tag:blogger.com,1999:blog-23293906412317000932024-03-14T01:29:44.498-07:00elblogdecuartodelaesocuartohttp://www.blogger.com/profile/18320011828734620403noreply@blogger.comBlogger157125tag:blogger.com,1999:blog-2329390641231700093.post-22282831743946585992016-12-01T08:51:00.000-08:002016-11-29T02:53:29.762-08:00Misa del Cartero Real, 2016<span style="font-size: large;"><a href="https://www.youtube.com/watch?v=R0D0q0PxJd0">Allá en el pesebre</a></span><br />
<span style="font-size: large;"><a href="https://www.youtube.com/watch?v=p4zluA60hjs">Santo, Santo, Santo...</a></span><br />
<span style="font-size: large;"><a href="https://www.youtube.com/watch?v=I8uLxr2p_Ao">Señora Doña María...</a></span><br />
<span style="font-size: large;"><a href="https://www.youtube.com/watch?v=8JuPGcr6bsk">Muy de mañana María...</a></span><br />
<span style="font-size: large;"><a href="https://www.youtube.com/watch?v=DESWUJK2xZo">Desde dentro...</a></span>cuartohttp://www.blogger.com/profile/18320011828734620403noreply@blogger.comtag:blogger.com,1999:blog-2329390641231700093.post-55923146006861298752016-11-21T13:10:00.000-08:002016-11-21T13:10:13.688-08:00Unidad 3: El concepto de persona (examen el viernes día 2 diciembre 2016)<!--[if gte mso 9]><xml>
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<span style="font-size: large;">
</span><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;">
<span style="font-size: large;"><span><span> <span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-synthesis: weight style; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span><b><span>2. El subconsciente</span></b><span> </span></span></div>
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</span><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;">
<span style="font-size: large;"><b><span><span> </span></span></b><b><span> 3. Define:
</span></b><span>temperamento y carácter</span></span></div>
<span style="font-size: large;">
</span><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;">
<span style="font-size: large;"><b><span><span> 4.<span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-synthesis: weight style; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span></b><b><span>Define: </span></b><span>La
consciencia y la inconsciencia según Sigmund Freud</span></span></div>
<span style="font-size: large;">
</span><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;">
<span style="font-size: large;"><b><span><span> 5.<span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-synthesis: weight style; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span></b><b><span>El
sentido de la existencia humana en Filosofía </span></b><span>(trascendente, inmanente,
sinsentido)</span></span></div>
<span style="font-size: large;">
</span><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;">
<span style="font-size: large;"><b><span><span> 6.<span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-synthesis: weight style; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span></b><b><span>Diferencia
entre: </span></b><span>emociones, sentimientos e impulsos</span></span></div>
<span style="font-size: large;">
</span><div class="MsoListParagraphCxSpLast" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;">
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identidad personal en psicología. </span></b></span></div>
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<br /></div>
cuartohttp://www.blogger.com/profile/18320011828734620403noreply@blogger.comtag:blogger.com,1999:blog-2329390641231700093.post-87951304445838964422016-11-09T00:58:00.000-08:002016-11-09T00:58:25.852-08:00Unidad 2: Examen Filosofía (11-nov-2016)<b><span style="font-size: large;">1. La filosofía de Sócrates </span></b><span style="font-size: large;">(esquema o resumen sobre el vídeo que vimos en la classroom)</span><br />
<br />
<b><span style="font-size: large;">2. ¿Qué defendían los Atomistas?</span></b><br />
<br />
<b><span style="font-size: large;">3. ¿Qué defendían los Monistas</span></b><br />
<br />
<b><span style="font-size: large;">4. ¿Qué defendían los Pluristas? </span></b><br />
<b><span style="font-size: large;"><br /></span></b>
<b><span style="font-size: large;">5. Los Presocráticos </span></b><span style="font-size: large;">(1º parte del vídeo de la classroom)</span><b><span style="font-size: large;"> Tales de Mileto, Anaximandro, Anaxímenes y Heráclito</span></b><br />
<b><span style="font-size: large;"><br /></span></b>
<b><span style="font-size: large;">6. Los Presocráticos </span></b><span style="font-size: large;">(2º parte del vídeo de la classroom) </span><b><span style="font-size: large;">Parménides, Pitágoras, Empédocles, Anaxágoras y Demócrito</span></b><br />
<br />
cuartohttp://www.blogger.com/profile/18320011828734620403noreply@blogger.comtag:blogger.com,1999:blog-2329390641231700093.post-31642463930561214872016-10-14T13:47:00.003-07:002016-10-14T13:47:58.202-07:00Unidad 2: el nacimiento de la Filosofía<!--[if gte mso 9]><xml>
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Filosofía de Sócrates</span></b></span></div>
<span style="font-size: large;"><b>
</b></span><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;">
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pensadores griegos: ¿Quiénes eran “los Monistas”? ¿Qué decía Tales de Mileto y
Anaximandro?</span></b></span></div>
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pensadores griegos: ¿Qué decían Pitágoras, Heráclito, Parménides y Anaxímenes
(también eran Monistas)</span></b></span></div>
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<span style="font-size: large;"><b><span><span><span> </span><span style="color: red;">Pregunta
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pensadores griegos: “Los Pluristas” (Empédocles y Anaxágoras)</span></b></span></div>
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cuartohttp://www.blogger.com/profile/18320011828734620403noreply@blogger.comtag:blogger.com,1999:blog-2329390641231700093.post-43193862498588245132016-10-14T11:39:00.002-07:002016-10-14T11:39:19.588-07:00Rocky<!--[if gte mso 9]><xml>
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UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Tabla normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0cm;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-fareast-language:EN-US;}
</style>
<![endif]--> <b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; mso-bidi-font-size: 11.0pt;"><img alt="" src="data:image/png;base64,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" /><img alt="" 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dq4fWnq4ndPVt7++cX62+/W1n56t/7L2/Xf19dfb7x7NdbbRYlPjPMNz4rISgjIwAEDIC5oqDMa5YFHueEQrjiwEwHiTIA6YX1soCBbCMYZHeDlG+xDSMIFChNSSvmCGrm8RiarkUirBaLtInGtQFzN4pWSGRUsQSVbUkoX6DM5imSaLJnGT8jKDI6NwwX7+mCAdt72ABc7Cw97a+AmSx9rS+Amcx9bS7CtGdDK3NvGwtvZFuZiA3XaBHK2BkI8MVAvgr2lj4sN1Nka5mSNcbfDECHBGpas6+jxw9u26VgCakxWNDEuEB3piwhBg/xAbjg3e7iNJdDSzNvCzOU9rFfqy+5MdD37ZOXP777466enf/7w+Xf3V1Ymuxt2lNIy4/x98TAE0geMgsJwMCgShURi0Tg/gm9oQEBGclzNlrzxwbavv7zx96svNzZebKz/trbx99+rf71bf7P27t1Y36CYwqLEpicEJYagogheISgXEswZA3fBIVzxcFccxBkLcsR62yKgdjCSOyYWGZxFihFEZsjiMgyZ5DIWo4xBrmSRt3Ho23mMKlpWJSWjOjurMj1tS3p6LYNVQ2dWkBlbWeJqjnQLQ1hMZm2m8UvpgiKaSJpMi8aGEEFEV1sfM4CjBcDVyszLysx7E8B7k4WXlaWXjaW3jbmXrZmXrbmnpyPMywnhuAnobA1xsoLZWcDcbLA4n9DM8KwdeeXHdtYViJS0mOwYUnwINpoEC8KC/CCuOA97hIMl2MYCaPnetPbsKb491P7k5tyvT+7+/uyLl08//fLW3MLghT1VRZT0uOBAEhSO8AIiIFAsHIpGwzEYJIGACwgJCqXTyYcP7bl5ffrlyyeraz+vbfy+vvFmfW317bs3Gxtvn3x2VyfkUqKTybGZAagQjJcvytkX6UBAuxCQrkSQIwboiAY5Y0AOcIQTPAxMpJDClTGphqRMbXyyNj4xPy11MzmzkpZZy2HWsOjVNMp2GmU3m7mDRt7JIO/hsvYKeHv4/FomZyuNVZyaUZZBrqQwKrPpW8js0mxOTjpTEpctiKck+kZhvZGu1m7WACcLgIu5mbu5uYeFuacFwH0TwMMK4GFvAXS1hbvYwF2sEW62WFdbrP0mqLstGuxASgnMqNTkH6raWiTRMOIo8f7JIdhoPCQA7U2EumDdbWH25kAbgI8l4H1p7dlddLPn9GeLYy8e3Pr5q7s/fv7RZ9cnZnrO7izPo6bFBgUQ4Ug0CIqFQHEIKBaDwONQ/kRcUEhwBIfNbj3Z8tnDW3+9/vHt+h9vN/5eXV9be/dufe3N2qtfzrXsZ6fEpQRFhWJCMUAiwh2PdiWgHQkIJzzShQCyRwIdkTBXDMkHG4XwpfqH8wLD9dHxpRkZBanJ+tjootSkHWxmi1Z9wph7RKc/mZN7XKc/rtEdVauOalUtatV+sbheLNnNF9ayODtYnD184QGJfBeLuzmTmpecpYtPF4UlcALjaH5R9NCYVP8IhBvU2szRHOAIADibm7mambuaA9wszDxsLID2llBbM4ijJdLb0d/Hyd/RGuJqg/C2xSf4pm5R5TZsqSxX5XBSmHH+ScHYaCI0COvjC3fDedrCHMyBNmbeloD3pbWztujqhaN3J/u+uX312cPb33668unC4HjXidpyIyUlJoCEhcORQBAKDETDQWgEFINGkAjYwNDgCB6X037u6JOv7rxa+/31xps3G2tvN9bfrr7eePvyg8lBNZOZFpmEBxEw3r5wTxLUjQB3xiIdcXB7PMoBh7JH+nvio+D+jJBIdkgEyzdQGhqel5CUGxdflp62nclsVCrPFBa2l5W1by45W1RwJi/3TK7xfEHBheKSnqqtPVurz+QVNKs09QLRLjb3kExxRKM9KJHtZHHKMrONSWn6+FRxUJQoMFoensALiGT4RWb6RpK80R7WbtYABzOAPcDMAWDuZGbuusncY5OZl5WZt705GGiPB9rh3exQHnZYoC0xBpe4WZ53oGJrhSGHl8ZMDEwNxcYGICKJ4BCIE8bNGmJn5mUN8NgEcDMHOJkBbP+N9UJ17vzZpk/Hep/cnP/m05tf3Vq4Nd07culYXWUBIzM+yA+PQKBAIDQUhEFBsUgYFoP0JeKCQgLDxELB5c6zT7998Pf6n39v/P1u493a+urGxtunDz7eolFQYuKj/aIwXiS4Kwnm5gdz8UU4YBF2KLg1Eu+ECfMhajM4W7jyCia3JJO8JYuyjy/exWBXkymNCsXpvLwLZWUDtbVdlRUXy0t7q6t6qyqHa7eP7qjtq67u31bTU1XVXlR8vrDoYklJW0HBKYPhmFZ7RKU6JJXu4vC2ZFNLUrP00Ym5calFiVl5cemSoBhRWCI9OD7dLyoQ5uth57kJYGcOsLc0c7I0c90EcN0E8LA183aygNiZAW0tQO52WJC9bzgqrlhi3F9RVWnMFWZyU0OzIvCJodg4EiQM5IhxtYLYmXtbAzzfz9peZZw9ffDj4a4vr5u++deNJx+Ybk30DLY179qcS8+IC/YnoNFYMBgD9kHBwWgEFI1D+5HwQaHBEXKppPfyhe+fPf57/Y+366/X1t9ubKy++vXn5t07KVExEdhAf2gA1sMP7uILdfKF2+Nhm6BwCx+CAzwO6ieJTL1YvfugUleZTt6eTdtFpjcwOXvIlD1MZlth4diePQPbt/dtq+mp2jpYWzNRt7tva1X/1qrBqq19FZVD27b1V1X1btlypaLiUlHRxcLCU1rtGYP+pEZzWCJpFIkPCMX7eaLtFOaWlKzi2OSS2OSiuDRDdIokNF4cnsyNSo9GBXqYO9kBbK0BdlYAR0uAswXA2QrgZgXwsAC4WwA8nW3QXjaEYHh0rkBbX15RU1gkowrTI8gxfqkhmFgiOAzmSvSwQThZQmzNvDcB3N/DemazZvL4vg/7L35+derrj1YerUx/PNkz0tZSV55HS4sN8sVjMDgwCO3jCYcCEQgoGovyJeKCIkKjFHLZld7O7394+m799bu1V+urf2+svpkfGZRS6SlB0XhPHNIZA3fEQuxxYBs01ApGtINFAwkpSL/cNNo+ieqgSFaZnFocFl0Vn7wjLWNHWtrW+LjtmRlHVZqeiqoLRcXn8wtPGXI6ykoHarYNbqserdk+VrN9dGv1RE3NyNatgxUVfWVlPcXFl4uKOvLyLhiN57SaY1LJYT6vWSA8zBc2CyQNLP72tKydZOpOGrMig5IXl1aQTFZEp1MJ4QlQ31AgHmzvZQ2wswTYWwDszQGO5gBnc4CrpZmXgxXS0RxJAAarWfLdZZtri0qUDAkljhHrlxqIjCKCw+Buvu42SHtzkDXAxxLg8T7Wcu3Uif0f9F98uDjx9YdXn1yfvT3ePXq+paGqiJOdHBJAwmDxECgW5IMEe8FgYBQaQSTigqLCY1UKxchw/48/P1vbePP23Z8b639/ffdfJQpZZnhsGDoE7YZDOeNhDkhvK4iHmVeAB45KjKKTQo1p5Naisu1UWh2VcpBB35tJbmJzzqpUx0SCA0zaHjrtoFByXK3tKCnr2VLZXlDUlp9/Pj+vq6S0u7ikv6x8aMuWnsKCCwb9pRxDu07XmWvszs9rU6vPqlXtOt15nfa0XHZSJD7GFx7jC5s5ggMMVh2DWpWRVpSQtCWDXJ5J10alSgLjZSHJvNDkOGyIm42rJcDGHGADANgBAA4AgKO5mecmM4gVAAx1wcsZ4rrNW3aVlKmYUlo8KyEwIwQT7wuNQnkEetqi7c0h1gCgJcDzPaxnt+hHWuqudp6+Zxr76sOrT27MfjzVO3HpeEN1MZ+aGhJIQqOxUBge6I0Ee8HgUAwa4YvHBESGR6tVssnJ/l9/f7668ffauz/f/PbDyT27KJFJYehwrFcAzIUAd8ZC7FFAS2CwJ54XGi+PilNGxzdqci8UlbUI+O0qyUkR84RY0Gk0nNdqWpXyk0rZXgb9AIdzVCptNxrPGQzndPqOvNyeosKBzWVDW8r7S0v6S4q783O78nIvGvTntZo2jeakVHpUKDwmFJ4QiFolkrNiyRkBv00k6lTIO+WyNrHgGIdan5lcl5FRk0ktTabmJ1B0kWnaqDRVZDI7IDwGggyFID2sHCwAVgAze4C5E8DS1czCwwzg4eWIkJLF+8tr6kurNEwZLZ6eGkaO9k0JQEWhvYN8HAlO1igbM5Dle4vA6TLNYNPOq12n786NPvnw6pcfzH0y2z/ZefLg9s1CRnqwPwGFRMNgeDAQDfKCw8BoHDqAiAuKiojOMajn54f/+Ov52vqrjdVXHy9Nq+nUtMAkgncg1NkP7IQDOyCAVhB/d4IoIl0bm1qcmbVHLK1ji45LlK1CQX+u6oKS2yrhduiVp+Xiw1x2I4d9iMU8wKAfYNCPCHhNHFYTi3lCwGtTSDv1mg6d5pJWdU4pbVPLO3N0nUZdh0HbkaNrU6vOKORnJNLTItFZsfiSTNopk3TLxANq+ZBa1qcQdUv5Z1iUkyzmfiqrLCFbH55qjE4vTCIbYpJ10Qn62ERlXHKAO9DN3N4SYGtm5giwdAJYuAAAru72MG4qd1/J9gNlNTqmjB5PTY8kJwRlBGGjkF7+HnZYe0uYlZnP+1lPlaiGD+++1tN2f37s6e1r395eujM3MNt75ujeahEzMySAhMXi4XA8GIiGAVFwCAaN8CXhg2Oj44qL8m7cnHv1+seNtb9ev/zxYE0VNSo2nhCFciX42GKBtnAPcze8K1qbKSzK4hUkZ9VyuAek0j0M9kmxuFsl79PJL8nYF+W8LpW4TcY7xmW0sGhnpcLjfOZRDv0Yl9HCoh7j0k8L2WdF7LNCzkku/bSA1Spgn5XwL6qkPUZNT466S6fs1mm6deoenbZDIeuQSQa0qiGNYlAlG9MpJ3WKaaN60qjtkwvbuKwjDPbOVOqWhOzyJEp5CmVLBr2CzCxKzeb4htCJIRFAjIe5ozXA2gxgCzBzMgO4udiAKTG0HbmVB8pqDBwFPZ6WGU1NCSeH4mPQPoGe9jh7S5j1f2UtVY8d2XOj9/yDhYmnH1//7uOr9+aHFvrPn2zYIeNRosODsFg8DIaHgNBQHyQUhELBSf6k0PjYhPLNxR9/svL27S8ba389+OCGks5M9g/38yHCHTFgO4y3hQ/aAajO4J4o31VB5ZWlZm3NpjQIeKPVFaMlRWO5umGdvE/J75Fzrij5nTLOGQ7lLJ/RLuacF7HaRewzfPppDrVNyDzNyW5lZ7ULGO1Cxnk+rU3APMkkn+HSezSyKzpFt1JyRae8rJb3KGXdUlG3VDSiUYxp5KMqyYxebspRXC3QzefpTbnaMY28V644zuDVxGeURSaXx6dXpVEK4lJlIVF0nF81U6RPyEqAEeD2blbmNhbmDhYAF3tz79SQrFpj5YGymlyemhZHzYikpIZTQnDRaJ9AL0eCsw3q/5TWkZa66z1t9+fHn95a+fb20r35IVPfueP1NWoRMy4qFIXCgEBoKBgL9UFAgEgkjOiLD46PTajeuuXTex+svnu58ea3vjOtjLiUYBgJ6QiD2KMgtiiELcTIEPU1nbi4bW95Or0kLvkATzCxY9vi7m1TpQWjOsWIWtwrYnTzsntE1Eu87C4Ro1PMOs8ld4hoFwXUNk7WJQGtU0RvY2e0cTIuCShdYlqHkHpJQD/PpV7g0ftU4vFc9YhB1a+RDWrkAyrpoFI6oVfPGtRzesVCjnIpR3nVqFjO0yznGa7l6xdy1NN67ZBGf0mmO8aW1mezt6fTS+IzitMp9Vr9MWPRTo5En5yVFRTm5ewJAFhbAJwdzH3Sw6g786oPlG/P4aqyIjOTgtNTwsghuCgsOAToTHKxRVuZ+Vi8d996slg51LRzuev03bmRpx9f//6TlfsLI6a+tqN7t6kE9ISoMAKeCIPhQD4osBcCAkTBIXgiPighLrGmpureg4/X1/549dM3NQZDZnB8MDwI5gAH2cCBm8CsaPLkme7pk+e7d+wrTkivTE5f2Nfw8fGWyaqiYaNqRCMZknJ6uNk9vIweQQdieEwAACAASURBVOZlQVavmHJZSOkRUgdkrH4p84qYNihjjar5QwpOv5R5WUC+LKD0Cmn9UnaXkNHOzuwWMQYU3BGdZMwgH9FIJnOUk3rFXK7aZFAuGpUreeqrBvmKQbZiVC4Z1ctG9aJeOaGUDSuVl+Wq01zxATKzJo1ak83Zr9Cf2lJxqnTLicLNO+RqSVJKKJYIcgVvAjg7mHulhJKrDVvqi6u1DFl6aFqcf3JCUEYQJgrlHeDjTHTY9E9tfd8G60SRcrBpx0r3mfvzI08/vvbskxufL89cH+0507hbJ2YlRoeR8CQknAj1RkG9kWAQBgkjEXCBsbHxtTuqP/v83vr6n99/fluXQY4EBwXBoxFuOIgdnORJOF/fer1ndvrEpYvVe3JiE9vyi77pH7hxsGGmomgkTz6gZvcKsnu5mVcE6YPSrEFZ1qAse0iePa5kTCrZUyrOnE4wo+XNaHjjcu6kkj8qZU+pBNMq4ZiM18MmdzIz+0T0PjGjX8oalHGGFbz5fPVsjnwuV7mQr1zIlS3nKpb0kiWtaEkvndVJTTrZgk45o1OOaRVXlLI2gWA/mVabxdzJklbQBafKKocOHzmypXJfbr4qKY0bGU+PTAU6gB3MXeODErdoSuryt0ozBPF+CTG+iVG+yQGoKDQwwNsJ52AFtTYHvX+DdaxAPti041rP2fvzI08/Xvnhk5uPr5tujF1pa95rVPBS4qL8SQFwGB7kAQe6QyEgNArph8P4x8TE7dhZ8/jRg42NV0/u3FAkpoZ5+6Hd/WGuWKw7rkJVeuPKzOKFocUz/XvlhTUs2cPuwad9I4t1uydLjWP5ih4ZpZOTOiCkDEmyx5XUcRVtUk2f1rFmdRyTnm8yCBaNIpOeN6PhzmiE8waZSSe5mqdaNCoW9PIphWBSIZhSi8ZVggmNaFwtnNKK53OVC3mqaZ1kTi+Z1QhMOtGiXrKoEy/qpQu5ypU87XKuzpSjHlZJz3GZRxm0fRTaluTMgoTMg6rcuWOnh5taapXqxoLiIjJDG5OWk8bJDEj0sfIOx4cXSY21hi3iDH68X0IUKT4EG+OHiMCBg4HOOCcbuI0F2OL/lNbLZ+7Pj3z7r+sv7nz4+Jrp5nhf16nGIr00JTbSl+AHh+HBngiQJxQEgqOQJCIhKD4ueefOHY8ff7ax8dfDDxf4kbHx8HCkK9HbDpoWkrrQNW5q750+eWG88fxWjmHkwLnfV+58dOL8SOnmQb18UMvvlZEvCzKGZLRRGXlCSZvRMmd17Bkta0rFMOm4Jj1vTsed03Lm9fx5vWhBL17Mka7kK67myleMimtGpUkrntOKF3Jks1qxKUe2YJSbcmTLBepprXBWzZ9TC0xa0bxeMq8VXc1TLuVrVvK1y0btnF41qpFfEHNOC7n12dmb41MaBKquyh2j9U0tecUXtu8aaTqylS0sTiRXU2V56aJgH1IMISJPoKnWlEozBelhGVGk+GBMtB8iAu0TAHTBOdsibP5bWlvLNCMtdcvdp+/Pjz6788GP9z56cmPho6nBnjPNpTnyzKR4X6IfBuULA6K93YEgIBiJwJOIwUmJ6bt373n86LP19T8ffrTIj4gJ9wnAeQUivYiHqhvuzVybO3dxouX4PmV+U27Nt4t3n8/futZ8cqykZEgj6leyesQZveKMEQV9XE6dVjOmVYwpFWNaxZhR0ec0zHkde0HHWcrhLRsFK0bJslFyNUe8bJQu5YivakU39LLrOfJlg3TZKFvMkS7lyReMUpNetGCUzOoEJrVwOUe+lCMz6USzWuFSvmIpX72Sp72eb1jKN8wXGqeKcobzDD0GQ5tS32Hc3KorOp1f1rltl+nEmd66/Tt40tI0WjVVskuUL46hkcNSVFRRhbJQQRYzEpix/klB6Gg/RAQWHAR0xjvZwP9rEThepBg/uvfmlbbPlyee3f3gp/u3ntxc/Ie1PE/NyM4I9A9CIYgQb6SPOxAIBCEROBIxOCkxo2733iePv9jYePXoX9cEUXGBbgS0h198SNqH09dvj87OnDrTXlW9R6abPtn594MfHo0v3Dh+YrykoE/C7uJndPKSe0Rpg1LypII2p2bOqZkzKsaMimHSsOY1rCU9Z0nPWTHyV4yC67mSa0bxko6/qOMt6vjLGsGySrCiFS3rRIsawZJBvJAjntPy53SCOZ1gVsuf1wiW9ZJrucprBaqlfIUpVzZvVPzDeq04d6Eod7YoZ664YLq07Iqh8LKu5Jy6sDWnpLt614Wq2jNlVUcMhdUc8YnCqsvbmys5enUmT57FLRMbtQyFMFOYEUUJwcYSoaF4aAjIleBoBbUy+y/N6/Ei6djRXTf7zj1amXpx94Of7330zQeL/5oe7D3TVJGvZJJTgwMD0SgCxAcO8YHCYHAUCk8kBMXHp+7atefJl082Nt7eWpxkBIcnYKJgrsSK/JqvPv7i4+HpkQPNJ4wFTUr9ncGZ1a9//WJqsX9b5XCetk/K7uCmXmTFdbDjB8SZU0ralJI2o2ZNK1mTCuasimnSMBf1nBWjYDmHv6jjXM0RLueIlg3CJQ3vqoZ3TS9a0vAX1NxFLW9exTGp2HMqzpyKY1JzTRrunJozp+UsGETLuarrRYblYu1CgWohXz1vVM7nqK4WGpcKc01FeZP5uZeV6g65/pIi77Q057Su+FxxxX6l/nxlzaXqnfs0hqGDR0abTtZKDdvlOblMcanMqOeopVR5ZgwjBJdAgITioWFgN5KjNcza/L/sBI4XiUeO1F6/cubxytTzOzd+uf/Rs1vLd0wjPacPleaI6VlJoUFBWCwRDkaCvcAwKByFxONxAXGxybt31X315KuNjdUbs6Ps8Og4TGS0f9ry1M3nD59+ffXGQF3DqZzC0/klX5uu//bgm08HJ0ZqqyeK9H1yTjc/rYuX2MVO6Bemj8qyJxRUk55r0vGmVZwpJWNRz1kycJcM3EU9Z0HHXjYIVgyCFR1/UcFakDGWtfwlHW9Ry51Xs+eUzFkFw6Ri/TMX1JxFLXdGw5rRCeb0soU8zVKRbrFQtZCvns1RzBqUJqN2Lkc7nZczqNN2yVVn+fJTXEWrSHdCmVcvkB/S5vbW7T9bvvWgIa9n78GBgy0nymtaiqvKxZoSmUHPVSuY6vQoehghCQcKwQCDIe4kJxu4tfl/aQeOFYqGW7Zf6zn95fXpHx989PLzj3/45PqnC6O9Zw9XFqr4zKzYqEg83hcFwwA9fCBgKBLxP6x1u/d+/eTJxsabz24vi+IScU4Ig7T02eOff/3y2ztjE53btjcrc9rLa76Yvvr9B/c+7Oybq997ScbrElAushM7uHFXhMl9gtQBYcq4PHtKSZvVsqdVrEk5dU7NmNey/rku6DjLWu5VNeeqmr0kZyxJaYtKlknFnFezZhX0GTltRk6bV7NMKuaChr2o5Sxo2SYdd04vmtMrFnN1S4U6U55iNkc+rZNOaqTTOuWoUjqqVY4b9b1KdZtAdowuPMFTN/JVDRJ1S05Rb93+nl315yprevYeNLW29+5vvrjrwDZ1bqk8x8BVK5jq7Dh2BCmFBIvAQ8IQXgEutghrcx9Ls/+S1tGjO272nfvqg7kXn9369fOPn9+58eDa9HDnydotRhGXGh8bg8eS0HAMxBsMBkMRcBweFxAbk7RrV92Tx482Nl49uXuDERpGcEHsrjj03Rc//fLlVzf7Ll+o2togVndsr//h5if3xudXzl6Y2V3XJmRf5GZ08JI6ubFd3Jg+YfKIJHVMljEuz55UUqdV9GklbVpBXdCx/0nrvIa1qGUtaVlLauaCnLqsZCypmbNK6qySNi2nTMnI0zLyvJphUtEXNMwFDXNew5zX8Uw66ZxOtWDUz+dqpvXSSa1oTCUcU4on1LJJjcKUnzNflDeWk9MpVZ3hyk7yVXtowt1caZM+f/RQy1TLiY7auku1e0abT1yub7py8OhOfXGxVK9jK+UMVXYcO9o/3R8ZjYOEQd19HawgVmbe72c9USwZPVr70dCFpx8t/PLlJ79/dfenh7ce316cHmzft6NULmQmJcQTCf5YJB4GhIJBECgEhcMGxEQn7dix69HnD9bX//j+0W1OZEQIiHC4rvX7L356/vlnC5dOX6iqbFbl3egcfLL8UX/j0Y8vdV871NStlHQLs3rFab3ihF5h3LAsfVKZOS7PmFRmz2oZMxqGScucU9EX9dyrObwFHXtBxzYZmPM5rAUDy6SmXdWzFrSMeQ3dpKbNKin/TJOGPquiTsmypuXZsyrKtIo9o5HMalUmg27WoJ7SS8fVglGlYEjK6xNyJjWKpSLjyubihbLSUWPBBZGqhSneTeHvZIsvVe8c3N84d/x0+7YdF2p29x9ovlzfdH77vlpdYbHUoOeqlCzN/2bFgkIgbiRnW7itJcjK3NPCzBkAsPmP5lU2eaLuzkT3s0+W//jm/t/Pvnj55NOnd64tjnc311erpNzkxHg/30AcEg/xhvp4g6EQFIkYFBebtHPn7kePv9jYePXT1/eE8fGx2JC2o93Pn/z8w8MHI8ebumq3nymq+GRw6tbgxKOZ+WfTs0v7GtqEnHOMpPPM2EusqMvcmCFpyrSWPKOjzeroJj1rWkOfUdNNWtasmjEpp0zKKXM65qyeMaWhzGhos1q6ScuYVVHntYxFHXNKljWrpCxo6PMq6pySPC3PnlVRF7Sc5TzVtULjrE5tytGZcnVjatGYij+pFY8qRIMSfp+QO65V3t5eda2ifCTH2MaTHKby6xmijvKawb2HFlvPd++sP1lWNXSoZeLoqcGm4x11h/YYSytVBXlCvYqtpSbx44Oz/ZHRWHAo3NPfzQFlawmyNPvnm8C/s54qVUyd2ndv6srzT1f+/PbBm+ePfn9674eHH942DZ08uEuvFGWkJQYGBiEgaJAHDAxCoZB4At4vNjZh9+49j776cmPjze/PvtJQGXHEsCP7Tv783csvP7w1euzI6bKyI8bCpfPdv9/57IvJ6fbSkl3p6Yeyko5nxx5PCzubEdZOCetgRg5J08aU2dM6uimHNW9kz+qYs1rmjIYxpabN6VizWsa0gjwlz55V0+a1jCkFeVZFnVVRTWqaSUVdUjOWtaxFJcWkyFpQU+bUzEWdeMGgu1ZYsJBrmNQphtWiYRV/XC0cUfCGJLxRhXhUIR1WK65Vlk3m6S6K+GdZ/KMMwWlt3vCufcP7G8ebjl/Yuqu1vLp3/4Hp1taRYye69zcfLt62S19WLMtTcXX0ZEF8ULYfIgrpHQhxJ7k5oGwtgZZmbuYAB8B/nMY+USybPrX//nTfizvXX33/2dsXj199/9nPj/91b2XywvGD+Xp5VkZyYEAADIQAekChYDQKicdhSXFxiXv21H/x5eP1tderf/5cV1qWHBjd2nj22aNnH41P9+yvr1co28q3fT1//cOegZ5du9sL8yeqNvfoxOe5qe30hHZyVC83sV+UPCLLGJFlTKjIcwbmQh7HZGCbdGyTnm3SsxeNvIUcrklDn9cy5rWMfxb7vJYxp6LOKakmBWVBTllUUE0y8qw0Y0FDW9Bx59WiGbViTqddzDdM6uUjatGQij+i5PUKGX0i1qCUb8rVL28uXigt6FdLzrAZLVnUFhrvnKHgSs3OC1U1nbV72iq212tyOur2TLeeGjtx8tLeQ8crdu0xbilTFCo5WlqyINY/wxceifpfrPZWECtzj/ewniyRz5058HCm/8XdG38/+2L1pydvnj/69cmnn92c7WxtKsiRpafGEYl4OBgO9oZBIRgkAkfA+8XFJezaVff5o89X3/218e73k/v3x5LCB9oGvr375UJXz6WdO1pyC8YOHrvdP/7l7MLV48cna7feO7K/V8c7mh1+lhJ9iRY7LMmcNbDmDMwxRda4ijyppkxpqNMa2qyWNatlzulYJj17Tsea1zLm1DSThr6oZ5k09Dk1bUqaOSsjm2TkBRl5SUEzyWiLKtqSlrVilCzp5PN61VKu/lpJ3lyeajZfOajk9koYfRLWFQm7V8weUcuulhUulBoHtZKLIm5LZnYLnXsxv7SzYuux/KIL1bX7VPpaiXzg0KHFC21zbW3tdfuOV+zYl19VoS3R8nPY6dL4wCwSLALu4Qd2IzrbImwsgJvM3N/DeqpEPtO6/7PZwZ8ffPj2xeP1X75+++Lxb1/fffTRfOfpxoIcWUpyNB6PhoOhEG8IFIxGIvAkQkBsbEJNTe2Dhw/evvtrY+NVd9vZ1NCE0YsjdxduXu/tmz5+/HxFzeUdh24NTX6/fO1yeVmrmN3KyThCjmxM9T+eFng6PaSLmTAszZ7VM2d09Fk9Y1bPmFRTxpXZ0xr6uJw8oaAs5vJNetacmjanps2qqLNq2rSSMqekzkizp4QZSwrqkpyyKKdOi8nzSvqChrWcI7mZr180akwG5bRONq4VTxmlgyrOgJI7qOIPKgU9Ek4HjzmgEI0ZZAMaYRuPfpxCOSeSDVVvP51feKFq69ktldVcwU6ZYqS5caH9zEpXx8W9+1qr6w4W1dQYK3LEeQKyMjmU6oeIgrn7/sNqZeZtCXA1A9ibATb9Z5c1cWLvg+m+Xx5+uPrTk42X36z+9OT3p/e+vL3QffZwUa4sJSUKi0PCIBAfTxAYhEKjib6+gbGx8ZWVVXfv3X27+tfGxqsHH98SZnP6T/c8XPrg87n5GxcvtVfWdm4/8Gjx+njzkbGa6tEi/Ul6wpHs0OaMwKPJ/kcT/E6nhZ7LiugTJE8oyaYctsnAmjeyZzSMWS1zTsua1TLnDZwZ9f8s/Fk1bVpBnlFSTAqKSUaeEabPS7JNoiyTiDwjopjktBUD/2a+8nqubkYtm1KLR+TcITlnUMG6LKEOqHh9Cm6PlD2klvQrRAMq8aBGOKARtHFpLVmZnWpdf+XW0wUFl6qrjxYUVjDYrVsqxo42D7U0LndeGj524tLepsObd9bmVWn5ObxsZUoYzRcWCXEl+jjhnG3gthZAS4Dbe1hPFEmmW+vvz/X++OD6P6zvfnz88qtPHt+e6247XJgrT06NQROwQAjc3QPi5YNCoUkkv8Do+JjK6i33Hn7ybv31xsbbv375qVSp7W45/vjmrc8Wb9682Nm5rXapvetq1+XPR4eej1yeKFK10mKPpge2kkPbKBHnyeEd9NiLtOhuRvygIGNazZ7W8mb1QpOBP6WkTiupJh1jVkOdlGdOqbLn9fRFPWNBS1vU0qbE6aPc5BF28jg7dYqTMcPNnONmLfEpV0WMWQFjlEsd4NP7BYzL7Ozz5OQL1JQuXnanhNIpoV6WsgeU4mGNfKE0f1gjO8+htfP4B9LpbSrjlYqtF8orThWXNupza7iigX2Huvfs79rbcK2rb7HjSk/TyWM1DduN23TcfGG2Ji2cHgiPhjoTfBywnnYoB3OQFcDTDOBk9h/Hho/lC6db6x+Yen+4v/z2xeONX5+u/vT4j2/ufnl7rvdCc0mhKiE5CkPCQxAYL2+Ejw8agSQQSX4JyXE766o/f3Tn3fqrtY2/197+efns6YtNBz+enLk7u2I6cfrKjh2f9I/cm5y609vZVaA8Ro9vpUQdSw04murXnEA8mRpwmZ0wLMkcEWZOyGnTGvaYnDWm4CzkiqeUtHF51qAwZUCQOC5Pn1JnD4tTJqTpY6KUCWHKFVrkFVpMHzX2SlZ0T1rk5eTw/tSIwdSo3oTw3rS4XkpKBzW1k5HRyci4wqNOKAVLRdpOMbmdl3GJT7vEYw6oZLOFuZO5unY2/QSV1pBOb+ZKe8q3dlRUnSoqO2IsbDYUjh46cjiv9PK+xluD41e7B64cOd2279iugh05vCJRtiY1jBYIi4Y44j2sEa5WMDszHyuAlxnA+T+Pth3NE0y31j+cv/Ls7tW/f/hi49en6788efX9/W/uXh3rOVVeosnISsAScRAYEgxCQiE4HNY3ODg4m5zecHD3V189XF376936H6urv3/7+O5o++nJtvab/ePjhw4P7tx5u+vKrf7+kYbdC3sre9WMTl5yJzfxIjuuNTP4WJJvSyy+LTPsYnZEHzd5VEYZklAm1JwJNXNKTZ9QkEek6f3CxMvsmA56xCVqWBc1vIsc1kuL7M4O7aNFDTLi+8kxfZnR/VkxI5S4cUriDCtjXswwKbkzGuGcQTpnkC7mKpYLNXO5slGDYFDDu6LgXZYLh/SqPo18WK8cUMuOZmcdzqYf50svl1VcqdlxoqD4WF7xpcraiaYjjXlF40dbbw+NX78yNHq6/dKhkzvzanJ4+fwsRXokPRgZC3Mmum2COVmAbAHe72c9ViCaOrnn/lzPD/eW3z5/tPHbN2u/PHn1/f3v76/MDp7bXpnDYKT6BhBgMAQYhICC0Vg0ITQ0hMejt55u/u67R2vrf66t/7ax9tuvX99d6Dw3fbZtvr17eM++mX31ty91X71w4Yf5yb4SzUla9DlqZDsjuoOb0C/JGFdRr/CS27PDj8Xij8YRzmaEdjLip3XcSS1rSsOY1tInNZRJdfawNGVAkDgkThkVpYwKkscFyZOilBlp2qw0Y5KXMi/KnhdTFsTkBWH2NTnzpkF4s1C5UqhayJXNGcSzetFSvmJSyx9SsvvkrE4RYyxPe3175WRJwYBOPqxTXBRwjzMYp0Xy88bCvuraM8WbL9fsHtvXNLDvwOH8gsGmlo/6R26PTE61d1w4eGyrrlzJ0DJTBBnRtEhCMs47COSA9bCG25sBrQCe72E9XiCaPFn3wNT74sHK/2Z9/ezB9w+uzQ2d27k1l0FP8QsgIBAICBAOASJwGEJEWIhGJRkc6Hj+4uv1tT821n97/ujjwSP1pjNH5trOT58631FeOb+//vqZtm+vLg7tqWnmpLbSo8+RQ9uo4a1ZIedpkSOK7AUjbz6HOyRI7qBFHk/yPRyLP5kWfIEZ18tPGZZnjqqypvTUCU3WrI42oyHPqcgziiyTIntGljYtSZlXZM+JMxal5EUJeVGSPS/KmhNkTouyTVrusJQ2IKIMiqnDUtqYnDmu4gwrWINKbp+S36uWrmyvnK8uH8pRj+gVQzr5OR77KJvXpssd27W3q7Jm+mDLdEPLha01p8rLu/ftW+66/Mn41Nyl7nP7miq1JTKKgprATo+mRJNS/GFRcFeShw3CwRz0X4pAvmjiRN392Z4fH6y8e/Fo4+U3a798/frZw+/vLy+OtNdvL2Iz04KCSEg4HOINQUFRRCwuMiw4N0c1PXHlh+ePV9d+33j786djna1Furmm/fPHT1zavvdMXtFCff29jstzJ490VhRcMghPUKPOZoe2UcPPUiPa6dFd7IQhUeaCgb9gYF3N5Zh0zAF+8oXs8FPpgacyg85Rwzs4sYOK9GFFxqg0fVyWMSXPnBCnzUgzp6Wpk8LEWWnqVWX2vDh9hp88zo4focf1k2M7MiO66XEdjMQubtplQUaPMLNHkNknyOrlZ10R00cN0tmyvKVt5cs7q0YKtf1a0ahB1iURNGZTzuvyx3ft79m6a7bxxMCOve1bt3XV1V3ev3+lu/t635XpCx1t+5srtSUKuoKawMqMpsX5pwWhYuCuJDcrmL0Z0ArgYQZw+k/Ww0be+PHd92cu/3x/ZfXFo/WX366+/Pb1i8+fP1y5NtFxYFcpj50RGuyHgiGgPjAUDIFDIYP8iRqlsL+3/enXd1bX/nj945crZxvO5Mh7NpcN76g7mld+pqB0bk/dXEPD4onmTy+dOqVgnuWldnKT2qgR5+iRF+gx3ayEPk7KqCh7QkGe+afN1zKWdaxxWWYHO+YcOaSNEtrFie0VJPZyEwb5yaOi9DFh2owsy6TInJOnTwuTJrhx4+yYMWbMICVqkBY7yksdFWdOKRlTGs6EnjdhFE3miScN/Ek1Z0jKuCygdAhpy9vK7jTWr+yqWqgpGS9SDunEV6TCw5nZJ8SqjqKtPdV7ZpuOnyvZfHHbtvEjR/obDy5cajd1tM9e6jy//8hWfZmep+NnSWiJvMSg9GB0FMrD19MW6WQB3QRw++f3939jbc7jT5yoezDb8+LO0rvnn6+//G7tt+/e/Pjopy9u3JzubqwrF/Gyw8MCkTAEHIRAgOF4NCbQl8BhkE+fbPrswYdr7/745dEn7WXqI0LaaNXW3sqdLcby3uraD1oOLjXt+2ZysK+m7DA/+6wwq0dKPkuLamNEnc0O7aRHDwlS+tjxFynhQ6LUUUnGmChtWpY9p6NP6ahXBEmdrJg+YdJlblyfIGlUljkiSpuUZk7LsybFaeOipHFB4gQvcYqfOCNIMUnJ8wqaSc006blLeeLFPJmpQD6RK5nKky4WqxfzFaZc+VyBajJfPVZouN2we2lHxWJN2eLWgqkC9ZBafJJO2Z9NaRYpeipr+2vrjupy2rZUjjQ2DjU1Dh1tnj5/Zq6jq21fy478qnxJnoyuZqQI4gNTAlHhSA+ilx3S0QL8ftaWPP7Y0Z0PZnt+vHd19fkXG799t/7793+/ePTTFzduTHUerq+QCKnh4YEYJBoFRSPASBwS408kpCbF7ajZcvP63JvXL/94ev98kfQoP2umdnvf1rqObfsWW1runGm+efzg3KE9hySsw7zsM2LqKVZSU1rwSUp4GzO6kxPby4/v48V3MqMvs+OGxGlDguRhfsqYNGNMkTUgTO4TJI3KM4fEaUOy9Ek1ZUZDm5RlTUgzp2RZk9J0k5JsUmSbpJnTgtRxYcaUjDIqIffyMwYklAEJfUwrGNELB9XcaaN0Vi+dNcpvVBY9bNz7QV3NbNXmvjztaIlxtjx/rsQ4U6C6KKA1kdP3U2kXCkvaCosPyuRt5RWTzS1jLf8XI3fdHeW9rw38nplMfDJJxt3dfSaZjM9k4u7urhDDibsL8QRPAgQtFAqFlnp33Sh12kJLoaVFiiR5/ug5z1n7nO6zz1v4rGtd67q/v7XuoQNtrednp8/NLUy39u8ub6pIL8+MyouyJJnkNjlTohe0gwAAIABJREFUzUDzsDAazAXnCvKHgHzAgOc/p7U08czo7s/+Yv35v1jvfvHmG+cPD3c1pSaGqVVSDpNNwVNpRCabxhHx+IEaZXlJ/tnnV+8/unvn6/f6c0J7og0HSvPOtHScH558cXDg9PbNB2vLRrKTd4dbWkIMg3GONquyUclqN0nGI/Wzcfr5mIADCfqlhKADMbqlOP1qoul4oulovOFIgnEpJnA5Vn86I/i57JDjGfbnckMvFEQ+nxt+ISf8bHrw6WTr6WTr6QTTmXjziRjDkRjTapLjeEro0dSwEzlxJzLjzuQmr+YkHMuKX06OOJoceSo3+cqmsm/3DH07u+fS9i1LRVkrRTlnq0qfryh8sSZvJSNyKiq4I9gylpU5XlAwkp+7srv5jYW9Rzs6F3ftvDg389z03PjOrh2l9dVZVblxRfGONKvKoWCpGRguwZfh60Zw+3vWsqSzE63XLq78f9a133/88/YXv3311lsvLI31bE1JDFXKRXQylYAmkXFUNo0j4HADteqSwpwjpw7fefDzbzc/6c4L2W6XdkZaj2xtfK5v6P3FvQery/rTkneG2bbaAnbYdC1O/S6LqkbB3qTiNFsU3XbFcJhyOiZgMUa7N1q7EK46GK09mmg8nmhajTceDNfM2yWHI7QnUiyH44OOp9tOZThOZwY/l+k8Gm86Gm9ajTMejQ46HmNYCtMdjNAfjjEvJwYvp4Qey4k9k598MidxOT16KTVqb4xjNsS4EGU/U5T95Wj/D4szr3e2Hi3NWynKubS55nxl0cv1hcvpYZMR5jZLYEuIoz89Zba8ZLWl5fW5hcPNzQdams/PTJ2cmB7b0bm9uK4yozw7tjDWlmJWWJUcNQvLw8NpcFccFASHgGDg/1YCg+VJz020fvrC8i+fXH12+/P13288/f37R7ev3f3q9X9cWp4Y2J6REqFUCGlkEglLpOCJLBqdw2LqAtQFhdkrq0v37t96+uD7qS1FjRbZWGr4fHnB2c7e60fP7N1UO1dVUB0kr1ILqpSsGg13m12z3RlYHSCqCxQ3ank7A4Q9FvmwQzoaLJ0JVy1GqA5EqY/G64/G6Q+EKedswr0hsqUo7YEw1VJ04JFE40qi4Viq5UiyZSXBshRj2B+iXrRK9zoUM3bFtEM1FaqbjghaTHTsTQ5ZyopeyY6djrJMRRjHnQEjds1iYsgr2zZ/Ntz36cjguc2bjpcWvbKt7lx57qWa4mP5qXti7X1OQ3eIbTglYbIwb2lLw6WRoeX21sXm3Sf37FkeGh/Z0t6UW12eUpwbVxBvT7EozQqOnIXjEnxpPlCMKwBzAf2Pv1/0lsSfHm/+i/XJT5+t3fvu2R83Hv7y2d2vX3/74uGRnqa05DCVUsSgUqgEEpVIZDMYXA5LrZHnF2Stnly+e++HjbVf/nF6cSgz/EBJ8kROwtXR0Q+Wjl3aM/HtxRMtkcYKOa1WSa2QEsuVjCIZPVdALBSSC1n4UgZhE4+2XUHtDGIPWgQzIYqFMOWhaO2hKM2CUzptE0xZ+XtM3EkTf8osXAxTzocrFyJUC5Hq2VD5mJk/ZuTuMfImTYJhI79Pzx0wiweDVcNhuqFw/VispT8scLdB1GKU9thUPSZ5l1FxKDPxUkPNG627LjU2HCvMfWlr9enSzOcrCl5uqjmQnTAR4xyPixhJiu1Nip2vKjvV0bp/547RurrlwcG9XQN9m3bVZ1aUJBRkR+cmh2Q4A5xqnppHEhJ8qT5QjCvg/Tes3YWxJ0Z2fnx+6eePXnry07WNP75ff/DD47vX73339juXV4a7GpMTguUyPo1MpuBJZDyBSaPxuGylSpqbl3Hi1NIv977f2Lh388MrnSn2nqjAsdSwS31dby3uu/36K+8dnm4OUW0LYreY+e12yS6LtFhMymD4JeO943zdEuFeuTh0JRfdIMbvUlH7jfxxu2TGKdsbrpgNFk/bhTMO0biRM6ClDwUyx8y8aadszCbs0lE6tMR2Dak3kDFg4HTrmDukhN1KeodB0KSib9WyB6Mtu62aCgm9Us6sCxQ1W1U9du1OrajLGnAoO/VsTdmbu7cdL8q+WFeyWpS6nJ38+WDn5cbKheSoqYTIvujgzrjQhcrSY7t2zDc09JSWHujqnm3p6q7e3pBdVZ5cnBubnxaRHW6I1AoCeCQxzofsA0W6gbz+Lq3FcceHd3xy4T9Z799Ye/DD47tf/H7jH+9cXhnoqIuPsSrkAgaVQiWQKXgig0rl8zgKpSQjM/nIkYWff7vxbOP3X797ryXNttMqGoiyXOzp+HRp6cujB6dyYpp0jK0a6nY1dZeOs10r2Kzk1sg5RSxiFgGZS8AWkPFlHGwVH1cnIuxU0LqD+ENG3oSZO2njTztEs07xHht/MIDRq6X2BtC7tdTuQHqzmrBbiW/V0HarafVCfBULVUr1q2Bji+ioQhauXitoCpQW8WmFAlq+kFqkYNfqRG1WTatZ3RwkH42y74lxXqwtOVOWfaIkbTkvYSk39evxwa/H+s6U5R7KThqMDW6Ptu4pyFlqapyuqekuLtnb2j6zu6O7evuW3JrK1NLCxOK0iJyQgAg1L4CF5eHhJBjUzxXkAQFcQaB/Zu0riV8d2v7R+UO3P3rp6e3P13+/8eyPG4/ufH736zfevrg01NmQGGeXy/l0CoWMJVAJRBaNxudxFApJRmbyyvLcz79+93jj/sNfvxitTmwJlrVZA5/buf2tibHz22vmEsxNcvJWOXkzF1XFQBUQkKlIv0Q/n1QEPAPjl0dA5RD982iIMi6uXkrbKqfvVDDaVZQeLWnExB6zcMat3AkbfyCQ0aEgtquIu2XYZiVhp4KwVULYzMeVMlCZOJ9khGeCj1uYKzjS2zWdjCuT8nMZxFh/r1QKpkjKLlBw8ySMMiGtTslrs2hGo2wDwfoDKREXqnNXi5JWS9JWCjMvN236uLv15caqlbyU/mhLW6ShNzluvrJiorKyp7hkz5ZtE9uae2q27yyur8msLEwoTgxOt6vDFGwtE8vB+uC9IDB38N+x9pfEHB/c9vGFpdsfX33687X1P248u3/j0S/Xfvni1bcvLw93NybHOZRyAY1CJmDwRByJRqWx2XSpVJCekXh4eeHnX797vPHgyZNfzoxv74xStwYHvTLa9+Hc5KHc5GG7vEXHbRSTM3yhce6gSHeXSJhntB88iYhOJiOTsX6paHg6EZ5J8SvhYGr4uCYJsVVJ69YwBoLYgwb2oIE5ZuH26xltSny7itSqIjYr8U1CdBXDr4Dgk4H2ivd1C4WCggGQFQBsEFAk3CubSszAI+L9PWMRnikkZAYLl8cnlwvoWzTi/hDjTJxzKTNuIsp6siT9QnXu2cqcF7fUrhbnXdxU8eLmimNF6YPRlo4IQ2tU6Exx0UJF1Z6q2j1NW8e27u6p2bGruKE2syo7Oi/SGG+UWOV0NQPFQnqgvSEw979Pa1HU6sDWj88f/unDlx7f+nT9jxtr979/ePuzn6+/8sqF/T2tNYnRVrmYQyIQMGgcFkMkEkkMBlUi5cXFhy8cmPnpzrePNx6sbTy8duXwSLq5Ndzw5t7xr44dnE+P7bOrO83SPLx3so9LKgKWScEmEDDBfj5GhLcV7ROG8EvCoLNpmCIusYiNKWb4V3PR28TkZjm9S8vs07P69PRODaFTQ2xT4lrk+BYFfpsQWUmFFRO8c9Ce6SjPOF+3MA+oA+JmgUBMYJAFDCTAvfKI6DS0TyoaFgN3TUJ7VfBpu3WqVr2616Y/mp/6Qm1xjy1wMTn8yubiE4VpL22vv9BQc6aq6Gxl4Qt1ZdMp4W2hgbvDbXMF+QuFJXtrG6aato1ube6q2rajsK4mszIzMjdcH20QmaRUBR3J8ndFeYN93EGeLiA3EAD5J9aBkpjjg1s/PHfw5vuXH/34yV+s93/69M5Xr796YX/nror4SLNMyKaSyHg8CYcjU6l0DocplvASkqIW90/f+uWbPzcePtl49OC7tw7Xp7XHWK/OD3++sm9fXspYjHlHAD8L51VAQZVxKOkUdCTWP8DLU+TqIvf21Hl6hiH808jYAiaphEmoZOErWZg6IWGbjNSsonbp6X1BtE41rltJ6FGRmqXYnWLsVgGmloksI/llozwTfKDR3tAQd5cgCCQADDa6QoPd3KI9vBLhsBR/n0IyroxJrGQRt0v5PXrdoNU45DCfqyr5bLhr2GnqN2uO5yUdSIs+UV5wdfe2Cw1Vlxur39jdsD8nrifC2Bpqns/LXiws2repYapp20jTrp6aHTuL6yvTStPCMkICIgL5QSKSlOJP93dFeoG83UEef8M6XB53YnDbR+cO/fjei3/e/GT9jxtrD354ePuz3759681Lhzt2VcRFmJVSHo1CxqBxGAyBSqVzOAyJlJ+WHr+4f/Lmz18+3Hj4aO3R2p3Prww1jWZFX5ke+Gj/zKGijNEoY6OCVcOj1PCo5VxKDhObK2QFwLxTlCoHg63xgYcRcdlMah4FX0zC1DAJlUxMCR3eKMHuVpN7gujDZsZgIHlYSx4JZPRpGTtE+K1CUj2XUISDZ/h5JsDcozzdHC4uTj+/CBwumkjKZLAL2cIUNDYaBovz9ijAo+o51B1CZptMOGTUjjoMR3PTPhvoPJKZ3BMoP5QcsT85cqUo+4Ph3nf7Wq/uqL9UV3a6MndfTvxoQuhqZclSadl0cfn45sahhu0dFQ1bC6pLEvMTHAkWhV3D1gnwIrw30dfF3wvwdgN5QAAo8N9Y+4ujVwe2fHT+0K0Prjy+9en67989u//9n3c+//XrN964tNTTUpMca9cqxXQqBYslEPAUCoXGYtGlckFScvT84viPP11/sPHo4frjjfs33tzTMp4W9eJo5zuTw/PJ0RPhhma1aIuQtU3EHggO2q6XVij5gV6eZgJZhUBLPNxCSKhiETOHgCjF+1dRkeV0/3yCWzUT1qIkDARSp82saQN9Sk+fCGSOBPI6VZxGHqmMiEj2gCR6umYgETHesFhfRBKRYoP76j1hDgQuFEUK9UPGY7FJaESMOzTbz2srn9SqZHRquANG+f74kFc2lx2IjRgKUi8lhR9MjVrMTHyrr+O94c6LjVWny3Jf313/QlP5vuzYy1s2Hcov6E/O7Cut6qqu255fXpWSmxmWGKYPDZIYVUwNC8lBu2PhEF9PwMsNcP8b1r7CyNX+pk/OL93++OqTn6+t3ftu7f73T3/76t53b791eXmwsz4jMUQtE9AoJDyegMMSqWQKi0EVibmxceGzC+M//nT94cbDRxtPNx7efH2ybTjBeWW4+8OZybnEmGGrtl0j69Sqjmel/mNX40ycs04tCEbCJRAI3wUq93CJZWCK+aRsrHcR2qua6lcnxFaz4dU0zw4lYUzP2GvlH7Lz95m4M0HccT2/U8Vp4JDSYO6JbtAMX980P0Q6CpuKxdk9vHVuHoG+KKmbTyiF05KYXqELTMBhk/xgcW6gQqznVhG2Q8voD+DtsSj3hZv2mAMnLQELEdbDadGHc1PONla90bPr5Z11r++q/6B7x4tN5c9X576xs34hLbkvKaWvtGp3UUVtSlZ+ZFKcKcwkM2j5GhFRTPQi+UNRPmBfd8ADCriBARcAAP/zx2t+xKn+hk/PH779yStPbl9f/+PHZ/dvPrn3ze8/vPfOlaOj3U25qeEaGZdCxGIx/gQMkk0mCRh0qViQmBw3t3/qp1++eLLxx5O1Pzce33770MBAiuPicN9r07MHi4s7AuS9duO+jOTXdza+urV2JtLSbpJvCZIVC2kpZGQOC1+r4NQJyNVM9CY2pl6Ab9Gx+q2iYZuwR0eZMHEOhcmPhitWbKK9Bu64jt2poNfSUZEgIArikuTlmQqHpfjCsonYEJR/OJMVo9Ax3XyLg2OfH5mbqticyxPEwX3SEYg4N3ARxnMXn9SnZE8YJBMW2ahRMRQkn7DpllIjjuXEv1hfcmlL1RutDa/v2vTylrJzVTkvN5a9trVyMi64Kzayp7BsW05RcVRCmi0mVO3QcjUypoSHpWM90HCwnycIBgVcQQAYAAAAAP65WwsjT/c3fH5x+edPXn1y58uN+zfXHtz6i/W9l1Yn+rblpoZr5Tw6GUciYmhEPJtMFLEYKrkkPjFmZt/krdvXH6/de7L258bTu28vDw2kOl6bn/zzw4+vdHaMhBjn0mKfb6x6obFyOTdx0KHtDBSO2NSjDs2oQzMerB22Ktt1gh0y+lYJeTMX1SDADFiFM5GqwSDmrF1wPD7gVKzuZLjqkF0yHsjtUjIa2LgUL7c4V2i8m0sMFEjxhtZLuMl0chACKfFF8jz8ZN6owgDzcGZOi81axqBukQir6KQMGKQU4bGbQ+ySMrpVrDY5q1PJGzIo5qOth1PCz5ZnnSzPvthQcnFz4amSlOcrM19tKr9UkzcQEtAWEdyWld+YnpsTEhUfFGIRG5RMhZjKZyHJGHeUD8TPHfCCAFAAAP0N61hJ7JmBxusvHrn96atP73y58eDW2sP/YP3glZPTQ7vy0yP1ahGDSiARMEwqSciki1gMhVQYExsxOT928+frT/9K69M7r+3rHk4PuTja/9tb76w2NQyFmw8Vpb2wveZQYdJ4tKndIGgPYA2bhZNOxahNMmqVjFjE3QHcBi56EwPewEVsFaK79YxBE2soiL4vVHIyPuBUrPZktO5AsHxIw+5Ssru0wna1bKuY18CllZMQDRxCm05YLuFbfGEaGEzl6R2GJzaZzB3Bth6rftxpnA63dekVWwWUBipmKw27m0faziM0S+iDetmwSTVi0+xPDDmam3C8OO1iXeGluoJz5ennKzJe2lz4Ym3ObEJwW7i9Iyu3LiUzzRoSqbEG8QNkNCmfyKb7EdDuSF+InxfYBwpyA/0t62hR9HODTV9cPvrLZ689u/vVxsOf1h/+9OT3b3//4b2PXjs9N9KSnx4VpBGz6EQSAcOgEIRMuozLVkhF0bERYzND39/87On6H0/W/9x4eufl+Y79FalXp8d+ePHKubaWoWjrkdL0IyXpe9PDR8O07QHMFi2lz8IdDhaNh8mGHMI+C7dLy9guQG8XILcLEO0qwpidP2bjDuup+0PEp+O1zyXoTiYY9joVPXJ6n1Y4bFQPmHQtKvGQWTNkkIybxdNO9WiYqVEnzeXSC3iMLod5NNw2FWE9EGffH2OejzAOmJQDQcpuBX8ni9gupHcq2YN66YRVOxNqHA8OmI20HEqPPF2WfrIk9URBwsnC+BP5MRcrM8+Xpx0vSuqPD+vJza9Lzki3hUSorUH8ABVLJSBzGQgi1hMNh/h5AN4ugOvfp3W4MOpUX/1/pfX+rbUHtx7f++b+zQ8/ffO5hfH2kpx4S6CcwyDTKAQ2jcynUWRctlohiYwO6x3p+urbDx6v/f7ns0cbj2+/Mt9xoCrtTG/b/fc/eHNqfLUmd296xHBI4EiIts8o6NTS25XkLjW1R0cbMnKGTbwxq2DSJunXMZrF6BYxqldLHLdyJ4P5I0HUBRv3eLTieJTiWJx+PljRo2QNGxST9qAunbxHr+gPkgwG8kb1rCkTf29k0Hy8fSLaOhISOBdmmHRop2zqGZtsj0k4E6yai7IsRDrmneZeOb9XwRszKvfYdJP2gJlQw0KM7VBK+IHU8MOZ0SvZ0cdyoo/nRZ/Mj7lSk30mP/ZMeep0dlJvTm59akaOMzJCYzOLDTqeVkwTsJBknBfG18X/f2MdLI442lPz2YWDP3/40uOfPl+//+P6g1tPf/vm4c0Pr71xdv+ezsr8JFuQks+ichlUHp0uYDIlfK5SLg4Lc3T3t177+t1Ha388XX+6sXb3zZWBA6VJ++tqb7/z3uenVy/UlewJ1w9aJf1BnIEgVm8go1tF7ZaTe5XUIR17LIg3bZOMBbFbBMhdPPigjjRuZIxZWSMm6rAOd8DBPRYuXAoRLIYqpqySXhWnXyfdHxUyH2qfDTZNWbUTBtFoAKtXQRwMYA8aeF06Vr+eOxDI7tdxBwJ4AwHcgUD+hFW1N8Z2KCl8McI6qldMmjQLTsNCuHkm1DAbZlqIsh5Jjz6WFbOcFrqcHnosK+JUfvS54virNRmrGSGH0sP3FWV1ZWc1pmZkO6OiA51mmVnN1cjoYjaKTvDC+rn4eoG9oMC/KIGB4vBjfbUfP7/3p/cvP/n5+tq979cf3Fq7993jWx9/9c4LB/Z0VeQmOgxqPovKIBEYeBKHxhDzeDKp0Om0dnTv+uiLtx88+/3Zs2fr6799cnHhWG3m0qbaOx9++OCjf5wrzxm1SCdsknEja9rKm3aIR028fi2tQ4Zvl+J7VJQ+DbVViGyiefSpCVNWzoydO2Ki9GrR4zr8SqhgNVK8FCbaH6GZdSh6lJxejfhATNiR+OhFh2XBYZizqWfMktFA9pCe06uh92poQ3pOn5bRrWG2K+mdKvZAkHTKETgXbpqPME/aAybM6sPRjtXE8CPJ4QfjnQfigpeTw1eSI07lxB1NDzmaFnI4yXYsI+xsYdzLVckrSdbJCMNsTmpvfl5TWmaWMyoy0GmQmVVcrYQsYfozcB5YOMTHHeTmAkD/fgn0F4QtdVZ+eHbvzXdffHTz07V736/fv7X++3d/3vzo6/cuHp7urcxLsumVHDqJRsDRcUQOjS5gs8RCXojT2tqx48Prbz18du/ps6drz/748vUT+8qTV6rLr59evXHu2PH85CmLfNEh22cTHg6WHHDK5uziKYtgQEvt11B7lKRmAaKJ5tkmQo3oaRMm1riRMWwgdasQ8xbmiWjl0QjpgRDRYqhqj1ncrWB3KngL4cGrqYkn0xL2h1knjbKDodq9TuWUTToUyOlSUHpUtC4FuVNB61GzhvSiUaNi1KAcNShHTaoxo3IhxHg0Iex4StRyUtjJnITni9KOpEYeTYs6lh55LCP8WEb4corzdF7cpYq0q9WpB+MMM1GmqcykgcKCxtTM7JDoMJ0jUGxUsjUCPJ/sQ0a5ob3B3lDAFQJAgb9l7S0IO9ha/sGZvT++c/nPm59t/HFz7f7NtXvfPr71ydfvvrA821ddkGzTK7l0MhWPZxEpLDKVw6ALBZzQEFt75+4PPn/z0dpvz54921h7/OPHL0+WJO7PTz/fvvX4tvJ98cFjgfwFi/CwXbhkFx60iw+EyJeiNftCZf0q0m6u7062T6cUO25gT5hYI3ragI7YrUL0qxCHQoTHo5SHQqRzNsGMQzqs53fJWR0K3t5I5+m8jFM5qaupURMG2YxJvGCXTlslI3pur4rWo6D0KqlDAdyRINFokGRQJxoOlI3o5eMm1d4w80p86GpK1PH0mOOZsS9W5Ly/c9O5wtSlpLCVlPCjaREns2NPZMc+X5TyUk3uSxXJK8m2/UnO8dS4wcLC7Vl5WcGRTpVFxdWKqTIulkv0Ifm7IjxAnhDAFQS4/D1rf2HkwbbKd08u3njr0sMfP93448e1+7ee/vbNgx8++OIf55dmeipyEy06GZdBpuAwFBSOTiSxaVQOm+50Wju7Wz74/I0Hz+4+efJ049na799/tr+peH9G7ImanJmcqFGrul/F2BNAP+wQPhenPRmrXY5QLTiEowHUDhGiT4Eb19P3mLhTFv5oEH1AS+xWojtl8LEA7Eq45Ei4cq9DsuCUzznlY0Zhn5rXqeBP2o2HUmLnooMXo6yzdvWQkj6mZY7quUM61qCWOaBhDOpYQ4G8fg2nV8npU/FH9fJpi25/mGU1OfJURtz5ovQT2fGrGTGvbi7+cHfdGw1lR1IijqZFPZef8kJp5nP5yWcLUq9U5V4siVtJsc7FWgbjwgeLiuqT09KsYcEqs5YfKKRIWCgW1hvvA4G7Au5gwBX4V6zdueH7WyreOb743RsvPPj+k/Xff1j/48cnd7+6//37n7/5/L7xjrLseJNGymVQiGg0ysePhMHSySQGg+JwmJvbd7z76Wv3n915uvZk/en62v3bL833LRWnnK/Pm0629gYKWoS4TjF6KoCy18LaZ+XNmNh7ghiTRtbBcPn+UMmsjTdhYo/oGUMBlF4VvlOK7FH4z5ipp+M0J6K1e+2yQ5EBc055v5Y1oBX0qIR9OsVYsHHcaZwKDtwbEjCiYg4raWM69qCK1q+g9sspPTJSh5jYIaYMqnl7jIo5e8BSlP1cevzz2QlnsxMvFKUtJ4XtjbYez4y5UJpxoTRzNTP2WGbMuaK0F8oyT+cmni1Ivlqbd6k4/mCscS7OMZwU052XWx2flOGItMuMSpaai+eTfSkIN6QXyNsVcAeD/jVrZ3bY4s7yt1cXv3394sMbn23cu7Hxx42nd798+MNHX7516cB4b0lGglEtZ1PIeCQa5Y9Ao5BkMoHNoZsdhm3tTW99+vr9Z3eebTxaX1/bWH9y85OXF7cWnKjP2pti7tQyWySEdiG6iw8fkSFn9dQpPXPRIT4YoTgco54PFU3aOGNGZr+WNKAj9ynxvTLsgAo7a6afiFYfj9QcClEcizNNGPmdElK3gtUp4/Rp5eM2/VSIcTHMtD84YMEoHVXQx9T0qUDOHh27X0LoFmC7BPg+KXUqSLI/OHAlwnoqMfyF7IQL2QkXcpNOpEQsxdiXE4JPZEafzI59rjD1WFbckcyYw6kRx7JizxUmXSpLvVqVeT4zasygmIoOHc1M6ykuqk5KjQtyBHIUQiKfgWbjfcj+rv7eIC83kDsE9Fex/t0S6MoOX9xZ9s6JvTfefPHPH65t3Luxdu/bp3e/fPj9R5++/vziSGdharxeKWFTKXgUBuGHQCIQBAKOxaFbg007u3e88/lb95/d/Yt1be3ps8e33zy5cKG7YaUgbtAo2y0mtAvRvWLEuAozqSNN6hnzNsG+MOmUlTtqoI8YGEN6arcS1yXH9CnxPTLMsIawaGUvBYuW7NJDwYqTCdZpk6RPTu+Ws3qU/Clr4JQjaMKqOxBhOeAMPOTQzOsFw3J19vxCAAAgAElEQVTyVAD7oF1+OFi5zyKZN4oOONRHIgwrYcbT8aEn45zPpUScSY04EueYtWsWnIHLicErySGrmVEncxOXUqOW0qKOZMacyI2/UJp6uSL9cnnqPmdAFQ7eEqgazsjoKSkpj00KVRpUVKEAz2Gg2RhPgh/U3wfi7Qa4/a+sOeELO0rfXl248ealBzc+Xf/tu6e/ffP4l+t/fPf+h1efmxvuyE+LD1RJGRQyAYPDIHFIBIpIJDDZDIvDvKNz21ufvnbvye2nG4/W19Yer60/2Xjy6O53V2f7Dxel7gkOapVTO2X4AQV2UIYYVGD2BNFnLOxJE2uPmTNmZA8G0FrFyN0C3x4lblhH6VPgxnWU1SjlySjtMafqSIj2aJRh0aYeVnMH1fyRAMmsXT/nNE5YtIejLCuRhsN21UGLbE7Pm9Kx5/S8w8HKpWDlQYfysFNzJFx/NNxwPNJyPMZ2IiH4VHLYvEMzbhBPGKXzoQFzYUHHM6NP5ycfSAw7nBpxqiD5+dL00/lxZ/PjzubFzNm0m8jo3TrVUEZGd0lpWVxyiFwvJ/N4WBYdyUR54Pyg/jAIzBVwBYNc/iVrR1bozJbC15env3nthXtff/js7jfPfvv2yS9f/PHt+x+9enZutCs/PV6nlFBIBJQ/CuWPRSIwOByezqAbrabG5oZXP3j596e/PN14uL6+9mR948H6s42137+6cvxwRdaAWd0sI7fLcD1SZL/Mf1CJGdbgh3X4PSbmpIUzbuS2S3GNdPdWMaJfQxwOoIzqqPvswhNRmjNRgccc6tXQoOORpuVQ84hKMKjgjmhFE0HyaZt2wqycsyiXQwOOBmuWbfL9JvGcjjOtZi4E8vYaBPN6/rxBuM8sWwrWrIQELjkD99rVi8GaeYdqwiQeDRLusSnHLIq5cMNirH0m0rKcHnUiN+FcSfrZoqQzeTGns6Pmg/U7BMw2Y9BwVk57YUlhZHyIXK+kCvl4NgPFwsFIKHeUDwTmCriCAMi/ZG1NC57YnPPywT1fXn3+1y/ff3bn67X/ZP3w1bNzY135GfFalYRMJiD8kX4+KH9fNAqFJVGoAQZ97fbal9+9/PuT23+xPn228ejZs431+7c/uLK/Iq3XrNguxjdLMF1SZJ8MMaTGDaqxAyrkkI44qKW0S3D1FK9GunuXAtutxA3rKDNm7nK48kSk5mSodtWhPRVhOh5pWQm1zAYpRzXCUa2gT8HqVXEHtYLJIMkhh+pYiOaIXbE3SLAQyJvVsucDuAdMkvlA7kwAezaAd9CqXA3T7zXLJw3CYS17WMcZCuAM6tijJumYRTFu00w4A+eirCfyEldz4lfSo84WJZ4riHsuN2Y5ztmhEvc4bMM5ebuy87OdUU65XsMQC4lcFoZD9KUi3VEwyF8nwf+Vdawm8/K+sc+unLl7/b2nv3y9du/bJ7evP/zm/U+unp0dbs9MjVYqRSQSHuGH8PVBIOFoLIpAodDkWmVJY+kLrz93/8+ba+v3n649fbi28XTt8bO7X7+6MLi3OH3YoWtVMZqluDaRX4fQp0eG6Feh+5R+PWK/XjFuC92/hgBvU1J6NJReBW7Wwl2JDjgarT8dZzwWqjrqUC47tEcjLSth5n32gKkg6ZCG3adkNLBQm8l+A0rOtFW2P0R+JFi2ZJcdMosXdJwZNXNBz1kM5M3rONMq1rxOsN8omw7gj+s4PTJyu4TYo2EOBvFHrdJxu3LMqpoK0R+IC13NSlzNTVjNilpNDz2TGXEmPeJsduy++JCeUMdgdt7O9PwMS0SwNEjHlItJQjaWS/al+bui3cFeIAACACAQAPp71raMkNHqjIuLwx+/eOru9fee/vLVs1+/fnzr2p/fvH/t1XOzg+0pSeFSGZ9MJiD8EXCYnz8MiUUSSGSqWCXJqco6dWnl1/vfP9t49Gh9/c+N9fWHt15a6B7IiFipKJgINbYoGDsF6HahfzsX1sGHd0sRHUKfFhZsK8WnEOFazyPPx5qGjJxBDWneyl+K1C1FBi6Ha5Yc0hWnfMEkORyqPxHv3B+iHw8S96vZPSpmPQdd4AetwsLbVKxxE3+fmb9sl604ZAdMwmkNY0bLmNOyF7SchUDBlIozJmcOyxkDcmqPjNwpI/cGcEet8nG7fNgsGTLKZkIMy0nRpwsyThaknMiNOZrqOJUWdjjSvJJge7muaDg2tD8jc3tSVoreaRMFBrJVCrqMRxCQ/egId6wr2AsAwAAIAP+H7P9gbc8IGavJvLR35JPLp/9iXfvtm8e3rj346t3PXjk7PdAaHxMslnDIZKK/vz/M2xfu6Yf2x5FIFIlKmpQXt3p++ZeHPz/aePpobWNj/fGPr6+2Rim2meXLpXmjocbdEvJOLrJDgOgU+Lfx/TsEiN1seCPVJx/pFusJNChZiwmWngD6cCBtwSFcdCr2hij3BUv22wSHHOJ5s2jBpjwSZ90Xqh/VS7qVnE4le6eEVktFJbqCKpjongDeolG8z8A/5JAeckgXDLxZDXNKSZ+QUyeVzBkdf0TG6BNTeqXkYQ27T80aMcvG7eoRq2zMphy3afdFBx/PSDpfkneqMO14duxKqvNERsS8M3DYKL5QnTeWGNmbmrIjKT0l0GETBuiYCgVdxsHx8DCynyvG7f/AGjpanXFpceTTK2d++/KDp798vX7v26c/f/7gy3c/vnJmrGtHbKRdIGTi8Vg/Xz8vTx9fL3+0HxaHI4iVkpTsuNXnj9x68POj9cdrz56u3f72XEthtci/VsI4XJw7HmnZKSbs4CJaBP7NPL9tXP8tLN96mm8xzjcB7mFzBQo4+EGnsk1F6lbhZx2CQzEBCyGKfSGSA8Gi/XbB/mD5nF2xL0K/L9I4FCTpDRD36eUtSt4uKTcF7hnl69YoZkwGiOd0rAWLYMEuWjALZrSMSSV9XEEdEpN6BcRuPqGTT+gWkfpk9B4lZ9KhnQ0zjNtVs2FBc+GWQ/GRzxfmXa2tOpWfvpwWeTjFeSQ9Ytym3SKmTyaE9sVHtiUnb0tOTwlyOqXGQLZKTpMy0Ry0Bx7ugvz3ae3IDB3flHV5/9jnL5/9i3Xtt2+e/HTtwZfvfHzl9FBbU2ykTShio9H+cJiPl6cP3NMP5YfFYHA8MT8zP+XECyduPbz9dO2PjUe3312e3GHh5uGgRVTcQkbKVKx9l4LSwIHvECEaub41LHg5xTsb5RbpBTVBwAEAkEZGtOg57RpKmww1oCMvhiv3Rapm7bw5C2sqiDpj5s3YZZMO+ahF1hMg6tXL+w3aTp2sQyvPp+B1ICCbgOqT8ma1rEkDe9TAmjbz9wbxptXMUTmlX0To4uNbOZhWDq6dh2/h4HuUnAmrZn+sYyY0aDokaCHSvpqedKE4/82GzRfLCw8nR+xLsC9nRO4JM9VKuE0GXb3D3hSXVJeUmWoKD1OY9RyNjCploNhINxwM7A8Fef4b1ra04Km63KuHJ6+/8vzdLz94+su3679+9+Sn6w++ef/jl85079wcFmwQCthYLNrXxwfm6QVz9fb38seisGw+J7Mg/cTl0z8/ub2xcefeB5cnssKKGPAodyAZhRyNjZyMse7W0Ws4sE0srwqaez7ZPRXtGuIOBIJAGgAIhblX8IlNEvw2MXqnELFT4N+hIo8aueMG5qiONBFIHdZS+9TUHh2rQ8NqVrFbNMJmtahNI+lUKwqoZDkAWN2gDRT8uJQ6qCD0qnDDOvJ0AGNSRRuWEnsE2B4RvkOAb2ZjWrmEZi6hR8kZMSoXIixTzoDZMONipONEZsr5woKLZaXnS/MPJYYvxNqWMqLajXKnt0eAu1sUh1cTk1SXmp/liAtTmIO4ahlNQkcyEa5ob5AvFHAHAND/xtqabJuuy31jZfbaK+d+/vLDp3d+2Pj11uObX935/B//uHSipanKatQI+GwcGgv38oJ5usLdvPzcfBG+KAaXm16Uderl0/fWbj377dqF9k3bRfgitJvDBTBCoZtVkpHwoOYgZjUbVkZ0ycWAEhBgpyc4EARSAqAgN9c8GrpJhNvKRzVxkU1cRCPHv5GL2CXEtUmJ3SrqQACrT0PvVlFb5fTtUlqTnFYnodXySNvFjFYhP80fKQIAEQAke3l3ssg9QvSAEjmkwY5oKGMK0piM0CfCdAjQ7ULsTjZyNw/bIaUN6oSDetm4RdMfJBoIkk45DctJsWfzc0/nZS+nxu6Pcu6Lsq3mxh7Mjizk0mQAEM7h1CakNmUU54UkRqgseq5SROSRfElwiJ83GOYCgv41AcAA+O/vrR1pzunNua8tTV975dydrz9eu/vjxr2fn9z6+pfP337zwrGWxiq7OUDA5xCxeG9PGBTq5unm7ekOhyPQTBEvqyjrpVfObTz87vrpuf5gRS3RK9PXJdgVHAACp5FwHRZVs5FTRHErwEDTfV3C3CGBAEgBgJRgSLi/TwkDWc+Gb+Ej67mIWqZPOcm9guJRy/CrZaAauLgmPqGRh2/kE2tYhHIWoZhNTMf7pSJgxTh4JR6RjkZo3KA8ANCDQPkoWAPTr0OC7JNhhmWkARGuT4DpEWLbhbhmAXYXD7OTi+1WMPfY1DMhhnGrtkXBalGwJp1BK6mx54pyzxRk7I93zoeZlmIdh2Ksc2H6CWdQMZOYKeDVRsY1pRZlO+LDVWY9Vykkcolw4v+VtSsjdGpz7ssHJq6/dv7Xbz99dufHjd9+evrT13e/eOetC6vNDZVWo4bDoRMwOB8vX6irl4cn3N0DDofD2VxqWU7K++eOfLE8dSQvul1CqMC4x3lBrFCw0dXVCfOo14i7nMoypm+aDzjew8UOgaoBFykA0bu7JxMQRRTvGrpHPdevQYCs5yPKyG45SCAdAcnAeObg4RkYnzSkdyrCO97HM8zDxQYF2yCQaE9YKRFVRUVX8ekZTIrO010AAGY3cAHFbwsH1cJG9ApwPQJcGwfVysfu5uO2cTDbudgWEbFTyRwxyWfDjENm5S45s13Ln3DqDyaFr2YnHs2Mm44ImgkNXEl0Dmr4TSTEvFk9E2xoNhkaQiJrYtLTbTHhSrNJoJFRRTQkDeGK8nGBQ/8ta2d6yHh15ssHJj5/7fwvX3/850/frd+5+fD767c/e/PN88d2NVSYg9QcNh2DRHm4ekJd3N1cvbxc3cm+Xk45Z7gie7UmbynKtKgXbqf6ZftCw93BJjBIBwLpQEAajdgdFtAop6b7QqJcARMAKAGQEgwJQ/imk/zzyV7ldK9aNryej2gUoWtYPqVk9wyMa7y/S7QPJMQVsEOAYAjYAQFHw2FZZEoZm7eJJ2nkcitZpE0iRpOYl0LCSdwgPAAIhbmV4HybqP47mf7NHHQLF7eTg93KxjaysU08/G4RsVPF6g8SD1tU3XpJs5LTrhOOOnQHkkNP5icdSgobt2qmw4zzUbYyrF+ep2sPjzmmVfebHduDIyvDEtKtUWFKs4GvklKEDDQD44VDe2HdXdz/L6wZLx+c+OyVs7e+eP/Pn75bv3vz0Y9f3L721pvnV5sbq6xGDZ/LwiCQHlAPKATqBXWj+nhHidndaZGz6eF7gkTPmRX7pPQ6AjzGA2wDA0YwWAcCqQDA6OG+06LaoePlYd0TfEBWV0ADAgzu0AS8fyLGM4fiU8Lyr2L51LDhdXzEJp5/nQBRzvHPp/uXcPDZJFSoOzTc3S3RD55NwlfyeZsE4u1i5WYGr4RBrWaTtzLJ5QyiGeXFg4ACQEC8B7QU7VlL9qwjeTVS/BoZ6DoGuo6N3yIgdqmZPQG8AZN0wKxsVfN2KVhtOsGwQ7s/2XmiIH4uwrTHrJuLDu426WLdoXFgSLk3vI0jGndEdUen1Een5gTHRGntBp5KROTRkXQcjID2wvx71q50x+SmzMv7hj588cRP199/fPvG2q837//4xc3P37z6/NFdDZUWvYJFJ6ORKC8PHw+wCwkKDafgxpNC5+JM7SLUik141qHYIyJXYj0j3QErGBQEAqkAQAgCcSGgbD69wyYvp3pmoEBOb7DOBbB5Q2Mx3hE+4GSUWwkTVcXxr+b6bRYg6oTIOjGmhouq4mAalax6JbeUQczwh+Vh/IpImCIStpiML6NRSynkIgqhnEGqYBBKGfhErF8Q1EUDAEYwEOUFzkZBS3Cu5QSPGpp/DR1RQ/Ovpfl2aphDJnF3oKBNw9supe+QMts0/GG7en+SbTHB2G/gTjlVszHOAholCABsYFAcAK7Ak8djE8bzS1tyyooiU2MDg81CrZDApSOoGC+cFxQGAUP/WgL/uQL+pluDx6vTLu0d/OjFkz9de+/Pn757dufHezeu3fj0tavnlpqbyiwmFZVGQqJwME8fBBhsIxP6I4NnQw3NLMSoBP1ClOaokd/FQWXBISFugAUMCgIBCgDggEFUCEjn47XdoqzhIXJxkCg42OgK2L0hMSjPSB9wLAzIwsOqeejNQkwdH1HD8qnj+m4RYmq5qDoZuU5OrRNR67nkJh5lq5BRx6FUM0mFRFQJFVdGIxRTcAVkTDmDmIdHhXl7qkGADAA0ECDEE5yBcMnDQAtxHhVkeDHWowgNbeKiOzTsFhVri5i8mYtvFFB3K7nDDvXhdOdYiKLbwJ6ICmiz6Y3uHlIApAKDLAAQ7+vbFho2XVXbUVRTGJEaHeAIYMs5GCbFn+oH9XcDe4D/ehn8r3H1Px9dMkPGq9MvLQ69f/H4Dx+99fCHr578fOO3bz658eHVV04vbq/LUweI8TSirx8aDnaV+3p1RDtH7fpmOqqN4LWkZ1+JDpgR4+uxbvHeIJs7yAAC9CCQEgRmAQARAGggcKqIVSOn5eKhqf5ABAwIhYGj/aCxvpAkJDTOB5RPhG3i4zdxsbUs30YWrIbhXUT1KGHANgnQDSLsDhm5Vc7s1graVfytIkYjn7aJRylj4CqYxHIqvoKCL8Qi4n28DBCwAgRWgiB6F0iYBzgBBspBQgsx7nlI1xKCdw3dv4wEKyHCiknwCjqqQUBp0fDHQgMWEi09Zn6XWdBiV0aSMQwAoAFgNhgsBQC7H7zJbh8pKmvNr8h0xDqVRhmZT/OnYL1xPi5+UMD937O2JTuGy1JfmBt659yx7z948/531//88evfvvrom3cvXz0x11STLdeKcBQCxseXAQGXK7nDIfqtVP8WgtcQw29ZzzqmZ0/wMDvpiAR/NyMU0IMAHQBSgF1YYDAeBMYAEA3Sr1InyqV4Z6HAKQiXSG9QjA8oBe1WzEIW0RFpCNd0HLyES9kkZTYICaU072w8NAcLLiZAaxjeW0ToFjmpWUbeLafuUtC3S2nbFcxNAtImAaWGRy2h4QuJ2CwMLsTbVwV2VwDuKgCqB4NC3IEkbyDLF5yP9qxmYLaJKdUMZLI3kOgF5OC8y+joXRruRGTQaLim08Ttdyo6I4xKmDsKAHBgCAXqwgIDeji81mztzS3cmlmQYot0yA0yqoDkR0J6oL0hcBfA7d+z7o6z9hUlnp3se+fsse8/eOPeV5/d/+b67c/e/+KNCxcPT9UUpykD5XQmleMLzxQwx8O0uwTYepRLM8F1RIBcsXIPBFD7aPDNaM8YL6gRCjFAXHQAWAJAWBAXPMQFDXGhuoDz5LwKCTUb65aFcY+FgaO8gCQkpIiFrFfSChlIszug9/aIIuFzePQ8FjoT65aHhhYjIcUoUBnJdRMbVsfzbZKgm2S4zSJ0k4TQKCbWikhlAlIBl5jJIIagMHJPGMPFgwFx44Nd5GCQwwMS5wlkwECFOJ8qJmGLiLKZR8hBeybBXbKxPqV0dKteNBap7wuWdVp5XRbhXFZMkUGDBYMwIDAZDGaBQEZf5GajtS+7sCEtN8URaRZrRRQeBUH280C5gbxd/i9pbU6w9xUlPzfR+87pozfeff33rz5+8M2nP338xqcvnTq9OFyYlcDls1k4TIqQPRNr71WSGvGQLWhQO81zQk5YsQvmlKRWvEe5LzQB5mGAuGhBECUAFoEgDABEAEOwEDAeDESwSPWB4iIaPAvnlujvEu0FJPiBCuk+1SJMtYwQ4e/GBQACAAg83aKI8GSkax7Kq5gAK6XBislu5RSvKjq8nO5byURUstC1XFw1B1fCxidR0SYMjOvtigCDYAAAAwB/MIjgApFCoU4v11RfcA4ClIN3L6Yj6gXEegG5hIrIQHvmEvwaRIzhcFOfU9ceJBx2yrtMgs1yel96vAaFxAEAHgDYIJcQHKXJEdaZmVubmhlrDtYLVEISl4ai+Xn4QwF3CAD969j6v7ImB/cVJ50d63n3xPLXb75059o7979699Z7Vz554ejKbHd2ehSXTlZhUe32wAEVfRsJugUHqvcHmkkek3LyYQNvWkpsI/sUwaFhUIgOAMkBkBgAcQEQDQDIIAAHBqOhYCuTXBcgqRPjsokuKWiXBD8gAw0qJLtVsGCb5NhCEkwHhSAAgO7jniChxeL8bFCIBebuwHlGEb2SCP6JOP8YjF8U2i8Gh44lYe1IH42PF8sN6g8ArgDgDgAwAEAAgD8AIAEwHwx2ekOzUdAiHDgbD8omu9WLSFvlzAo2toCCKKGh2wLlo/HBHcHaAZNiIdq0RUGJ8QPtshkLNFoSCIwBg+gA1IanbA4Nb87MKk9IiNQb9AIFn8ChICi+bj5QAPxPlsC/YG1JCe7Kjzsx0PrW0QNfvHrh9sdv/HbtHzfeeOHd0wf3ju9OTbBKqehkCbfPFlhP8K7BQGpRkBpf8A6cx4yKuWIRjwkwW5DQbA+QDQA0/58VBKKDQRQIBAMCI10gERJeiYS1WYLPJbulYSCpSCAXDykkuJRS3avZ8DKqVyjcnQGC0D2hMQpOAo+t9/ahAgAaAAgggOgCEFwAnAuAhgAoCOAPBnkAABgAXAAADgAcN+9gIlOPQPNcXEgAgAFALDAQ4u+ejXXNR4FyUEAezq1BSNqmZFWycaVMbIOMNRRl7IsJ6nYqJuyqYas8k+gVDgfvdlo7klNoUFcECMAD4EAMvsJm35WWUR4dG64N1LDFPByL5Ev0dvGG/LeI/ivW5mRrR07U0e7trxyevfbymZ8/fPXuh69/eeXsm8f2TQ00pkWpLXTfRqN8m5BejfUu9AOXIaDV/i5NaNdRMeWgUdjPQjQioBlugBUANCCwAgwRgcEcMJgOAZEhEDQY4gcBxygltTpZBRdVyUfk4qGZaFABwaWQACklu9ax4GVUtzg4VAOGMsFAJJ9YrOLli1gGrA/Px43j5cb08USDATQERPBwJ8G80a6ePi6urmCQLwjQwvyKefImla6AwYxCIZSuEDoAsAHA6gNJw0BykECOH7gA7VHLwTZKaJVsbCWX0GXXzudEDMbre2yiaae2QcJweIMjMT698dFTpaVcT084AGAAkBqFKTKatienFodHOBUaBZ3PxjAIPngviCf0P8f/v2HdlWTqyI1Y6d5y9eDUx5dWf/jH5ZtvX/ns/ImXD86NtVZmOwWFamKXVVpJ9i1EembAXLK9IOW+rrvIfgM8wpAA30X324r1yoO5W0EgNQgiA4P5IIABAsggAAeAMBBXXzAoWMBpj3LWiEm1IkwxxaMADykkgAtwQBnRZRPDu5ThmoN2jwK7K0Bgg79rqYjYpGaVqMhlJl62jJYj56WKmJkKYaFela2RZ6vV4XSmBOoSjsXWK1StOl0th1JGQxdQEXEo70BXiBwEWDyAFDQ4FwfJRUJzkO5VLHSjhFbLJzYp2GPR1tn00O4QRb9ZOBtmzGWQJRAgDI8cy0xbbmxQolA+AIAHQXQYfKHR3JiUlBsWZpEp5TQeA0XDeKI9wR7/V9adiUGt2SEHWje/uDj6/rnD3772/LdXn3/v1Mr56fH+xtxSJ78/WtGjZ+UiILFuQJwrOMMLWoH03kbwbacgBnm4ZiKs1s813cPFAgJrIFC5C4QPAtEBgAQGsGAA7eLqAwIpcOjOuPB2u7Kc51fJ9ikiuZRSXIsJoDISpJrpVcSE1tD98jx8rCCIBgqkUxC1EnKxFFMeQMtmI4p5uG1Bot1WVZWSk8nEFovoeQx8GYPYEaRuDVRsEtPK2b6lNK9SilcewTubiEjC+Uf7uSShgByCazbOPQfruYmH36nmbpEzO0zKkUjLQKh+p4YzZJR0aWUWHxgZAMJIhKmCnLNtzWYa1RsACCBIEIZQZLFsTk5MCrbrxVIphUPxIyLc/D3BHpB/0QD/Y2Al6tuyHHt3V15YGHjn7KHrV577/OLZV1f2Hx3u3F0c1xgmG7AJG8iweFfA6QIKc4FGQUBZ3i7VKI8WBqKT5tuEgJb5QGNcAAMYUILAUrALDwSigQA8GEBDAH8XkA8AsGCw+lD7nozwTXJcjcSvgAotobqVUd0raB6lLM8yplcNDV5DQqT6QCM9IDEwaC4Znkv1zKW7pWGBdAxQTPcuZyPT0e6xXqBMrEeNALdbw+kMFGwVU6qYqComcjMXW8fD1bDQTWJqDZ+QQ/DMxLtm4N0yiO65FFi9lFYvpbX8v/btqznOLEkP8Jt5vvLeohzKoyyqYApAAQVDECC8t4WC9yC8IUGCniABggQBgmyy2T0zq56d7ZF2Q7tabUgKSSO3WpkLXSn0j3QBtsxoe7ZnQrrTiRP1A57IL09mnlP1qa+6Gj50NjypSbyojHy+kbkdcMYlLgK6fIFfrK/+9dXrnrK4GnCCGuzOlZs3N8eHR1qb6+PJ0uJgsdFlUhgVJP/RWP3t3Dpefzbb/v3x9r/55dV/+Se//q//4h//t9/8s3/5Jz///OLweGnodLDpYcK1qEI/cIu5HdxNNKHiLbv6jlP1xKl6VKQ+cBqGlNyskMpApeAo4AecgI1gkWAAihWK1eb6b+aHzrsz63HdekSzHlLtR3T7Ef16RL0b0W+6lfeD1scxz4HXtukwbHv0+37tnZD6bkS1G5TfKdHeKTHsBYxbHv2LTPCstuRVNnyULLpTYj4Imx+mfA9T/sO4+zDuPir1bofM6zju22YAACAASURBVAHDasAw45RP2Hk1ZDrKhO9XhK466r7tv3l+o/Ig6T3Ppd/lyiZshgChCDQSL/1uc/0/fDifaKjWMIqIcpaixRtNS4M9wzcaG6LJhNvvMThMCqOcZD8aq7/F+nQoezrR8quHt3/zzfnf/Okf/ae/+Pt/8+ff/+lXZ6925l4Vel61ZFcsmgmBXsFtkuwWiw6iHsa4nJaMsgdu3XHQvmnXd0qUFZQEEuAYcYjIQ3Ay7AwjwQj0lyc+zA//fKbroNK5nbBsRHQ7Jdq7CdN+qWE/bth0y/dc6reV0dfJ0EnE8yxgfeDRPipWPfQr7wfkD0LKswrnWYX7rKL4bXXgJOV6FLPeCeo2iuV7YcNRynMv4doNW/ZLbAcR24bPsBkwrgeMcy7FlEO6W+57VFPysin1s6Gb7ztrn9dEHlQErpoz96PeHoPaS3CyNF9d+/3O9n/+eLHScVNDsBBlrUWT2excV9tgfa4uFIkUeRxam0Gm/71Ya86n2/7+g/XffHz17/7eh3/z3cd/9d2HPz09fLc0+Gmw9XEyNKUQoxK3Ezcz35JkbcztQK/AvFXzKFR0122cNahaZVzOHANioChxiOEjeBgugpmgAqq8zrOZ4c/TPee92dWIcSNqWAso96K6g7hmM6RY88qWbHzgM50k/e8z8feVscvy4FVl8G2Z922V/1029LEhdpJ2PQwZj0LGfY96zcarReK2W7ZfYjyIWndCxq2A/iBqPYhadwKmnZBlw29YcqvWAvqT5tRxY+KqO/t1f8PjTHCnxPKituRNQ2rFY23Va+2AT6Xdudn253fu/qf355u97TqGCSjTG3uTibGm+u7KympvMGxzOTRWg6RX8E9OAm8mm7+9PfKXz3f/7Ven//5nb/76F+f//tvX/+J49x+tjf5xV+6+2zynloYV4pbADUEtQtbCohVoZwyp5Xse85yah2TcSJQWUoRFDBwhCjD8BC9QTLAIUjI8OvXdwbaPMwNfjbXeyfg2oobNiGYrrLwXU29HFIt+acrJ40bMm+XbbvP9sOtusOhB1H2vxLHvt+8H7Jtuw6pdtWCSpo00bcKCTay6lDt+40HYvB3Ubfg020HdnZhlP2re8hu2/cb1Yt2SU3UvXfyiIX7Wmv481PioOnDbr9sJm84aIg9SxRMWXZ1KZQLCRvOD7v5/+vDhX785vTvcZ5YLA5DS6XsTidHGXHtpqsrtC1mdRWqrXtL9PqwLbZ82h//s0eZvzp/8zacX//Hzi397dvDnywP/oD/3s5rIvlExrRTdjBbGTSG7AakJ3AQ0Aa0SFdRiyaSdMBtqgDhxnKUkcYQoSPAzihluYjMLlWCDoLFs2Yel0bO++pcdVYsx82bafidhPYzp9kt1iyWyab804eBRPQ0o0a/AgBIDSgyreUjOoyppWEHDCoyqMWYQBZt82aNd82jWPZotn3YroNkL6w9jlntRy2GJ8SBs2QlaVr36zaD5OBs9zsU/9OVe3yrfCBk2/bqn5d6ThvCGxzCi08ckuRaodHje5Kf/+fNnv3n57NnkmE2t0AClJuNAKpmvz90qLa8oDgUtziKNWS9pFCznn1hgnSzcvFzt/P5g5l8/3/vPJwf/dGfyl0N1n+oCv6wNfir1bOmkCYXUCjSBGiEaIKuHqAfVAw2EHsa0xdCtUVcDpSRKWZYiKQoKEooFnAI2sAkynZD0QK3XfTY/8qK/7rSv7vBWuhDUH5Z69sK63aT2dkI1F5JPOaWCTTZulkYN0oheGtTwsE42qhJjGmnKpJw2K2asijmnZs6tWfHqVtyqVZd8J6DbL9HvhXX3oqYHEdNR2Hgv4tgtKVoNmPZLPc8ykYuWqg/9Dfsp91bIfC9WdJ6LPasLzVjVN5VaK7EK6E+Wf79156+ePvrzw/2T6YJDp1YCUbOxLxWfqK29maxMeSIBs9OqNGiFUkEyhvhJrC8ns98s3vyLjf6/Wuz7i8EbV1X+lxHDp7TlV9WOV0H9ggZ9gppAtaAqUCVENUQWVA9qArUw3ZKLekYVuAIiSSJCHCQUExwEG8EGskKYWDIBQY3qYOjW2UTb47aqF4P1K+WunZj9IGrciWm2EurlkGzOJWbsYtIipq3ShJHzes7rxJgCBS3NmmRzZjFvEbNWMW3Biku+6dNs+TR7Yf3dqOkgrD8I6o6ipkdx26PS4vsp752U935F4HFF6FN37vWt8vWA4X7SfZKNXrVk9hPuDpPCJxNKgleje9Az+pf3n/7xzuYv1pdOpgs+s14BBHWa3lR8rLqmMZpOukJBi8uuNumk34f1YqTi++ncrwerrqqKX8dsB3bZI7/mTanxmxrLI59qXIZ2Qj1RFUQZcQKcBmfANaA6UB2hTlANczlxGYkYUYDhJbgBB8HBcBE5SCpihZ0lG9FgdeLlVPedG2V3W9Mv+rMH5Z6diP4gob+X0h3ENbd9skUHzZqxYOU5Cy9YZUs2+YZTtePRbLvUO8XqO0HN3bBux6/a8av3Q/qHqaJHqaIHMcv9iOlexHQUN9+PmZ9WBE5ypU9qY09r42+bM1/35J7mQveSRU/KfK/rU29vVk26jDElySUomNpKEt/dPviH+w/ez01/Xpk7nsoHzAY5ENRpuhORgfLypnhZwhkq1tusCr1eplKw/Keyftdb8V1r4l2Z+8ileuQzrellyzpx4FZcZiyPg4a8RB2EehIZiDKSkpBKIcpIlIHKgRqiauYyQhKIEsJAgOAn+AhegpfhZfJAcpPcSTIbUdio3B+8+bi7Ya06+Lyv5llzYj2oOUzon5Wbjisth1HNVrG045UdlhgeJmxPSp3PUq43Ge9VXegi67uo8VzUei5qPa+rXC/Kip6m7M8q3C8zxc9KHfcjpsMS472Y6ajUdlobO2+ueJKNvWxMfezMvW+vfprzv6wJvqoqeV2fvpsOtOiUZgYEHHLNdmvPn+09+MX8+uXs5Ndr808nRgNGgxwIaNU9yehAWVlTrCzuDHq0FoNQaVih/Omsv2qIXZTYXvgsayre1KtWNOppSbZjVl0m7Ic2xZSM++WyJpbVkDxD8jRkpRBJUByUACrBGXASiBB8hAAhTFTCHBEcYgpc44KLSXJA2IlMQE955PXkwFZ9fCPrP25PbydMu2HVaZX9vNbxsFR3r0T1MKp5mjAel1pfph0nZa5X6aK3GdfbKufrcut5xvauxvW+rvgi63lb639V43+ZKX6etN8P6++WGA4TloflzvOm9HlzxemNssv27Pv22vObZc/r/S9rfO/qEi8ysQmXISUjDUECsk7fu9nl77cOPk0tvF+c/bQ2/2h0KKjXq4GgVt0VL+kvL6svScYdAZfGbBAqFWRySD+V9TLmvGNRrepkqwb1BPOSzbxg0e/YdWcB27ZGTMi5XS5VEWdIVJBIESdBSVASnASXkvjh6KdiIECICooLjgJhhp/hA7yAh8gBsgFawGvQHgx3PeptmC21HrZEjpqDyyH500rby4z1Yan6YVL9OK48TenelJkvKt2XVYG3Fa6zlOW8wnpeYX5dbrjMOL7K+t5VeS+qfZfZ0FmF53HUcL9Ee1Ciu5O2Pqr1vr5Z9qa54rwlc9qQflGXeFWXOKuLPK/xvq4K7gVcdVqljUgN2NXSYkfT39ta/zw/fzU3fTVT+LS8cDQyEtLpNUBAp2yPh/oryxojyXiR16HSG4VCBSEn/qkzgV2LfFEvGxaY1ClHlYpJi7FfId22G44D9hk13xKoJMSI40LEmGPMEaIIKAJEgBKmEqYQEAJKQFGiOFESlADFmIIM/xdWOEFFICORltASC74o9N3OlazWeJ50JG4n9dsR9d2o6iipuReXP4pLF1XGr+udn3LF76q9byscJwnjmzLLVU3RVY39XZXzQ43vqtr3riZwnvE9i9sOg+qDoGYnrL1f6XreHD1vq7q4VX3SmH6UCT/Lxp5Vljwu9Tyq9NwrdQ/ZtEEZKQADU0cycrUy983q4uV04Wpx9sPc1MeVxd3+Pq9KpQGCelVnaclAprwuGI1Y3U6NUUcyFSQ5Mf9E1gWTclQja2G0KqSbMtGuVLYAS0WWez57l4rLCTHiAEs+wX7BQYn9TH6Cn8nP5BcUZAoTJVmkIaUgSonToBQ4SRRlCv7QFLiYi8BmJi1gl3jxVuPT8fa5MtdunW8/W7wUVKwHpL2w4m5Y9jAqXWXNn+uLPtU7XleYLzNFF5miy4zjvMJ6XmG5qHRcVLpPU/YXpfbj0qL7YeOeT70T1G6XGB7VBK76ai+7sscNpQ+rSx5UhQ/L/dshy67PsB8tKngMKRXrCAxEzPonA72/XF35MDt1uTh7MTd1NT91uTQ709xklYQGCBs1XanIQKY8F4qFLU6LQqMhmZxY0I/OsH+bddSkbZZL5UCaKEVUK5PXgxY8rjWXNScoCcTBEZIiggNMXsEegodQzORl8hKCRDHmUhLlkMpJKhUiRZwCxYASQSGGFyhmchHbwVYmA6AC0sXOx1PDhx3ZhVTRepVnJqya9/J2UH4QlN8N0Oty3aec7W2l4SStPa8wnaWNb8qtp0nTadL0uqzoJG17GjcdBtT7PtWeT7PmVq56VAcJ56ubZe976p/m4oeVgaNM6E6ZdzVkmXXIV+3yNZfhllFVxFACTrVyPFv5frrwzcz05VTh7dz02dT429nCxep8T3W5hqEFwkZNRzLcX1FWGyjxG+1GmUoJ/tGc+reydum0VUIWJRESshBRKYtq8KDRMKRR1BFqBGfAlZAqBccZPmIPyAN4AC8oCESIEiyS4BQ4yRyXOM4UJwoT/Iwv0foDq53JJIQcQitJ47mq15N991rSi+miiaA678CqR9r1Ku76ZU/CshdR+Yu48mlE+TwqfxKWXsa1xxHty7jxecz4IKR+ENYc+JXbHtltp2zZpdoImp9n4xdt2Ttp/2a0aKfUtV9WvBIyjVvFmBkLFrFo0tapFEbAqdROZGrOZyY/Ls5eTuUvpifPJgunU2OXi9OnC1MVPpecoSEKGzQdyXBfebraG/LoLHpJ+T9Zf3zW8r+x1soVpSSFSfKx5CEKMieJm+SyPrWyT6O6JeNmQTeIm4iz4BRJEVDo+ttnTpBIkUixlCQRA2KEOFOUEGEEGT76MhnwEnnATrANZBBCxZICiNqMB8OdZ1PdR63l83HzQBGPWLBokzaKpF0X3/XwkV96GFAcBRRHAeWhV37oVdz3qQ5c8j2PctetWrNLSxZpziybL9I8qoy8aak+SHrnXNqVoHk9at+IFk05lENajOlp3qaesJlSDL9M6i1Nvx7Pf70wfzU7dTYxelYYf5EfeT07/mF59s5oX7FeowAMQooYdF2JcG9Zacbnd2iNWpZL1z0r/WTWJHEJOADygBwgD3OQkQSaVco5t3tEp2mX0K6QWoXsBmR1JFWySMlEQlAp03UXkP5SciEBJIAYEGGEGH6CD9enFhWDXWA7sYmFjoVGsJbQUBp6MtP/Zrz9fnNqKmHpt4sBFfIazBhoySY2nPIdt3LbpdpyKW/bpDWbWC+SrVpkiybZgkk2a5TyGkxa5Dul/se51Fq0KO+UF9yKRa9+xWeac2jGdGJQgQmDYspualLL03LZSLr06ejwh9mZbxYX3xYmzvJjxyNDz8YG3syMf1icGa+vMkikBOtZRPX6rli4uzRW7vXaNTo1ycT/8eLq72AtAXyACygCHICbqFjAR4gwBh2OSYejVaBFxk1CahSKBog6FjVCZIgyoAy4AlwOToHSxGlQGiglxAklhCAhwAgw+ZmLwU6wk9gOMkHSsaQgGFViKFf2cqL3dLTlTlv5XKxoyKhsl3G7hC45RvSyvElZMMjGtTyhl/I6HtfymFYaVothDY8ZpRmnerXEulXmK3i0/UaMO2QzPvVysWHRqZuxqMa1smGVGDOpbypFnUo+X1PzcqJwOTvz1cLs1ezUycjQ6fjwyfjwSWH0cn7yYjqf87sVgAysI46bjF3xkp5UvNLvs2t0akiC+PdjDQLFgAOwAw7ASXALOBkOgUqlcsBub5ZEDqgGssSNxE3ETSzqgFqgBlwNrgKXA5VMlaBKUAVzWnCcESEEGT7AR1+i1UXsAFkhM7BcBgLg1CnnmmtfFHqOx9vut1StJII9Zl2bVtGqVjRInGPcIDQBN4Bmxk2BFhmaJXTp5KNFuumAddpnGjEphvVi0qpccGqW3boFu3bGop0rMo4b1b0KblVQo0G9nM2+zE+cFSavZqevFqZf5oeeDPY8G+o9HR96mR/6sDj7qLezRK8WAENoiKMGfUc01BmPlHu9NrVWBfEHRqv7WpZRBHiIXIKsDDdQqVQ1KxU3BNcBWaCeqYmohbgJyAF1oDpQlqiakCFUgarBGeIK5jKJ44QgXbPyNWsRkZ3JBrkRCgUECIJR4bSttdY9Ge84HWo7ulE1HXX1OvVDvqK5dGSuLDYTD+XDxUPeop4iU5fN0O0y9/vsHXZDs1Z+Uytv08l7TOpBi2bUqi3YtHmjclgrjeqV4xZ9t0beouBBt2O9MfdkcOTVxNTF7Oy7hZlXs+P3BzseD/ccj/S9mRx5M5W/mp2539UR1mkAgGQa4ohe21bi74iVlBUX21R/EGsUFAAVg5xEVoYNcAJuEnawCSgGmrTaAbP5piTVEtUJamK6SdRMVM/IgevBdcS1RFlCFpQFZ0DlQBlTDPADPsBPXAx2g4sINsE2yMxQaCGTiFnAKomOeGCjve5hV+Nxb+Pd1orxiK3LqcknPDst2ccDbcdj3af5vmcjnQ/7Wh4Ptx9P9B713VqoTPd7PDm1Ki2jCjllFSInoxsy6lbLBgzqMYdlzOuYS5U8Heh6PTV1Mj75bn7pYn7+1Uz+yXjv0UDb8Vjv68nh86nR86n8u9np/bZbJXoNASC5hqSo0dAS9N6KhhIOh0mu+kNYY4QAwUMoAmzEZsBMVMTCDUkv2ERIClmnwXxTrqwCqoRUL5M3EjcJbpAoR1QHqgfnQPXgui/zQ1QQ0owYEAKCIB/YA3ZBOMEOsB3CCmGCpINQfakl5cO15RvttTtt1fd7GjZyibGwrdtjGgi7F6pLn410/9He2q+Pdn91b+vne2tfrS+8nZ98MtR7v7PtoK11tDydMRiSkrxCyG7p9Xm3ZykSWUhE1rLlj4Y7Pm4sfN5Ye7+0cjG3+Hqq8DLf97iv9cVw15vC8JupsbOpsTczE+czE5ttzQmTQQEGKdQkCxn1TSFfzl9cYrQYZSoZ+Poxy/X6SazXn6qH4ABsxAbASGQXwsWSWmIVwQ2UkqiVFBWgChJ1LGuEaCJuYKonyoEaSTSQyIGuWbNMGUFpQhKIgyIgH8hJZGdhJ7YDdhZWIQzEGpCcISdSAn6taqqxaqfrxl5rbqcps1yVmEiUTFeU7d26+Wxk8HJh9mdbt7+/f/fPnj749aO73x8dfLO5ej6dv5idPC1MrDe35MszE2UVE8nSuUQ6H4zUKJRdAe/L+cLH7dV3C9MXs1PnhfyrsYFXo91PeltfjvS8Loy8zA+9mhp7M1M4Hh9ea2nKuIpUIECmghQy6JtCvjpvcUhvNrDiD2FNEoUBL8EBWIn1gJ7IyuwgoZJIMHQEF6iERJJEElQFKQepAdwAaiDRQKKRpRtCfh2zdcxZ5hpJVBIqCeXEMSAIuInsElkFbICVyCyEnlkJCEAikoO0QC7g3evrPOrr3G7KbtXX3O1sf1GYer+y9mFl7WJh6e3C4sX80tdbm390sPPHh3vf39v/1Z3tX2ytvp2a3G/vXG1um29ons81zFfXN5pdMZbHZIqueOxBfuTd0sybmbG3kyOvx3pPBtuPh7pO84Mn+aFXU2MnU/mzmanHg4OrN5oaAz4dSEDSsCxkNNT7PTVup0+t05FcRr8/aykoQuRncoHMxDpAC5iI7GCDIAVDztAy2SD8LA+BEuAMpBpwLXEDiXpwPbiBRSNJORZ1QlQDtcw1RDVEVcRlxDFQmMjP7L7+JgAzYAR0gByQAXJAC5QYdPM3co9H+s5nx19NDL+aLHze3v3Z3t1Pm7sf17evVtYvl9feLa++W176vLn6y4PNP7m7+f3drQ9L87dv3Fy+0fZoYu5qffdu/3hnMB6E5AcXA7UO+0Z786vZ8avFidOx3pf9Xa8nRk8nhl9Nj51OTbycnDiZnLzf3XfQ1dUei5iJFBAakoUM+myxs8JudctVGkgy0Jd3lz+dNQ2OCg4yu4lMzFqC5joPENshdCCZIEkSaggLCSchACRBlSRliLOga9Y6oEnIckKqBrJE1UAtcR2oGlTDUjk4BZGEKAF5f7iSsRNZQDqGhqEhMgAOpq544LDv1uVi/uc7yxdLM6/mZt7fXv92b/+b3b2vNjY/rK9/s7378fb6V6tLnzeWvttb+ZO766/nprc6Ojc7+5/kF96v7d/tH5uoqosrlEGCH/AAUZViuDLxYmroZGLoTX78Ym7y1eTYyeT4yVThbG726dj4XlvnnZ6enmTCLlgJUkP4ddo6r7PKaXfJVBqIP4S1nEUpiyixl2BnGAANoCcyE9sgLGAdkYpZSaQlsgIOIECUFFIFS1WgWuJ64hwhJzjLVENUy5wlyoJqQNVM1US1JGrAGVAZcYI4Do4SRcFhkB9wExxMFsBKKLNoNluzryZ6PiyNf95eOl+dezYxermy8M3ezrd7O+9v3/56e/vb3d1vtjc+3p7/anXy6825F9P5ByOjm229d3tHjwbH3q6sX6yu58sqy9SaEMMtYCd4JTT7nId97R+W5y8WZt9MT72ayJ9NT75ZmHswNLTT3rnb1TlWXuYVQgWoSPh1uhqXK2WxWGUKOQn+O0qAv5WVOA2RgAiCHAQToP1B1gK2gIwgHaAiaBkmkAmwAX6iOCgNZIhrwbWEGkY1owaoAbJENUAVkCHU/FAkVAMVoDJwGlQOUQFRQaKcRJK4RBJuQSagWKJCJvl8qP1yZuDDWuHDzsLF6uzzwvDJzMS3u9s/29/7vLPz1ebG5+31z1vL324tXizmH44OPJ0o3BsYu9c/8jRfOJme+WZr5+3cfD6disngl+CW2EVwArVO652h7su1pbdzc+dTU2eFwtOxkf3Orr2unt3eroXa2qhCoSGoJJlXpy+z2sNavZ6l3zFg/Z2soDKIUpKVsHDhC6sK0BJdI+oBLaAmaBhaJg1BC9gBHyECpEAZUDWQYVQxXYNe/1YDVYQ64hwoB6oGKkHloDKggrgMVEFcTaKSREom80vCAliAW8Hgk6Get1P9VysjV+sTHzYXPmwuvpweezGV/7S18fOD/a+3Nz5urHy9ufTdwfqbufHDgZ7H4/kn49MPRwpPxidOJicv52Y/Ls3f77zV4jAmZOwn4bl+Ewakiix7g70XK4tv5+ZeFQr7He27HR1b7R27PZ0rjQ0JjUZNkDM7VeqozuCSZBrin4r6W6yV4AqS0iSLkCgmWAEtoASUBB1gAAz05XG+hqAkUjCUgBFwMLyEEqIUcSVxBVOGUQN8SQJEWaIaohxxI7iBOMciA8oQVRIqQZWEzHVog6pJlhRSMZMZiGh0W23Np+Pdb6Z63q+Nvd+Y/bC58PXu2pvFqcdjgxcr8z8/2P52d/27O9s/37n9cmLocLDnwfDI49GpF1MLx5PTh709j/p7L6cKP1tdOmxvHioJ1pmsYSH5BNsBI1DltD2bnrhcWTweG91pa30wMLTd1rHb07XW1FSq1akJAjBLkk+lshEpf+fc+nexXo9TU5AiEH4iO6BjKAkKggbQAnoi/Q8xqwIpCUqCHrACDoKPECNKEZcxV9B1BsD/YK0FNYBvQDSRqCeuJlQRZSVRRZSVuIopQ6hnkYOoJlmM2A5YQO0Bz6Oe5pfD7eezg+/Wp9/dnnm3PvdpZ/X9+uLzwtDZ/MQf3dn6/ujg263V47HBx/mRhyOjT8ZnjobyW+2de93dx4XC57X1X9+583Fpcf9Wcz4RbbBbS7WqqEblJDiA/nT83erS89GRR0ODz8fze53ddwb7t1pb0zq9CmAiLcEhhJkg/8mh+rdEayVJZSQlIELEToJRQMUQ9OXfDkYiA2AA9IAarAapfwhkM+AEAkAEFAeliarwJQlc7zqienAjuJFFHVBDqGGqlUmNSmUti2pCNVODEA3gWpLKiV0EIxCReK4ieTrWez49dLEw+m5l4mJ58nJt7vPu+set5dPZ0TcLhY8byw/6e/Y72h6MDBwODNztGzoaGn0wMrrX2/dgZOz9ytrX6xtXyyvnc7PbNxsHwr46k7bRaSs36cJKkdDIV5ob7w/0Ps2PPBoa2rrVdqevZ7+zo8JiVgOCSA9yC7YTFMT48aP/d7GmgTKicuYUUYTZBxSBtCyISEbQE1lJ2EhYwAYiHZEaUBPUDCVfV7goYvKCgyTFhayMRRU4C6oF1TCyjDqBLKOWqY5RQ6hlqhPihkJ53e82gOuJcsQ1RNVEQSYLkR2oNBk3WxtOJ3o+zAx+Whr/uDpztTp3tbb8aWPp89by1erc4/GhNm/xYkP9nb7unc62o+GBF9OFh6NDG62th/0DHzY2L1fXXi8sfljfvJhd2G9uumU13LQb2v2uhmJbuUnVGnAf9Hc+nRw57O/damk96u466GrP2C16QA5hBgUYLkBFEkj6Q1hLgTRTmeBSpqjgAOAmNgrBBPn/ykpsYL5mVRGUgJygANQEI2ADOUn4ScRBZeAqcBWQAaoJddJ14YUso5qQJaplyhE3kGgiqQGcA+WIa0F1zEliB0gHWATdCrrudTS+LfR+Ws7/bGP+49r8+7WFj+uLn7eWv93beDE50eb1jpeV3x8aeF7IPxobvj/Yv9vZvtfV9WB45Or2+ru122fzC+cLy59vb35cnF+pLs8ZVLd8jq5YoDXo7oz4V1sajqfGdzvadlpaH/f33evpynmcJkAJtoICgpwEtRBEv+OR4I+zJoBSppSgBFFEUAjwEllZqADFD6x2lswgPfCFkspkjQAABe1JREFUFVACCoaMIScof+ggHEIEmWLgNLgCXElURVQjRK1MqmbKEKqAGqCORR2okaUmIWtk0cjSdU9RT6IKIgg2MNQCIbWskA4fduZOx7o+LuY/3579tLnwcWPx0/rSu5WFvc7OxfqGhbrGh0PDD4dG9ju7d9raD7q7X0xOnUzPvJqZ/bix+XZx6Wxm/mph+dPy4sVMvt1jqzVru6P+nlhwsDRSyKTuD/bc6+3Za731rH/gXldng8dlAdQgKwm/TO6SJI0g/sOSQIKQZCQFxQhRQoQQADmJDICaoAdZSRSxZCG+ZtX8UCcoBSmY5EwKIiWgYWGWJA9ziDgOSpMoZ5FhriKuEVKGqJK4+ss5xnWgBhJNQtbIsnriRpaaIDWB6yCSEG4iM1AEZO3alaayw7a61yNdV7PD71byH27Pflpffjo2MlmZWWq8mS+rWm+6edjdt9/etdPa/mRk7Ku1jXdLq89Gxy8Wlq6WV89nFy7nFr9ZXfq0MrfRXFdv1bcHPUOlkeHSyEgispyredDXu3uj9WlP76Penps+r42gI7KS8MpVDkmuoR9/d/l3sDLFCXFCFIgLxBghIjeRBdAy6UFmkBVsBut/yK0qgoqgYChBSiIlkRJQEemYbAQvcQScJE6zKAdXgCvAGRKVJKpZZJmyQB1Rk5Bdz73qwU0s3YR0E6KepAxJSUhhYjfBp6SR8uBhe+5Fb/PbQs/5wuDl8uTV8sLtpqaBaGy6um4gkppMVR71DB71DD7qH363uPrt5s7H1fXnI+OvCtOX80vnswvv5pc+ryy9m514NTVWyKR6Iv6RVGwgFhqOhfPJ6G5ry+6NlsedXY/7etuCgSJiI5OVhVtS2lhS48ffBv1u1jhRDLjecRlHJQoJ8jIcgJlgIOgIOmYDhAFsINICGoKaoAQU/2MTKYg0IDORXYji65glkQCVglKgChYZIb6kBaYsc45FHXEtqIGlJpbdIKmZpHoSWeJqiHIhCwt2AhUm3eqN7PFo54vh1rPxrvcLhePRgamKsv5IdDhV0Rsva3EHdlvbn4+MXMzOf7y98en25tfrmyeTU49HRk9mpk5npi7mZr9anLmcmTifmdrr7F6oyxUqKgZj0cFoyWA0vJDN7LU0HXa07Xd0NLiLHSQszBZiu5AbmOW/RyHwW7cDhBjT/9yCI4JCDD/gYpgYakBNpAMbr4uB/4VV/sP+gRVGkJHISuQGBUERcJxEgjgFlBNVEKoFZyVxXdJe7+vjq5FE0/XclriWRJ1SnVIoigE/obPE+yzfc5rvfjnYeTzUc6e9ZaaycjSd7o4mO0oSdVbnYXfP1cLc59ur71dXP66tf7V2+/Xs3NHg4PPJiZfTU2/nZ75amvswP/NqonDYPbjX3nOnu3e5vrE/EukNB0eTkb3WpqOerq2WW7V2hxNkAawgKwstk/jpPdZv32URrncEiAMJ4gRznCkG+JitTNe9rAZs+LtY1SAdSAsYiOwgD9hHHCSOEieJr5uxahY1dF2B8fU9WBZfrhgawA3MDUz1LG5odfUmU4kkQowaq26zLXc6OfCmMPygt2ur+cZSXa5QkRlMpLtKEjV6y3ZLy4eF2c+ry583Nj6srL6dX3gzN380NPy8MPVyZu50evp8evr93Ozb6emnQ2ObzW33egaPxwvbrbcWstnBSHgpW/Wwt3evvbO+yOEGvEL4ZJIdpPt9MsBvs4YJYUaYUcKIE5WyKGWRJlEKDrFwCmEk0gBaYj34y3wAuM6w15oKIvmXP0uTGqQEVIAesBG7hPAIKcAixiIlpDLiclAFuIqkGpJqwNXXQy+iWiAH5Ag5oElwTogbesMNuzWhkKc1st5o8W5H88v86G5b+1pj83pz63SmZrS0vCcUbbY7p9Opt4WxdzOTn2+vfVxdvVhYejO3+HA4/3CkcDy1+DQ/fZIvfJifu5yZOZuYvtvRf9DW+3Q4f6+r925H135bRyGd3mu59aC3v8XlSigVN7yuMoPOTWQAfmrJ+n+y/v/1f3f9f9b/J+u/A+/g4KdLkqfIAAAAAElFTkSuQmCCAA==" 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" 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" 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" /></span></b><br />
<br />
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; mso-bidi-font-size: 11.0pt;"> 1. ¿Cómo se gana la vida Rocky?</span></b><br />
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; mso-bidi-font-size: 11.0pt;"> 2. ¿Cómo se hace llamar en el
mundo del Boxeo?</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; mso-bidi-font-size: 11.0pt;"></span></b>
<br />
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;"> <span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; mso-bidi-font-size: 11.0pt;">3. ¿Por qué crees que Mickey no
quiere ayudar a Rocky al principio, y después sí?</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;"> <span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; mso-bidi-font-size: 11.0pt;">4. ¿Por qué Apollo Creed quiere
pelear con Rocky?</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;"> <span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; mso-bidi-font-size: 11.0pt;">5. ¿Qué valores se muestran en
la película? Cita con ejemplos</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;"> <span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; mso-bidi-font-size: 11.0pt;">6. ¿Porque los jueces le dan la
victoria a Apollo Creed, a pesar de que el combate ha quedado en empate?</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;"> <span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; mso-bidi-font-size: 11.0pt;">7. Busca en internet a: Chuck
Wepner, lee su biografía y destaca aquello que creas que esté relacionado con
la película</span></b></div>
<div class="MsoListParagraphCxSpLast" style="line-height: normal; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;"> <span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; mso-bidi-font-size: 11.0pt;">8. Sinopsis en tres líneas de
la película</span></b></div>
cuartohttp://www.blogger.com/profile/18320011828734620403noreply@blogger.comtag:blogger.com,1999:blog-2329390641231700093.post-39603759820668080302016-10-05T12:58:00.000-07:002016-10-05T12:58:10.135-07:00La ciudad que no tenía señales<div style="text-align: justify;">
<span style="font-size: large;"><span style="font-family: Lucida Sans;">Al concluir una conferencia se me acercó un grupo de lectores. Querían que visitase la ciudad
donde vivían pues, según ellos, allí estaba teniendo lugar una
experiencia única en Europa. Los lectores, 2 chicas y 4 muchachos, me condujeron hasta la <a href="http://www.taringa.net/enciclopedia/ciudad">ciudad</a> de Drachten. Salimos del coche, ellos tomaron una cerveza y yo un café.
Me miraban sorprendidos pero yo no entendía qué pasaba. Al cabo de un
rato, uno de ellos preguntó: -¿No ha observado nada especial?
-He observado una <a href="http://www.taringa.net/enciclopedia/ciudad">ciudad</a> pequeña y bonita, respondí. - Usted me ha decepcionado, dijo una de las muchachas, pensaba que Usted creía en las señales.
. Claro que creo en las señales. - ¿Y ha visto alguna señal aquí?
- No.
- Pues de eso se trata! Drachten es una <a href="http://www.taringa.net/enciclopedia/ciudad">ciudad</a> sin ningún tipo de señal. Su novio continuó:
- ¡De tránsito! De repente me dí cuenta de que tenía razón. No existía la famosa
placa de “Stop”, las líneas de paso de peatones, las señales de cruce y
de “ceda el paso”. ¡No había un sólo semáforo! Y para sorpresa ni
siquiera existía división entre acera y calzada. Y no es que hubiera
poco movimiento. Camiones, coches, bicicletas, peatones, todo parecía
pefectamente organizado en medio de la orfandad de señales. Nunca oí un
insulto, frenadas o bocinas ensordecedoras. Camino del aeropuerto, me contaron más sobre la experiencia que, admito, es realmente singular. La idea nació de un ingeniero, que trabajaba
para el gobierno holandés en los ‘70. Pensó que la única manera de
reducir el reciente número de accidentes era darle al conductor la
total responsabilidad de lo que hiciera. Su primera decisión consistió en reducir la longitud de las
calles que pasaban por los pueblos, usar ladrillos rojos en lugar de
asfalto, quitar la línea central que separa los dos sentidos y llenar
las alamedas con fuentes y paisajes de modo que los atrapados en los
embotellamientos pudieran distraerse mientras esperaban.
Inmediatamente después vino la decisión más radical: quitar las señales de tránsito y acabar con el límite de velocidad.
Al entrar en la <a href="http://www.taringa.net/enciclopedia/ciudad">ciudad</a>,
los 6.000 conductores que pasaban por ahí diariamente se asustaban:
¿Dónde puedo doblar?. O ¿Quién tiene prioridad?, se preguntaban. Y de
este modo comenzaban a prestar el doble de atención a lo que sucedía a
su alrededor. Dos semanas más tarde, la velocidad media estaba por debajo de
los 30 km/h permitido en localidades como Drachten. Mondermann apostaba
fuerte: “Si un peatón va a cruzar la calle, por supuesto que los coches
se detendrán, nuestros abuelos ya nos enseñaron las reglas de cortesía”.
Hasta ahora, el tiempo le da la razón. A fín de cuentas: "Si tratas a una persona
como a un idiota, se comportará como un idioita. Pero si
le das responsabilidad, sabrá usarla”.</span></span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-size: large;"><span style="font-family: Lucida Sans;"><b>Actividades </b></span></span></div>
<div style="text-align: justify;">
<span style="color: #134f5c;"><span style="font-size: large;"><span style="font-family: Lucida Sans;">1. ¿qué crees que pasaría si nuestra ciudad hiciera lo mismo que ocurre en la historia?</span></span></span></div>
<div style="text-align: justify;">
<span style="color: #990000;"><span style="font-size: large;"><span style="font-family: Lucida Sans;">2. Busca en internet: </span></span></span></div>
<div style="text-align: justify;">
<span style="color: #990000;"><span style="font-size: large;"><span style="font-family: Lucida Sans;"> a. La ciudad con mayor tráfico</span></span></span></div>
<div style="text-align: justify;">
<span style="color: #990000;"><span style="font-size: large;"><span style="font-family: Lucida Sans;"> b . Con mayor polusión</span></span></span></div>
<div style="text-align: justify;">
<span style="font-size: large;"><span style="font-family: Lucida Sans;"><span style="color: #990000;"> c. Con mayor índice de accidentes de coche</span></span></span></div>
<div style="text-align: justify;">
<span style="font-size: large;"><span style="font-family: Lucida Sans;"><span style="color: #7f6000;">3. busca en internet la ciudad de la historia y responde: ¿dónde está Drachten? ¿es cierto lo que cuenta la historia? </span></span></span></div>
cuartohttp://www.blogger.com/profile/18320011828734620403noreply@blogger.comtag:blogger.com,1999:blog-2329390641231700093.post-586511730617703812016-09-28T10:51:00.001-07:002016-09-28T10:51:29.913-07:00Cancionero misa inicio cursoENTRADA <br />
<a href="https://www.youtube.com/watch?v=yaKw7vAH5OA&spfreload=5">Qué alegría cuando me dijeron...</a><br />
SALMO <br />
¡Oh Dios, que te alaben los pueblos...!<br />
SANTO <br />
<a href="https://www.youtube.com/watch?v=rpKaNUns4ts">Santo, Santo, Santo la tierra te proclama...</a><br />
COMUNIÓN <br />
<a href="https://www.youtube.com/watch?v=IhRjPHwKla0">Yo pensaba que el hombre era grande por su poder...</a><br />
<a href="https://www.youtube.com/watch?v=cAMdE2zO5g8">Por escuchar la voz que dijo que faltaba gente para luchar...</a><br />
FINAL <br />
<a href="https://www.youtube.com/watch?v=1w4JTUKLvGI">Eres más pura que el sol, más que hermosa que...</a><br />
<br />cuartohttp://www.blogger.com/profile/18320011828734620403noreply@blogger.comtag:blogger.com,1999:blog-2329390641231700093.post-49437076844148858782016-09-24T04:40:00.002-07:002016-09-24T04:41:09.113-07:00Vídeo sobre "el origen de la Filosofía"<span style="font-size: large;"><b><a href="https://www.youtube.com/watch?v=flOJubw6SG0&list=PL8PEFpPr13IjdUUstP-VgS84q_chQwCcp&index=1">PINCHA AQUÍ PARA ACCEDER AL VÍDEO</a></b></span><br />
<br />
<span style="font-size: large;"><b><span style="color: red;">Responde por escrito a la pregunta del final</span> </b></span>cuartohttp://www.blogger.com/profile/18320011828734620403noreply@blogger.comtag:blogger.com,1999:blog-2329390641231700093.post-4480683025525658432016-09-24T04:13:00.000-07:002016-10-05T12:44:03.309-07:00Taller de Filosofía. UD 1<!--[if gte mso 9]><xml>
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<span style="font-size: large;"><span lang="ES-TRAD" style="color: #003300;">“Que la Filosofía no se trata de una ciencia
productiva, es evidente ya por los primeros sabios que filosofaron, pues los
hombres comienzan a filosofar cuando sienten admiración. Al principio estos
sabios admiraron los fenómenos más comunes (calor, frío, muerte, nacimiento…)
luego, poco a poco se plantearon problemas mayores, como los cambios de la luna,
los del sol, eclipses, terremotos… Sin embargo, el hombre que se plantea un
problema debe reconocer su propia ignorancia. Así que, si estos sabios filosofaron
para huir de la ignorancia, está claro que ellos buscaban el conocimiento, es
decir, saber por saber, no buscaban hacerse ricos con esto. La Filosofía comenzó
cuando ya existían casi todas las cosas necesarias al ser humano: higiene,
salud, medicina, profesores, política, trabajo, hogar… Así que es evidente que la
Filosofía solo se busca para: pensar, plantear preguntas, responder, buscar… Estos primeros filósofos se llamaban así
mismos: hombres libres.” </span><b><span lang="ES-TRAD">Aristóteles</span></b><span lang="ES-TRAD">. <i>Metafísica</i>. Libro
I. Capítulo 2 (982a-983a)</span></span></div>
<span style="font-size: large;">
</span><br />
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="color: blue;"><span style="font-size: large;"><b>Actividades:</b></span></span></div>
<span style="font-size: large;">
</span><br />
<div class="MsoListParagraphCxSpFirst" style="line-height: normal; text-align: justify; text-indent: -18pt;">
<span style="font-size: large;">.<span style="font-family: "times new roman"; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> 1. </span>¿Qué significa
la frase "que la Filosofía no se trata de una ciencia productiva"?</span></div>
<span style="font-size: large;">
</span><br />
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; text-align: justify; text-indent: -18pt;">
<span style="font-size: large;">.<span style="font-family: "times new roman"; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> <span style="color: blue;">2. </span></span><span style="color: blue;">Según el texto
¿Qué actitudes se necesitan en el hombre para que empiece a "filosofar"?</span></span></div>
<span style="font-size: large;">
</span><br />
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; text-align: justify; text-indent: -18pt;">
<span style="font-size: large;">.<span style="font-family: "times new roman"; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> 3. </span>Explica: “<span lang="ES-TRAD" style="color: #003300;">el
hombre que se plantea un problema debe reconocer su propia ignorancia</span>”</span></div>
<span style="font-size: large;"><span style="color: blue;">4. ¿</span></span><span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"><span style="font-size: large;"><span style="color: blue;">Qué crees tú
que diferencia a la Filosofía de las demás ciencias (matemáticas, medicina,
arquitectura o psicología)?</span> <span style="color: red;">Busca en internet</span></span> </span>
cuartohttp://www.blogger.com/profile/18320011828734620403noreply@blogger.comtag:blogger.com,1999:blog-2329390641231700093.post-45081833604131256072016-09-17T12:42:00.000-07:002016-09-17T12:42:20.152-07:00Bloque 1 LA FILOSOFÍA. UD 1: El saber filosofico<!--[if gte mso 9]><xml>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: ES;"><span style="mso-list: Ignore;"> <span style="font-size: large;"><b> <span style="color: blue;"> Trabajo en Cooperativo</span></b></span></span></span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: ES;"><span style="mso-list: Ignore;"><span style="font-size: large;"><b> 1.<span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-synthesis: weight style; font-variant: normal; font-weight: normal; line-height: normal;"> </span></b></span></span></span><span style="font-size: large;"><b><span>¿Qué es
la Filosofía?</span></b></span></div>
<br />
<span style="font-size: large;"><b>
</b></span><br />
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;">
<span style="font-size: large;"><b><span><span> 2.<span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-synthesis: weight style; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span><span>Define:
Filosofía, Ciencia y Religión</span></b></span></div>
<span style="font-size: large;"><b>
</b></span><div class="MsoListParagraphCxSpLast" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;">
<span style="font-size: large;"><b><span><span> 3.<span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-synthesis: weight style; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span><span>Diferencias
entre Mito y Logos<span> </span></span></b></span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;">
<span style="font-size: large;"><b><span><span> 4.<span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-synthesis: weight style; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span><span>¿Para qué
sirve la Filosofía?</span></b></span></div>
<span style="font-size: large;"><b>
</b></span><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0.0001pt 18pt; text-align: justify;">
<span style="color: red;"><span style="font-size: large;"><b><span><span>Pregunta
individual</span></span></b></span></span></div>
<span style="color: red;"><span style="font-size: large;"><b>
</b></span></span><div class="MsoListParagraph" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;">
<span style="color: red;"><span style="font-size: large;"><b><span><span> <span style="color: black;">5.<span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-synthesis: weight style; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span></span><span style="color: black;">¿Qué es
la actitud crítica en Filosofía?</span></b></span></span></div>
cuartohttp://www.blogger.com/profile/18320011828734620403noreply@blogger.comtag:blogger.com,1999:blog-2329390641231700093.post-3955001694060155152016-09-15T08:15:00.000-07:002016-09-15T11:40:57.401-07:00La Ola<br />
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: 0px; margin-right: auto; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyivYPeiSZ-SUSghjowmSBl6F_WaFxLvq4dJTSZAJDrsN5O5wYOt3wutbaacbBlp4Hmhe0L7wKHVMa21Ww-CgVbLERD9T2nKN-8YNWWaHmTDXa2b7Ytz5mC2egSbjZzpk4f8aickjFsrbm/s1600/1.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyivYPeiSZ-SUSghjowmSBl6F_WaFxLvq4dJTSZAJDrsN5O5wYOt3wutbaacbBlp4Hmhe0L7wKHVMa21Ww-CgVbLERD9T2nKN-8YNWWaHmTDXa2b7Ytz5mC2egSbjZzpk4f8aickjFsrbm/s200/1.jpg" width="141" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><b><span style="color: red;">Cartel del film</span></b></td></tr>
</tbody></table>
<div style="text-align: justify;">
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</xml><![endif]--><span style="font-size: large;"><b>1</b></span><span style="font-size: large;"><b><span style="font-family: "calibri" , "sans-serif";">. </span><span style="color: black; font-family: "calibri" , "sans-serif";">¿Cómo es la relación del
profesor Rainer con sus compañeros de trabajo? </span></b><span style="color: black; font-family: "calibri" , "sans-serif";">Justifica tu respuesta según
lo visionado en la película</span><span style="font-family: "calibri" , "sans-serif";"></span></span><span style="font-size: large;"></span><span style="font-size: large;"><span style="font-family: "calibri" , "sans-serif";"> </span></span><br />
<span style="font-size: large;"><b><span style="font-family: "calibri" , "sans-serif";"></span></b></span><br />
<span style="color: blue;"><span style="font-size: large;"><b><span style="font-family: "calibri" , "sans-serif";">2. <span style="font-family: "times new roman"; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"></span></span><span style="font-family: "calibri" , "sans-serif";">Al principio los alumnos no quieren seguir el
plan de estudios propuesto por el profesor Rainer ¿Por qué cambian de idea? </span><span style="font-family: "calibri" , "sans-serif";"></span></b></span><span style="font-size: large;"><b></b></span><span style="font-size: large;"><b><span style="font-family: "calibri" , "sans-serif";"> </span></b></span></span><br />
<span style="font-size: large;"><b><span style="font-family: "calibri" , "sans-serif";"></span></b></span><span style="font-size: large;"><b><span style="font-family: "calibri" , "sans-serif";"></span></b></span><br />
<span style="font-size: large;"><b><span style="font-family: "calibri" , "sans-serif";">3.<span style="font-family: "times new roman"; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="color: black; font-family: "calibri" , "sans-serif";">¿Por qué crees que
algunas chicas no quieren aceptar las normas de <i>la Ola</i>?</span></b></span><span style="font-size: large;"><b> </b></span><br />
<span style="color: blue;"><span style="font-size: large;"><b>4.<span style="font-family: "times new roman"; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span><span style="font-family: "calibri" , "sans-serif";">¿Cómo es la familia de Karo? ¿Crees que karo es feliz? ¿qué planes tiene
Karo para su futuro?</span></b></span><span style="font-size: large;"><b> </b></span></span><br />
<span style="font-size: large;"><b>5.<span style="font-family: "times new roman"; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span><span style="color: black; font-family: "calibri" , "sans-serif";">¿Por qué Tim está tan encantado con la Ola? ¿Cuál es el sentido de
la vida para Tim antes de la Ola? ¿y después?</span></b></span><span style="font-size: large;"><b> </b></span><br />
<span style="color: blue;"><span style="font-size: large;"><b>6. <span style="font-family: "calibri" , "sans-serif";">¿Qué familia tiene Marko? ¿Por qué Marko acepta las normas de la
Ola tan fácilmente? ¿Cómo cambia su carácter a lo largo de la película?</span></b></span><span style="font-size: large;"><b> </b></span></span><br />
<span style="font-size: large;"><b>7.<span style="font-family: "times new roman"; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span><span style="color: black; font-family: "calibri" , "sans-serif";">La película termina con Rainer llevado a prisión. Si tú fueras el
juez ¿Lo juzgarías culpable o inocente? </span></b><span style="color: black; font-family: "calibri" , "sans-serif";">Justifica tu respuesta</span></span><span style="font-size: large;"><b> </b></span><br />
<span style="color: blue;"><span style="font-size: large;"><b>8.<span style="font-family: "times new roman"; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span><span style="font-family: "calibri" , "sans-serif";">Breve
sinopsis de la película</span></b></span></span>
cuartohttp://www.blogger.com/profile/18320011828734620403noreply@blogger.comtag:blogger.com,1999:blog-2329390641231700093.post-36644514599440743862016-05-19T16:12:00.000-07:002016-05-19T16:12:07.200-07:00El Sexto Sentido<br />
<img alt="Resultado de imagen de el sexto sentido pelicula" class="rg_i" data-sz="f" name="uo8RoHKductheM:" src="data:image/jpeg;base64,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" 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1. En la casa del doctor Malcom y su esposa Anna, irrumpe un hombre ¿Qué quería? ¿Y de qué conocía al doctor Malcom?</div>
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2. ¿Qué cree al principio el doctor Malcon que le sucede a Cole?</div>
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3. En realidad, ¿Qué le pasa a Cole? ¿Y porqué no quiere que su madre lo sepa?</div>
<div style="text-align: justify;">
4. Las personas que "visitan" a Cole ¿Que es, en realidad, lo que le quieren pedir?</div>
<div style="text-align: justify;">
5 ¿Porqué Anna parece que está tan enfadada con Malcom? ¿y qué era lo que le pasaba verdaderamente?</div>
<div style="text-align: justify;">
6. ¿Qué solución le da el doctor Malcom a Cole para que los "visitantes" se vayan o no le molesten tanto?</div>
<div style="text-align: justify;">
7. El doctor Malcom y Cole van a una casa donde se celebra el funeral de una niña, tienen que hacer una misión ¿Cuál es?</div>
<div style="text-align: justify;">
8. En esta película hay personajes que "ven" y otros que "no ven" ¿puedes poner un ejemplo de cada uno de ellos? </div>
cuartohttp://www.blogger.com/profile/18320011828734620403noreply@blogger.comtag:blogger.com,1999:blog-2329390641231700093.post-45361958363806335162016-04-29T02:37:00.000-07:002016-04-29T02:37:04.124-07:00Karate KidResponde a las siguientes preguntas:<br />
<br />
1. ¿Por qué Daniel Sam tiene problemas con algunos de los chicos del instituto?<br />
2. ¿Cómo conoce al Sr. Miyagi?<br />
3. ¿qué enseñan en la escuela de Karate? (valores morales)<br />
4. ¿Qué enseña el Sr. Miyagi?<br />
5. ¿Cómo es la técnica que enseñar el sr. Miyagi? explica con ejemplos<br />
6. ¿Qué drama vivió el Sr. Miyagi?<br />
7. Sinopsis películacuartohttp://www.blogger.com/profile/18320011828734620403noreply@blogger.comtag:blogger.com,1999:blog-2329390641231700093.post-45362651720634741402016-03-14T13:18:00.001-07:002016-03-15T02:32:41.499-07:00Vídeo Interioridad 2º Trimestre<span style="font-size: x-large;"><b><a href="https://vimeo.com/158950102">PINCHA AQUÍ</a></b></span>cuartohttp://www.blogger.com/profile/18320011828734620403noreply@blogger.comtag:blogger.com,1999:blog-2329390641231700093.post-76756820700726015292016-03-06T12:46:00.005-08:002016-03-06T12:46:51.025-08:008 apellidos vascos<!--[if gte mso 9]><xml>
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<![endif]--><span style="color: #073763;"> <span style="font-size: small;"><b>Personajes:</b></span></span><br />
<span style="font-size: small;"><span style="color: red;"><b>Amaia: la chica vasca</b></span></span><br />
<span style="font-size: small;"><span style="color: red;"><b>Rafa/Antxon: el chico sevillano</b></span></span><br />
<span style="font-size: small;"><span style="color: red;"><b>Aita: el padre de Amaia</b></span></span><br />
<span style="font-size: large;"><b><span style="color: black;"><span style="font-size: small;"><span style="color: red;">Anne/Merche: la mujer extremeña</span></span> </span></b><b><span style="color: black;"></span></b>
</span><br />
<div style="margin: 13.9pt 0cm 0.0001pt 36pt; text-indent: -18pt;">
<span style="font-size: large;"><span style="font-family: "Calibri","sans-serif";"></span><b><span style="color: #073763;"><span style="font-family: "Calibri","sans-serif";">1. ¿Cómo conoce Rafa a Amaia? ¿dónde estaban? ¿qué celebraba ella juntos
a sus amigas?<span> </span></span></span></b></span></div>
<div style="margin: 13.9pt 0cm 0.0001pt 36pt; text-indent: -18pt;">
<span style="font-size: large;"><b><span style="color: #073763;"><span style="font-family: "Calibri","sans-serif";"><span>2.<span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-synthesis: weight style; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span><span style="font-family: "Calibri","sans-serif";">Amaia
regresa a su casa, pero se deja algo atrás que Rafa encuentra para poder
buscarla ¿Qué era? ¿y qué contenía?</span></span></b></span></div>
<span style="font-size: large;"><b><span style="color: #073763;">
</span></b></span><div style="margin: 13.9pt 0cm 0.0001pt 36pt; text-indent: -18pt;">
<span style="font-size: large;"><b><span style="color: #073763;"><span style="font-family: "Calibri","sans-serif";"><span>3.<span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-synthesis: weight style; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span><span style="font-family: "Calibri","sans-serif";">¿Cómo
y dónde conoce Rafa a Merche?</span></span></b></span></div>
<span style="font-size: large;"><b><span style="color: #073763;">
</span></b></span><div style="margin: 13.9pt 0cm 0.0001pt 36pt; text-indent: -18pt;">
<span style="font-size: large;"><b><span style="color: #073763;"><span style="font-family: "Calibri","sans-serif";"><span>4. <span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-synthesis: weight style; font-variant: normal; font-weight: normal; line-height: normal;"></span></span></span><span style="font-family: "Calibri","sans-serif";">¿Por
qué Rafa pasa una noche en la cárcel?</span></span></b></span></div>
<span style="font-size: large;"><b><span style="color: #073763;">
</span></b></span><div style="margin: 13.9pt 0cm 0.0001pt 36pt; text-indent: -18pt;">
<span style="font-size: large;"><b><span style="color: #073763;"><span style="font-family: "Calibri","sans-serif";"><span>5.<span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-synthesis: weight style; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span><span style="font-family: "Calibri","sans-serif";">¿Por
qué se hace pasar Rafa por Antxon, el ex novio de Amaia?</span></span></b></span></div>
<span style="font-size: large;"><b><span style="color: #073763;">
</span></b></span><div style="margin: 13.9pt 0cm 0.0001pt 36pt; text-indent: -18pt;">
<span style="font-size: large;"><b><span style="color: #073763;"><span style="font-family: "Calibri","sans-serif";"><span>6.<span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-synthesis: weight style; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span><span style="font-family: "Calibri","sans-serif";">¿Qué
significa tener 8 apellidos vascos?</span></span></b></span></div>
<span style="font-size: large;"><b><span style="color: #073763;">
</span></b></span><div style="margin: 13.9pt 0cm 0.0001pt 36pt; text-indent: -18pt;">
<span style="font-size: large;"><b><span style="color: #073763;"><span style="font-family: "Calibri","sans-serif";"><span>7.<span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-synthesis: weight style; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span><span style="font-family: "Calibri","sans-serif";">¿Por
qué el padre de Amaia le tiene tanto coraje a los sevillanos?</span></span></b></span></div>
<span style="font-size: large;"><b><span style="color: #073763;">
</span></b></span><div style="margin: 13.9pt 0cm 0.0001pt 36pt; text-indent: -18pt;">
<span style="font-size: large;"><b><span style="color: #073763;"><span style="font-family: "Calibri","sans-serif";"><span>8.<span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-synthesis: weight style; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span><span style="font-family: "Calibri","sans-serif";">Finalmente ¿Cómo
conquista Amaia a Rafa?</span></span></b></span></div>
<span style="font-size: large;"><b><span style="color: #073763;">
</span></b></span><div style="margin: 13.9pt 0cm 0.0001pt 36pt; text-indent: -18pt;">
<span style="font-size: large;"><b><span style="color: #073763;"><span>9.<span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-synthesis: weight style; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: "Calibri","sans-serif";">Breve
sinopsis de la película</span></span></b></span></div>
cuartohttp://www.blogger.com/profile/18320011828734620403noreply@blogger.comtag:blogger.com,1999:blog-2329390641231700093.post-80093477136481580092016-01-20T02:03:00.001-08:002016-01-20T02:03:39.286-08:00Canciones CORO misa de la Paz<!--[if gte mso 9]><xml>
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<span style="font-size: large;"><a href="https://www.youtube.com/watch?v=hzUKjlyee6k"><span lang="PT">https://www.youtube.com/watch?v=hzUKjlyee6k</span></a><span lang="PT"> </span></span></div>
<div class="MsoNormal">
<span style="font-size: large;"><span lang="PT">nada nos separara (salmo)</span></span></div>
<span style="font-size: large;">
</span><div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-size: large;"><span lang="PT"><a href="https://www.youtube.com/watch?v=fmPwdPyhaoo"><span lang="ES">https://www.youtube.com/watch?v=fmPwdPyhaoo</span></a></span> </span></div>
<div class="MsoNormal">
<span style="font-size: large;">(el señor resucitó)</span></div>
<span style="font-size: large;">
</span><div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-size: large;"><a href="https://www.youtube.com/watch?v=3yTILI-nkXw">https://www.youtube.com/watch?v=3yTILI-nkXw</a> </span></div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<span style="font-size: large;">(si pudiera olvidar...)</span></div>
<span style="font-size: large;">
</span><div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-size: large;"><a href="https://www.youtube.com/watch?v=BHVecAmnHN0">https://www.youtube.com/watch?v=BHVecAmnHN0</a> </span></div>
<div class="MsoNormal">
<span style="font-size: large;">(correre, volaré...)</span></div>
cuartohttp://www.blogger.com/profile/18320011828734620403noreply@blogger.comtag:blogger.com,1999:blog-2329390641231700093.post-83061426449958495832016-01-13T12:37:00.001-08:002016-01-13T12:37:04.964-08:00En busca de la felicidad<!--[if gte mso 9]><xml>
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<br />
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-size: x-large;"><b><span> </span></b></span><img class="irc_mi" height="256" src="http://leocadiomartin.files.wordpress.com/2013/08/en-busca-de-la-felicidad.jpg" style="margin-top: 0px;" width="320" /></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-size: x-large;"><b><span>Responde sobre la película: <span></span></span></b></span></div>
<span style="font-size: x-large;"></span><span style="font-size: x-large;"><span>1. ¿Cuál es
la situación de la familia de Chris que se nos presenta en la película?</span></span><br />
<span style="font-size: x-large;"><span>2. </span></span><span style="font-size: x-large;"><span>¿Tiene
Chris las capacidades necesarias para conseguir el trabajo que busca?</span></span><span style="font-size: x-large;"><span> </span></span><br />
<span style="font-size: x-large;"><span>3. ¿Cuál es
el sueño que busca en su vida?</span></span><span style="font-size: x-large;"><span> </span></span><br />
<span style="font-size: x-large;"><span>4. ¿Qué
sacrificios hace Chris para alcanzar lo que busca?</span></span><span style="font-size: x-large;"><span></span></span><span style="font-size: x-large;"><span> </span></span><br />
<span style="font-size: x-large;"><span>5. ¿Por qué consigue
hacer realidad su sueños?</span></span><span style="font-size: x-large;"><span> </span></span><br />
<span style="font-size: x-large;"><span>6. Sinopsis
de la película</span></span><span style="font-size: x-large;"><span></span></span>
cuartohttp://www.blogger.com/profile/18320011828734620403noreply@blogger.comtag:blogger.com,1999:blog-2329390641231700093.post-54346168590954576872016-01-11T11:35:00.001-08:002016-01-11T11:35:50.517-08:00La evolución de los seres vivos<br />
<br />
Estudiemos las diferentes teorías sobre el origen de la vida con este vídeo<br />
<br />
<a href="https://www.youtube.com/watch?v=mjdwWWSaWG0">5 teorías sobre el origen de la vida</a><br />
<br />
<br />
Darwin<br />
<br />
<a href="https://vimeo.com/22608583">los viajes de Darwin</a><br />
<br />
<br />
<br />
La evolución del hombre:<br />
<br />
<a href="https://www.youtube.com/watch?v=n9HnFwChrZo">La Odisea de la Especie</a>cuartohttp://www.blogger.com/profile/18320011828734620403noreply@blogger.comtag:blogger.com,1999:blog-2329390641231700093.post-87432092557215580292016-01-04T07:55:00.000-08:002016-01-04T07:59:12.297-08:00RECUPERACIÓN DE BIOLOGÍA<br />
<br />
<div class="MsoNormal">
<span style="font-size: 12px; line-height: 13.8px;">Los temas que hemos trabajado son:</span></div>
<div class="MsoNormal">
<span style="font-family: Symbol; font-size: 9pt; line-height: 115%; text-indent: -18pt;"><span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><span style="font-size: 9pt; line-height: 115%; text-indent: -18pt;">La
célula</span></div>
<div class="MsoNormal">
<span style="font-family: Symbol; font-size: 9pt; line-height: 115%; text-indent: -18pt;"><span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><span style="font-size: 9pt; line-height: 115%; text-indent: -18pt;">Funciones
celulares</span></div>
<div class="MsoNormal">
<span style="font-family: Symbol; font-size: 9pt; line-height: 115%; text-indent: -18pt;"><span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><span style="font-size: 9pt; line-height: 115%; text-indent: -18pt;">Genética</span></div>
<div class="MsoNormal">
<span style="font-size: 9pt; line-height: 115%; text-indent: -18pt;"><br /></span></div>
<div class="MsoNormal">
<span style="font-size: 9.0pt; line-height: 115%;">Debes tener
claro los siguientes puntos:<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo2; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">1.<span style="font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-size: 9.0pt; line-height: 115%;">Diferencias
entre una célula animal y vegetal<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo2; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">2.<span style="font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-size: 9.0pt; line-height: 115%;">Orgánulos
de una célula y sus funciones<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo2; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">3.<span style="font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-size: 9.0pt; line-height: 115%;">Cómo intercambia la materia la célula<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo2; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">4.<span style="font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-size: 9.0pt; line-height: 115%;">Esquema
de la respiración celular y de la fotosíntesis<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo2; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">5.<span style="font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-size: 9.0pt; line-height: 115%;">ADN
y ARN. Diferencias y semejanzas<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo2; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">6.<span style="font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-size: 9.0pt; line-height: 115%;">Mitosis
y meiosis. Qué son y qué se obtienen de ellas<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo2; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">7.<span style="font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-size: 9.0pt; line-height: 115%;">Problemas
de aplicación de la 1ª y 2ª ley de Mendel<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo2; text-indent: -18.0pt;">
<br /></div>
<div class="MsoNormal">
<span style="font-size: 9.0pt; line-height: 115%;">El examen de
recuperación será el próximo 27 de Enero.<o:p></o:p></span><br />
<span style="font-size: 9.0pt; line-height: 115%;"><br /></span>
<span style="font-size: 9.0pt; line-height: 115%;"><br /></span>
<span style="font-size: 9.0pt; line-height: 115%;"><br /></span>
<span style="font-size: 9.0pt; line-height: 115%;"><br /></span>
<span style="font-size: 9.0pt; line-height: 115%;"><br /></span>
<span style="font-size: 12px; line-height: 13.8px;">RECUPERACIÓN DE FÍSICA Y QUÍMICA</span><br />
<span style="font-size: 12px; line-height: 13.8px;"><br /></span>
<br />
<div class="MsoNormal">
<span style="font-size: 9.0pt; line-height: 115%;">Las unidades
impartidas han sido:<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-size: 9.0pt; line-height: 115%;">Átomos
y enlaces.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-size: 9.0pt; line-height: 115%;">Formulación
inorgánica<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-size: 9.0pt; line-height: 115%;">Reacciones
químicas.<o:p></o:p></span><br />
<span style="font-size: 9.0pt; line-height: 115%;"><br /></span>
<span style="font-size: 9.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal">
<span style="font-size: 9.0pt; line-height: 115%;">Debes tener
claro todos estos temas:<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l1 level1 lfo2; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">1.<span style="font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-size: 9.0pt; line-height: 115%;">Modelo
de Rutherford y Borh.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo2; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">2.<span style="font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-size: 9.0pt; line-height: 115%;">Elementos
de la tabla periódica y características de la tabla.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo2; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">3.<span style="font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-size: 9.0pt; line-height: 115%;">Saber
dibujar un átomo y sus iones.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo2; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">4.<span style="font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-size: 9.0pt; line-height: 115%;">Formación
de los enlaces iónicos, covalentes y metálicos<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo2; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">5.<span style="font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-size: 9.0pt; line-height: 115%;">Nombrar
y formular: óxidos, hidruros, sales, hidróxidos y oxoácidos.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo2; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">6.<span style="font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-size: 9.0pt; line-height: 115%;">Leyes
ponderales<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo2; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">7.<span style="font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-size: 9.0pt; line-height: 115%;">Concepto
de mol<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo2; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">8.<span style="font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-size: 9.0pt; line-height: 115%;">Ajuste
de reacciones químicas</span></div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l1 level1 lfo2; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">9.<span style="font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-size: 9.0pt; line-height: 115%;">Cálculos
estequiométricos de masa y volumen.<o:p></o:p></span><br />
<span style="font-size: 9.0pt; line-height: 115%;"><br /></span>
<span style="font-size: 9.0pt; line-height: 115%;"><br /></span>
<span style="font-size: 12px; line-height: 13.8px;">El examen dde recuperación será el próximo 28 de Enero</span></div>
<span style="font-size: 12px; line-height: 13.8px;"><br /></span>
<span style="font-size: 9.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal">
<br /></div>
cuartohttp://www.blogger.com/profile/18320011828734620403noreply@blogger.comtag:blogger.com,1999:blog-2329390641231700093.post-32151016561188307702015-12-14T13:53:00.003-08:002015-12-14T13:56:20.388-08:00<br />
REPASAMOS LA GENÉTICA<br />
<br />
Aquí tenéis una relación de problemas interesante:<br />
<br />
<a href="http://www.bioygeo.info/Problemas_gen2.htm">Problemas</a><br />
<br />
En este otro enlace los problemas están resueltos:<br />
<br />
<a href="http://www.bioygeo.info/pdf/28_problemas_resueltos.pdf">P. resueltos</a>cuartohttp://www.blogger.com/profile/18320011828734620403noreply@blogger.comtag:blogger.com,1999:blog-2329390641231700093.post-49884264993844815022015-11-30T12:58:00.001-08:002015-11-30T12:58:35.053-08:00<br />
<br />
Repasemos un poco la Genética:<br />
<br />
<br />
<div class="MsoNormal">
Genética. 1ª, 2ª ley de Mendel y codominancia o herencia
intermedia.<o:p></o:p></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="margin: 0cm 0cm 0.0001pt 36.1pt; text-align: justify; text-indent: -18pt;">
<!--[if !supportLists]--><span style="font-family: "Arial","sans-serif"; font-size: 9.0pt; mso-fareast-font-family: Arial;">1.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span style="font-family: "Arial","sans-serif"; font-size: 9.0pt; mso-fareast-font-family: Calibri;">En la cobaya, el color del pelo viene
determinado por un par de alelos: el dominante da lugar al color negro y el
recesivo al blanco. ¿Cómo serán los hijos de una pareja de cobayas negras
heterocigóticas?. Explica los genotipos y fenotipos de la descendencia.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 0cm 0cm 0.0001pt 36.1pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="margin: 0cm 0cm 0.0001pt 36.1pt; text-align: justify; text-indent: -18pt;">
<!--[if !supportLists]--><span style="font-family: "Arial","sans-serif"; font-size: 9.0pt; mso-fareast-font-family: Arial;">2.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span style="font-family: "Arial","sans-serif"; font-size: 9.0pt; mso-fareast-font-family: Calibri;">En la rata doméstica el pelaje marrón es
dominante frente al color blanco. Explica la descendencia de una rata de pelaje
marrón homocigótico con una blanca.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 0cm 0cm 0.0001pt 36.1pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="margin: 0cm 0cm 0.0001pt 36.1pt; text-align: justify; text-indent: -18pt;">
<!--[if !supportLists]--><span style="font-family: "Arial","sans-serif"; font-size: 9.0pt; mso-fareast-font-family: Arial;">3.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span style="font-family: "Arial","sans-serif"; font-size: 9.0pt; mso-fareast-font-family: Calibri;">Explica cómo son los hijos de una pareja donde
se cruzan grupo B con grupo AB .
Recuerda que entre A y B existe codominancia, A y B son dominantes sobre el
grupo O. Analiza todos los casos.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 0cm 0cm 0.0001pt 36.1pt; text-align: justify;">
<br /></div>
<br />
<div class="MsoNormal" style="margin: 0cm 0cm 0.0001pt 36.1pt; text-align: justify; text-indent: -18pt;">
<!--[if !supportLists]--><span style="font-family: "Arial","sans-serif"; font-size: 9.0pt; mso-fareast-font-family: Arial;">4.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;">
</span></span><!--[endif]--><span style="font-family: "Arial","sans-serif"; font-size: 9.0pt; mso-fareast-font-family: Calibri;">El color azul en la gallina de raza andaluza
en el resultado de la herencia intermedia de una gallina negra y otra blanca
moteada. Haz el cruce de dos gallinas azules y explícalo.<o:p></o:p></span></div>
cuartohttp://www.blogger.com/profile/18320011828734620403noreply@blogger.comtag:blogger.com,1999:blog-2329390641231700093.post-70583362014619211852015-11-25T12:25:00.003-08:002015-11-25T12:25:28.562-08:00lunes 14 diciembre<!--[if gte mso 9]><xml>
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PROFESOR/A o ALUMNO/A: </div>
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“La oración de hoy nos vuelve a disponer para
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</span>Venida del Señor, <span style="mso-spacerun: yes;"> </span>pero también
celebra, que el <span style="mso-spacerun: yes;"> </span>Señor que viene cada día
a nosotros con una presencia muy real. Él se manifiesta en los actos más
bonitos que podamos realizar en el día…</span></div>
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<span lang="ES-TRAD" style="color: black; font-family: "Georgia","serif"; font-size: 10.0pt; mso-ansi-language: ES-TRAD; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">Este año,
después de los acontecimientos vividos, ofreceremos cada una de nuestras
oraciones por la paz del mundo, por todos los que sufren<span style="mso-spacerun: yes;"> </span>y por la Esperanza de que,<span style="mso-spacerun: yes;"> </span>entre todos,<span style="mso-spacerun: yes;">
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<span lang="ES-TRAD" style="color: black; font-family: "Georgia","serif"; font-size: 10.0pt; mso-ansi-language: ES-TRAD; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">Hoy, última
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vez hay más luz y menos tinieblas…</span></div>
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<br /></div>
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<br /></div>
cuartohttp://www.blogger.com/profile/18320011828734620403noreply@blogger.comtag:blogger.com,1999:blog-2329390641231700093.post-67090758720553890412015-11-25T12:24:00.004-08:002015-11-25T12:24:53.219-08:00lunes 14 diciembre<!--[if gte mso 9]><xml>
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<b style="mso-bidi-font-weight: normal;"><u>3º
SEMANA (Lunes 14)</u></b></div>
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ALUMNO/A: </div>
<div class="MsoNormal" style="line-height: 19.55pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
“La oración de hoy nos vuelve a disponer para
vivir en profundidad esta tercera semana del tiempo de Adviento.</div>
<div class="MsoNormal" style="line-height: 19.55pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="ES-TRAD" style="color: black; font-family: "Verdana","sans-serif"; font-size: 10.0pt; mso-ansi-language: ES-TRAD; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">El Adviento
es un tiempo cuyo nombre (adventus) significa <b style="mso-bidi-font-weight: normal;">venida</b>. Es un tiempo para vivir con alegría y celebrar el
nacimiento de Jesús. </span><span lang="ES-TRAD" style="color: black; font-family: "Georgia","serif"; font-size: 10.0pt; mso-ansi-language: ES-TRAD; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">El Adviento
no es<span style="mso-spacerun: yes;"> </span>una simple preparación para la <span style="mso-spacerun: yes;"> </span>Navidad. Celebra<span style="mso-spacerun: yes;"> </span>la<span style="mso-spacerun: yes;">
</span>Venida del Señor, <span style="mso-spacerun: yes;"> </span>pero también
celebra, que el <span style="mso-spacerun: yes;"> </span>Señor que viene cada día
a nosotros con una presencia muy real. Él se manifiesta en los actos más
bonitos que podamos realizar en el día…</span></div>
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<span lang="ES-TRAD" style="color: black; font-family: "Georgia","serif"; font-size: 10.0pt; mso-ansi-language: ES-TRAD; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">Este año,
después de los acontecimientos vividos, ofreceremos cada una de nuestras
oraciones por la paz del mundo, por todos los que sufren<span style="mso-spacerun: yes;"> </span>y por la Esperanza de que,<span style="mso-spacerun: yes;"> </span>entre todos,<span style="mso-spacerun: yes;">
</span>podamos conseguir un mundo mejor…</span></div>
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<span lang="ES-TRAD" style="color: black; font-family: "Georgia","serif"; font-size: 10.0pt; mso-ansi-language: ES-TRAD; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">Hoy nos
disponemos a encender las velas<span style="mso-spacerun: yes;"> </span>de las
semanas anteriores<span style="mso-spacerun: yes;"> </span>junto a la tercera de
color <b style="mso-bidi-font-weight: normal;">rojo </b>que representa el Amor…”</span></div>
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<span lang="ES-TRAD" style="color: black; font-family: "Georgia","serif"; font-size: 10.0pt; mso-ansi-language: ES-TRAD; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;"></span></div>
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<span lang="ES-TRAD" style="color: black; font-family: "Georgia","serif"; font-size: 10.0pt; mso-ansi-language: ES-TRAD; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">“SÉ MI LUZ”</span></div>
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<span lang="ES-TRAD" style="color: black; font-family: "Georgia","serif"; font-size: 10.0pt; mso-ansi-language: ES-TRAD; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;"><a href="https://www.youtube.com/watch?v=RlfligPUmw0">https://www.youtube.com/watch?v=RlfligPUmw0</a></span></div>
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<span lang="ES-TRAD" style="color: black; font-family: "Georgia","serif"; font-size: 10.0pt; mso-ansi-language: ES-TRAD; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">LA FE</span></div>
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<span lang="ES-TRAD" style="color: black; font-family: "Georgia","serif"; font-size: 10.0pt; mso-ansi-language: ES-TRAD; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;"><a href="https://www.youtube.com/watch?v=6DBaTaBQLDY">https://www.youtube.com/watch?v=6DBaTaBQLDY</a></span></div>
<div class="MsoNormal" style="line-height: 19.55pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="ES-TRAD" style="color: black; font-family: "Georgia","serif"; font-size: 10.0pt; mso-ansi-language: ES-TRAD; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">EVANGELIO. </span><span lang="ES-TRAD" style="color: #20124d; font-family: "Georgia","serif"; font-size: 10.0pt; mso-ansi-language: ES-TRAD; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">El tercer domingo, también centrado en el Bautista, nos orienta con
más fuerza hacia la persona de Aquél que viene; el mensaje es el de la alegría
por la venida muy cercana.</span></div>
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<i style="mso-bidi-font-style: normal;">Semana de
Adviento: “COMPARTE Y CONFÍA PARA SERVIR CON ALEGRÍA” (SOLIDARIDAD) Ahora se
trata de buscar y estar atentos/as a la gente que necesita nuestra ayuda, es
decir pensar a quienes podemos ayudar porque están tristes, no tienen amigos en
el patio, o nos hemos enfadado con ellos/as… </i>cuartohttp://www.blogger.com/profile/18320011828734620403noreply@blogger.comtag:blogger.com,1999:blog-2329390641231700093.post-48467374339299049222015-11-25T12:23:00.006-08:002015-11-25T12:23:58.534-08:00miércoles 9 dieciembre<!--[if gte mso 9]><xml>
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<div class="MsoNormal" style="line-height: 19.55pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><u>2º
SEMANA (MIÉRCOLES 9)</u></b></div>
<div class="MsoNormal" style="line-height: 19.55pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
ALUMNO/A: </div>
<div class="MsoNormal" style="line-height: 19.55pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
“La oración de hoy nos vuelve a disponer para
vivir en profundidad esta segunda semana del tiempo de Adviento.</div>
<div class="MsoNormal" style="line-height: 19.55pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="ES-TRAD" style="color: black; font-family: "Verdana","sans-serif"; font-size: 10.0pt; mso-ansi-language: ES-TRAD; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">El Adviento
es un tiempo cuyo nombre (adventus) significa <b style="mso-bidi-font-weight: normal;">venida</b>. Es un tiempo para vivir con alegría y celebrar el
nacimiento de Jesús</span><span lang="ES-TRAD" style="font-family: "Verdana","sans-serif"; font-size: 10.0pt; mso-ansi-language: ES-TRAD; mso-bidi-font-style: italic; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">. </span><span lang="ES-TRAD" style="color: black; font-family: "Georgia","serif"; font-size: 10.0pt; mso-ansi-language: ES-TRAD; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">El Adviento no es<span style="mso-spacerun: yes;">
</span>una simple preparación para la <span style="mso-spacerun: yes;"> </span>Navidad. Celebra<span style="mso-spacerun: yes;"> </span>la<span style="mso-spacerun: yes;">
</span>Venida del Señor, <span style="mso-spacerun: yes;"> </span>pero también
celebra, que el <span style="mso-spacerun: yes;"> </span>Señor que viene cada día
a nosotros con una presencia muy real. Él se manifiesta en los actos más
bonitos que podamos realizar en el día…</span></div>
<div class="MsoNormal" style="line-height: 19.55pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="ES-TRAD" style="color: black; font-family: "Georgia","serif"; font-size: 10.0pt; mso-ansi-language: ES-TRAD; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">Este año,
después de los acontecimientos vividos, ofreceremos cada una de nuestras
oraciones por la paz del mundo, por todos los que sufren<span style="mso-spacerun: yes;"> </span>y por la Esperanza de que,<span style="mso-spacerun: yes;"> </span>entre todos,<span style="mso-spacerun: yes;">
</span>podamos conseguir un mundo mejor…</span></div>
<div class="MsoNormal" style="line-height: 19.55pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="ES-TRAD" style="color: black; font-family: "Georgia","serif"; font-size: 10.0pt; mso-ansi-language: ES-TRAD; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">Hoy nos
disponemos a encender la vela de la semana pasada junto a<span style="mso-spacerun: yes;"> </span>la segunda , de color <b style="mso-bidi-font-weight: normal;">verde</b>, que significa tiempo de <b style="mso-bidi-font-weight: normal;">Esperanza</b>…</span></div>
<div class="MsoNormal" style="line-height: 19.55pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="ES-TRAD" style="color: black; font-family: "Georgia","serif"; font-size: 10.0pt; mso-ansi-language: ES-TRAD; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;"></span></div>
<div class="MsoNormal" style="line-height: 19.55pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="ES-TRAD" style="color: black; font-family: "Georgia","serif"; font-size: 10.0pt; mso-ansi-language: ES-TRAD; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;"><a href="https://www.youtube.com/watch?v=DESWUJK2xZo">https://www.youtube.com/watch?v=DESWUJK2xZo</a></span></div>
<div class="MsoNormal" style="line-height: 19.55pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="ES-TRAD" style="color: black; font-family: "Georgia","serif"; font-size: 10.0pt; mso-ansi-language: ES-TRAD; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">EVANGELIO. </span><span lang="ES-TRAD" style="color: #20124d; font-family: "Georgia","serif"; font-size: 10.0pt; mso-ansi-language: ES-TRAD; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">El segundo domingo está centrado en la figura de Juan Bautista y el
mensaje es el de la paciencia y de la preparación activa para la Venida del
Señor.</span><span lang="ES-TRAD" style="color: black; font-family: "Georgia","serif"; font-size: 10.0pt; mso-ansi-language: ES-TRAD; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;"></span></div>
<div class="MsoNormal" style="line-height: 19.55pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<u><span lang="ES-TRAD" style="color: black; font-family: "Georgia","serif"; font-size: 10.0pt; mso-ansi-language: ES-TRAD; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">Durante la
mañana, los alumnos/as de EPO, darán su mensaje de la semana. (Dejarán la
primera punta de estrella).</span></u></div>
<div class="MsoNormal" style="line-height: 19.55pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
“DESPIERTA, levántate y mira a tu alrededor” (LA
ESPERANZA EN QUE LA MISERICORDIA QUE CADA UNO PUEDA APORTAR…SALVARÁ AL MUNDO)</div>
<div class="MsoNormal" style="line-height: 19.55pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="mso-spacerun: yes;"> </span>Es la hora
de despertarnos, y pensar qué cosas podemos hacer para portarnos mejor en casa,
en el cole, con los amigos/as… </div>
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<br /></div>
cuartohttp://www.blogger.com/profile/18320011828734620403noreply@blogger.comtag:blogger.com,1999:blog-2329390641231700093.post-68420486882996827202015-11-25T12:23:00.001-08:002015-11-25T12:23:16.789-08:00lunes 20 noviembre<!--[if gte mso 9]><xml>
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<div class="MsoNormal" style="line-height: 19.55pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><u>1º
SEMANA (Lunes 29)</u></b></div>
<div class="MsoNormal" style="line-height: 19.55pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
ALUMNO/A: </div>
<div class="MsoNormal" style="line-height: 19.55pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
“La oración de hoy nos dispone para vivir en
profundidad el tiempo de Adviento.</div>
<div class="MsoNormal" style="line-height: 19.55pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="ES-TRAD" style="color: black; font-family: "Verdana","sans-serif"; font-size: 10.0pt; mso-ansi-language: ES-TRAD; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">El Adviento
es un tiempo cuyo nombre (adventus) significa <b style="mso-bidi-font-weight: normal;">venida</b>. Es un tiempo para vivir con alegría y celebrar el
nacimiento de Jesús. </span><span lang="ES-TRAD" style="color: black; font-family: "Georgia","serif"; font-size: 10.0pt; mso-ansi-language: ES-TRAD; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">El Adviento
no es<span style="mso-spacerun: yes;"> </span>una simple preparación para la <span style="mso-spacerun: yes;"> </span>Navidad. Celebra<span style="mso-spacerun: yes;"> </span>la<span style="mso-spacerun: yes;">
</span>Venida del Señor, <span style="mso-spacerun: yes;"> </span>pero también
celebra, que el <span style="mso-spacerun: yes;"> </span>Señor que viene cada día
a nosotros con una presencia muy real. Él se manifiesta en los actos más
bonitos que podamos realizar en el día…</span></div>
<div class="MsoNormal" style="line-height: 19.55pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="ES-TRAD" style="color: black; font-family: "Georgia","serif"; font-size: 10.0pt; mso-ansi-language: ES-TRAD; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">Este año,
después de los acontecimientos vividos, ofreceremos cada una de nuestras
oraciones por la paz del mundo, por todos los que sufren<span style="mso-spacerun: yes;"> </span>y por la Esperanza de que,<span style="mso-spacerun: yes;"> </span>entre todos,<span style="mso-spacerun: yes;">
</span>podamos conseguir un mundo mejor…</span></div>
<div class="MsoNormal" style="line-height: 19.55pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="ES-TRAD" style="color: black; font-family: "Georgia","serif"; font-size: 10.0pt; mso-ansi-language: ES-TRAD; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">Hoy
comenzamos encendiendo esta vela <b style="mso-bidi-font-weight: normal;">morada</b>…(la
volveremos a encender la semana que viene junto a la de color verde y así
sucesivamente ) el color de la vela significa tiempo de recapacitar, de pensar,
de vigilia, de saber esperar…)</span></div>
<div class="MsoNormal" style="line-height: 19.55pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="ES-TRAD" style="color: black; font-family: "Georgia","serif"; font-size: 10.0pt; mso-ansi-language: ES-TRAD; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;"> Escuchar la
canción y posterior reflexión sobre el tiempo que comienza. </span></div>
<div class="MsoNormal" style="line-height: 19.55pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="ES-TRAD" style="color: black; font-family: "Georgia","serif"; font-size: 10.0pt; mso-ansi-language: ES-TRAD; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;"></span></div>
<div class="MsoNormal" style="line-height: 19.55pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="ES-TRAD" style="color: black; font-family: "Georgia","serif"; font-size: 10.0pt; mso-ansi-language: ES-TRAD; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;"><a href="https://www.youtube.com/watch?v=QZZvwaq1Qe0">https://www.youtube.com/watch?v=QZZvwaq1Qe0</a></span></div>
<div class="MsoNormal" style="line-height: 19.55pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="ES-TRAD" style="color: black; font-family: "Georgia","serif"; font-size: 10.0pt; mso-ansi-language: ES-TRAD; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">EVANGELIO. </span><span lang="ES-TRAD" style="color: #20124d; font-family: "Georgia","serif"; font-size: 10.0pt; mso-ansi-language: ES-TRAD; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">El primer domingo nos orienta hacia la Venida del Señor al final de la
historia y el mensaje es el de la vigilancia</span><span lang="ES-TRAD" style="color: black; font-family: "Georgia","serif"; font-size: 10.0pt; mso-ansi-language: ES-TRAD; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;"></span></div>
<div class="MsoNormal" style="line-height: 19.55pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<u><span lang="ES-TRAD" style="color: black; font-family: "Georgia","serif"; font-size: 10.0pt; mso-ansi-language: ES-TRAD; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-TRAD;">Durante la
mañana, los alumnos/as de EPO, darán su mensaje de la semana. (Dejarán la
primera punta de estrella).</span></u></div>
<div class="MsoNormal" style="line-height: 19.55pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<i style="mso-bidi-font-style: normal;">“Primera
Semana de Adviento: “ESCÚCHATE Y REFLEXIONA” (SILENCIO E INTERIORIDAD) Esta
semana ya que nos ponemos en camino, se trata de pensar cómo podemos preparar
nuestro corazón para recibir a Jesús en él; qué hacemos, cómo lo hacemos, ¿qué
podemos mejorar?..”.</i></div>
cuartohttp://www.blogger.com/profile/18320011828734620403noreply@blogger.com