUjo/s200/IMG_6145.png" width="200" /></a></div>
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I made 2 versions, upper and lowercase. click on links to download.</div>
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<a href="http://www.4shared.com/document/Qkbflh4N/same_and_different.html">uppercase</a></div>
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<a href="http://www.4shared.com/document/N8IUkFIN/same_and_different_lowercase.html">lowercase</a><br />
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<a href="http://tonsoffunpreschoolactivities.blogspot.com/p/link-up-parties.html">Parties</a></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6450670383224327848.post-8899757368049941542011-08-08T14:13:00.000-05:002011-08-08T14:13:24.810-05:00Matching Games<div style="text-align: center;">
To make this matching activity, I cut circles from a cereal box and put stickers around them. I put matching stickers on the ends of craft sticks. </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEih9qAYyDbD90DxNnLUePzCfDswoXxLJQ2RxZVJn80_Fl8_oEVvK0XIk1VCnezTPoE5XxY8lZXKmKh4obaCjW3ws2eBt6Eex1WFTtrbSuGPaZprdXs60iU4NJp_H7Sr8r2fc7K5boGdi8Q/s1600/IMG_5879.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEih9qAYyDbD90DxNnLUePzCfDswoXxLJQ2RxZVJn80_Fl8_oEVvK0XIk1VCnezTPoE5XxY8lZXKmKh4obaCjW3ws2eBt6Eex1WFTtrbSuGPaZprdXs60iU4NJp_H7Sr8r2fc7K5boGdi8Q/s320/IMG_5879.png" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkIwsgdXAESF7GOXgBxfWnOiZv-95YRfxKeimw_RLOflXKtkm4kHohfHUpHGkAcQxXT2UmMqAXo7Jcnn7dWGPH6eLWoOz0Dek7a44-3lflELvkangqlpKUJs6uV1lC7EZwW0QXA8E-gvc/s1600/IMG_5882.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkIwsgdXAESF7GOXgBxfWnOiZv-95YRfxKeimw_RLOflXKtkm4kHohfHUpHGkAcQxXT2UmMqAXo7Jcnn7dWGPH6eLWoOz0Dek7a44-3lflELvkangqlpKUJs6uV1lC7EZwW0QXA8E-gvc/s320/IMG_5882.png" width="320" /></a></div>
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<br />For another version I put different colored stickers to match colored craft sticks</div>
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