MIME-Version: 1.0 Content-Type: multipart/related; boundary="----=_NextPart_01C6A788.8131C030" This document is a Single File Web Page, also known as a Web Archive file. If you are seeing this message, your browser or editor doesn't support Web Archive files. Please download a browser that supports Web Archive, such as Microsoft Internet Explorer. ------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Module No.3

This presentation contains content that your browser may not be able to = show properly. This presentation was optimized for more recent versions of Micro= soft Internet Explorer.

If you would like to proceed anyway, click here.

------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/master03.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii"
Click to edit Master title style
Click to edit Master text styles
Second level
Third level
Fourth level
Fifth level
‹date/time›
‹footer›
‹#›
------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/master03.xml Content-Transfer-Encoding: quoted-printable Content-Type: text/xml; charset="utf-8" ------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/preview.wmf Content-Transfer-Encoding: base64 Content-Type: image/x-wmf AQAJAAADvQEAAAYAHAAAAAAABAAAAAMBCAAFAAAACwIAAAAABQAAAAwCeQChAAMAAAAeAAcAAAD8 AgAA////AAAABAAAAC0BAAAIAAAA+gIFAAAAAAD///8ABAAAAC0BAQAOAAAAJAMFAP///////3gA oAB4AKAA////////CAAAAPoCAAAAAAAAAAAAAAQAAAAtAQIABwAAAPwCAAD///8AAAAEAAAALQED AAQAAAAnAf//HAAAAPsC9f8AAAAAAACQAQEAAAAAQAASVGltZXMgTmV3IFJvbWFuAAAAAAAAAAAA AAAAAAAAAAAEAAAALQEEAAQAAAAuARgABAAAAAIBAQAFAAAACQIzM8wCGAAAADIKIQA3AAsAAABN b2R1bGUgTm8uMwAJAAYABQAGAAMABAADAAcABQADAAYABAAAAC4BAAAcAAAA+wIQAAcAAAAAALwC AAAAAAECAiJTeXN0ZW0AAAAAAAAAAAAAGAAAAAIAAABonBkA5AQAAAQAAAAtAQUABAAAAPABBAAc AAAA+wL1/wAAAAAAAJABAQAAAABAABJUaW1lcyBOZXcgUm9tYW4AAAAAAAAAAAAAAAAAAAAAAAQA AAAtAQQABAAAAC4BGAAEAAAAAgEBAAUAAAAJAgAAAAIYAAAAMgohADcACwAAAE1vZHVsZSBOby4z AAkABgAFAAYAAwAEAAMABwAFAAMABgAEAAAALgEAAAQAAAAtAQUABAAAAPABBAAcAAAA+wL1/wAA AAAAALwCAAAAAABAABJUaW1lcyBOZXcgUm9tYW4AAAAAAAAAAAAAAAAAAAAAAAQAAAAtAQQABAAA AC4BGAAEAAAAAgEBAAUAAAAJAoCAgAIYAAAAMgpGAD4ACwAAAFRyYW5zaXN0b3JzAAYABQAGAAYA BAADAAUAAwAGAAQABQAEAAAALgEAAAQAAAAtAQUABAAAAPABBAAcAAAA+wL1/wAAAAAAALwCAAAA AABAABJUaW1lcyBOZXcgUm9tYW4AAAAAAAAAAAAAAAAAAAAAAAQAAAAtAQQABAAAAC4BGAAEAAAA AgEBAAUAAAAJAgAAAAIYAAAAMgpFAD0ACwAAAFRyYW5zaXN0b3JzAAYABQAGAAYABAADAAUAAwAG AAQABQAEAAAALgEAAAQAAAAtAQUABAAAAPABBAADAAAAAAA= ------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/pres.xml Content-Transfer-Encoding: quoted-printable Content-Type: text/xml; charset="utf-8" ------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0001.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Module No.3
Module No.3
= Transistors
------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0002.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Module No.3
Introduction :
Hi friends.In this module, y= ou will get the information about transistor, their types, configurations, application circuits, characteristics etc. This information will help you = to know better about the solid-state technology.  Technical details, operation, applications of special purpose devices .
= Objectives:
After completing this module= you will be able to:
<= span style=3D'mso-bidi-font-family:"Times New Roman";mso-hansi-font-family:"Tim= es New Roman"'>1. Recognize the types of transistors.
2. Understand the characteristics of transistors.
3. Know about the Field = Effect Transistor.
<= span style=3D'mso-bidi-font-family:"Times New Roman";mso-hansi-font-family:"Tim= es New Roman"'>4. Appreciate the use of Special purpose device.
<= span style=3D'mso-bidi-font-family:"Times New Roman";mso-hansi-font-family:"Tim= es New Roman"'>5. Grasp the Transistor configurations.
------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0003.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Module No.3
Keywords:
· BJT
· FET
· CE configuration&= #13;
· Amplification = ;
· Load Line
· Feed back
· Band width
· Gain
· Diac
· Triac
------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0004.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Module No.3
Bipolar Junction Transistor =
Overview:
J. Bardeen and W. H. Brattain of bell telephone laboratories, U.S.A= . in 1948, invent bipolar junction transistor. It is the development of electro= nics field that is replacing vacuum tubes by solid-state technology. Transistor= is nothing but a third doped element that is added to a crystal diode to form= two p-n junctions.
 = In this Unit you will learn about Bipolar Junctions Transistor configurations, Load line, Input – Output Characteristics, Amplification factor and other technical aspects.
=
------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0005.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Module No.3
= Unit Objectives:
<= span style=3D'mso-tab-count:1;width:7.56%'> After completing this unit y= ou will be able to:
= 1. Recognize construction BJT
= 2. Analyze the Character= istics of BJT
<= span style=3D'mso-bidi-font-family:"Times New Roman";mso-hansi-font-family:"Tim= es New Roman"'>3. Chart the Input and ou= tput graphs.
<= span style=3D'mso-bidi-font-family:"Times New Roman";mso-hansi-font-family:"Tim= es New Roman"'>4. Calculate amplificati= on factor of BJT configurations.
<= span style=3D'mso-bidi-font-family:"Times New Roman";mso-hansi-font-family:"Tim= es New Roman"'>5. Construct amplifier a= nd other circuits.
<= span style=3D'mso-bidi-font-family:"Times New Roman";mso-hansi-font-family:"Tim= es New Roman"'>6. Compare the applicati= ons special purpose device.
Bipolar Junction Transistors:
Transistors are developed in “P” and “N” type semi- ducting materials from the crystal with adding corresponding impurities. Transistors consists of two p-n junctions formed = by sandwich pattern of either p-type or n-type materials between a pair of opposite type semiconductor materials.
------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0006.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Module No.3
Advantages of Transistor over vacuum tubes:
1) It is developed with solid state technology
2) Comparatively smaller in size.
3) No heating element is present i.e. Filament. <= /nobr>
4) Heating power is not necessary
5) These are mechanically strong.
6) Longer life
7) The noise production is zero.
8) It operates on comparatively very small voltages.&#= 13;
<= b> Structure of the transistor= s:
= According to this theory of sandwiching the layers, there are two basic types of transistors i.e. N-P-N = type transistor, and P-N-P= type transistor.
------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0007.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Module No.3
Transistor Terminals:
The three terminals taken out from each section of (i.e. P-N-P or N-P-N) trans= istors are named according to their actual actions.
The names of three terminals are as:
1) Emitter
2) Base
3) Collector
------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0007_image001.png Content-Transfer-Encoding: base64 Content-Type: image/png iVBORw0KGgoAAAANSUhEUgAABWMAAAHvAQMAAAALp1+DAAAABGdBTUEAALGIlZj0pgAAAAZQTFRF AAAA////pdmf3QAAACV6VFh0RGF0YVRpbWUAEXicMzIwMLMyMLUytFAwNLAytLQyNQUAJe0D1GBb a58AAAAlelRYdFNvZnR3YXJlAKh4nHNMyU9KVQjIyC/JL87IL1Aw1zMAAEQnBnUjABTwAAAgAElE QVR4nOzdTY/kSFoA4NftotxItele9kChKZUL9g+ktJeUSNo14sIF9hegKcSVQwkuJW1u2UlK2xfE cgdp+AVw4IA4dZQaMQi0GsSJA1JF7yyaA0gdrUF0tNptE2FH2I5whB3pdFZXzUysdrLL6Qw/GX4d X/5IKB5QegMfWrBN+u97oc0d17sfWuf0oLRfPigt/la7t/Stdn/p66i9L9/JzYEg3DfEKblq/X1D 3JKTloK3b4dTcivbLHhQ2jDdN8QpOWojtG+IW3KL2/DBafMEJ3vGDCbHuEWZT0IUTbzxZNsPuGqp h4PJ24hk2w+4aWceARRAsLXHIaVbFIKbFjxyfnN4tCete0PpqPUJvvmnfWndmx7nssXof/YTCQjc e3iOWnidnq/2o8WzqbUBuobz4/30G0nk3qw71mB4BRhmyVhRX9qH9goIRGNBvYls0Qlx1V5eriD6 YjSpJ3HtpsAJdYgzV+0Z/j0IX+wqMyUWCTkUaUQcql13bQj+ZleZKZHIo5BAiByqXdd+wtl5sE2j s0UirDKHpxCmDhTHHiNcgP+n+6lvCfgYns5CgGRwXSctOWD1F0zVB3ulZc606CSc+SgZ/Kjj7Aer v9i+ikbYuqmj9V4Tpg1wPPhRR21AFxCRMbbBxMrhHT0J/moyLXEIqdGJfAQFPoFsMu1eE4lwAiew BIgH170X2is4haMHo71gWngw2nOIuHZ43XuhhcsIOTU990NLIvJgtAjIidsw6j5oU8AnT526TPdA y/ozcHQKXja87ofXYl4dPJ4djq4Tsqr39llrUR6Jf6zZ/99O2WNA4KXMu5M2Zi/toUImeos5n1mB KadzWd2FmDYcrc0rbTvuM3HIlidMIE124MEnyp8YIh4MUTp6pGPXYq5Nd9HmWhNLvYIuI9YPc6jC zFqf8AxNkYBOuNahm29NLMwi9vJSXRoWNBr+rEWbxey/7QF5rU2YFpOE/fOrrZB1yiutMfTzcivv rZ+1aHPOKb58XS+R2rS4kdp26dg3YNikXUv40M+3zzRZtNXLiwYk49bjyEp7s4VQ2WQ5vjNqed8m 90ZqNw0o8+U7r4tXpTZM8yAbMx8CZd2NTW+l47RvM7yK2T67Dn4etrW5X3xFQkyuvcxLF57L/IpF +5bmcfetC7YLPXttbtG+pjAPfYCFL/pGjbZAPiZ8yhHmMOps9bp6IVmjff+uyt2jbGvrstizxF2L +fwB015CV5t6XHsBfEZklLa6tA5fNVryI7kRtrWb8iwiddeWkkN/fYN1bVC+SS7RGfoY4VEzY2ua zVdRgebRu+K50FY0dijXZUu20ZKjIPA3Nzfyso+80QYIkwvskY9viMPAz6AlBJ4EiPcPlmKiQpyT pWHxjJUtKf6y2OAoLZCevVW7DINNqU00bR7gC3Jx5tObDR01K5Ly+PK5Fp6Ir9toP0fxDT+GAc9g 1ZmNt2qfRlxbnx7K67jNQ6Y9ZzGwmzZF81k9KhdawvYjhDdkBRTOjmDpqPXfUqn9uKMNam02Sgtw xbX46mlHG7F2OXjBjuErmC+ePO4Emq11ENoUbupFtZZckI9Zl2cH7SzwMKbLE1DjlmmzA/8FuTyb X84vV0ed7K3aZaldFz3a9Wjtabjm2iNZp7S0p1xLzijTHnZqHJv2PzStiATWTyi154WXw0itR5l2 w7QLOJC95iQXWhoxLavss8vLPHDWPhHaXNT/xH+uaHN2IKzHHWVeRmttqGhZnUDj9QvMu/zkIg86 /fMBbZoJLRb1blpgH2NyvmQHdjpuXpeNFYT24KjWFo32ZmttVmrXN+mVro3XPsKYtbtwDpdn47Sp 0EZZR0uYluD/umHaxFGbe+TJMvQ3fOSsaRH43g2+YB0aQHA2qi3zCnjKtOd27Tnr/bpr2dAJmNYz aDEEKVt+DBceaznOozHaHE6DDb6gxyGS2h9W2oAdaOs1uSjSfL6V9pi1NFwra0ShpRAiP4UToD5+ 4o26iok1q6eBjy+ujoNUaj1FixO4frKd9pDv6/mjWhuJt2IcphAHeUjyoNPtcEhsFAknrHXgoS+7 TGIPskMamBbjU1g8gaeuccv28ZKV7UtyHQltfb7/psiLF2+2R9aJF8WJD6jUBoo2h5z1qtflF5nD ycyxTugmOtnVCVz7+BFUSdfCY9arxqzXw3s+p46tw961vtD6ipY1yid8QmzOrKw9O+mMTFy12ajK ypgAzk4CRlr66VzTIjgFFoHHQD16AKv7oOX3PN3+jKyuI0xEZDb1JGs5AKING/zH63x03I7rwLgm 2Rdjoz+cpPbZYVdtvldt6jgavSdax+s0erW3zT8fgLaVdtbe9r2JJtc6rjgqIcdrYJwR32rr5NqX +5pq93o3CY7c1rNo4enZ6R+VzWH+SVF8WdSzrq43Cm+XHC4AqljGpQja6REE/3JZdZxjGvPLuW53 w7ExSfSuvWA3bQqD6TGkYy+9k7k/iuQS42TtlNp6mLJ9aufxq3zBc9ezhbYZUZc08pLR3JRX9Nzl 1pJdtCMrNaO2nT5afT+dxe7a9INqyxRto02KT+Se4Z/9Fc/wBUbefsi0n5DFkNbYz7FrW6k6bfoj xHwHU2iF5P1tNamwF219rpdvqPDQzlr5J58A7CTjITxSW350y7h9a9YWYp7GL6498Na7a3Oj1uWy dFPStc1Zzip9Pv9DeryLVpyZ1rTTRELRnDdsu+6PVpWIqwa0zHeIW7N2ZFuWaWVr1KJW5o3lA5St o9bUN7032txetk36VjuQto7bJtn6YEn7T4t2ovr2IWrz8TUYONVg3xCtOkQytmX3Rpu5aHeIW6lV tzKVducazKzN71K7RW/cXCc8MO1UrcPEkXCnbZk4H7lv7ehIeMjaZ9U2ptbqcfutVqZt6oQ71Rrj 1nwGbSutVt9OVCeY+wmTtw6T1mD6mPd+ax9W2U4et3fZlu2gLfZbts/LzCfXPqyyvUvtg+qD7a7V G8d7rlWPsvuufVhluxdtrmvLSzonj4SpxmV3U7YTa7WimLx/u9eyHa3NptXS/WonPsos2qkjIZuq Trgb7VStw51Ewn7Ldl81mLiadyJtp3WoBFuULerTEnHNzkQ1WL5z3CL1KnFViyCqMrwv2rRPm06r 5XH7Z8GE2kzTipu3JtNS8CeoweTd1aoWLarXsdcsdbXEoDVeGtenzcQu51qS1lq82k1LO3FLwNu9 bOVdWlzLl4gMa+1uLe+7k0hqKfviVVHkx/FYbf0ULKbl9wlL7bWI3920BOr4yoJUaOXCHbX8uJP1 7dZaCuVjDbPiPYIDKWpp8wCJothBi0/kDSlMO99Bi7RrvQSsrmiZNsmVhSNm7chpo+XPZjBpbx2w nQsXBczvaqmblt/1xYi3xUmEqn+yj8YtLa3jduuypUYtNWmzQyetvrP6tE9lK/HR3xb0TRqm8N0f FD3PTiNGbRaYtPLuwv4+mJ5hpRWXZWRRqRWNBFmGpi9oL2ls1oajtZ3Q6mivolp7HFUZah+JbFrW tcy+fPMW19eXumi9X8RWbWbURjISovIok1rZq9E+Yr2YLa23m71FLW27ThBhJhe2Mj+4DutnyAlt J7R6tcmW2vYf72WdKouRa33Pri1TrGjxYXGU5BF/uNOz/Ie5rg1VbTvDJyxiRZY2rRbRBm3dT8gi szZQtCji/01khtXYgZ42bVk7buvQahGyuLDegaYVumh5M5F7FpbXYfaXrbyDVvDULQmtfBgDj4TL RhsbtN086qTfOiq6drRdtkFHq12ormi1R78JLTRadBkOaW23r7hoQ6Gls1brcPs3eVJkv1Fqo7ZW LyahjWptOg+GtNSi1aYhpJbMfPl2Ds/FWnKh1pZlDtr6Ht5SO1i2WWTRasvFLsNHjdaX34kceiat vLlPaLUDQWjlUpYTWiVSiyOztn7ApKvWq7WB1NKZWSseS19p9dASWrkL1evBsOyC6lrjUIpXhLq2 XEAaLZ8Eqj6dR8ZIKMTDUvq0uVkrb7nUm/IttXKHslypPzSfIG55rf6bdbRx0dqFmjbaUhtbtHXm 1Buc/UDDWnPZ1hlOqtUz10TVU1f6tFQutWgd41bWIXZt5g9qq0zM2mpcRlp1wqRaZUVL5pqI9miR k1bvdO1Tmw1r67iNnLSWsc5wJJgy1xvAqNFSo1Zb9R5r4+6qQ3Fr0w7WCbkpcy2z6qC4C20yoG1x JtE61Qn3XOsYt8OtgyHzzvRES6t3QZGWYbSLdtRRtp1W2cJuWrdImFC7UyTot8R/47XKFnaM2ym0 +eTaZw9K+7DK9mupzVwq8+208QitY9zuXetUg91atHiUVhNNrp22bKfWdqaXR9Zgk2uNGY6vbx0y vzdH2Sjt9H0wx6Ps66jVh/t31b+9A62yhf22vPdL2y1bF+3e64SR2gl6NYqWummdjzJVG7VfZPrG aB0jYbOLlioL76DltZyW/pDa5sEsnV7NPdQ26ZtZg30g7U6RsEX/Vj/puWetQ+YdbbmWWYs/QCSo hF6t9p5Ne6tkOE3rQKP2NurMx5etzHDcuGyobKtdcudax7aMjNL2HGV6JLiNeZ21auaVlqqE/Y/Q R2orJo3UzPeudawTPox2bA2mx2351ztH7U+LTogz7dPqazwrf1tRMOlUZausKDN30mZw7Rm0VcJw Cb8G3xPM5qxaDj/+wl0b69ry6jlU0PLpl9RcFOYajGnBqm2neQoe+P95MrdeZmlreY3aKv2xH4sL DXWt3quptV4nbrFB2036mVPnfoKWDvj/cNB+7rT+xDOpzb3iQ2ub9MvwY6PWr9syj/1b13YuxzWm kfVt58pkPT0C+F9V69Xa1KDNEFS/IZP25apPpzhq3Z4KrWnl1RRpEXS0RfH71fvv//43o1c5HBRz mJU/XiSSRwCN1rKh3Y+K2UhtHhq0Su68Ok8jtgv5X8/FUtr5jKtWpq/w9eq3gD9ofWjHNXGLrsNO /1ZN5YkCFA/+IsXG/PP2/Y8+5yOJt+jw8nf4Nd027abRLiPrxahVKht2XmsO/NrHBoNpDWvZisyT 8rLTzCu+KuK0fla2IlK1totRq1TOOJba3tV42W6vRXyHMW2u1If/pv56V6PFg2VbXrXNtQPP8eda k6dXW9baJKqvBDamda0lx3G/Nisz5FrzI8bq9Cx//FPD4t6yzRptz2pbaKublUpt/11PjuMyJVX3 bZXa2L4WeFJLH8fPXLU9NzoV9hqs7zO41trDjN9EdC21kAQD2qDW9oaCrZ/Q95mqAEqttSQyRbty 1/aGwo5aa0kwbR0JGdf2HezV3cJci6fXVnfh8kvG+h4Inoq7crg28wfqhDvR9h3CrL6N+SvX5jwS IuuqeUs7edxWQ0oHbVRpWSPis0iwx4LQJkX9o5GTamOp7WkeOlp73ZTVWtKvtY0i+z6DW9rYQVsM lW11rYZZe7urVlz97671B7S0pe3tKIyrwZJaG7lqo55IILWW9rdlY7TiXoWIa+1F0dI+G9DiRVxr R9UJVPzKsylVvbYqbu3aF808GNfODv1XtlXTVSK02apP++dWrdLtfd9+L/eQ1PZVOJ81ZfsZ0x6B /ZbR6i7EsieV99SJbIRp/llKbO6kV1q/jBMeCbivE9aeG39Wam05VsKq39evNW8PY3tJUP9lqY23 0AbZzK4VP8bSvgnJmNJR2ipWhyLBoDVuqp5ZrLSpeZ1+bU/FR6KWtq96bGl5fetnNm3Y0vaMsVJ9 oFpri3+1fkgMFrmWLPoO4ayeG889rs0tEPH1K23PqKVHa0/iPmLeOryl1oMij/7uHzWtbVUx/Vo5 9XsXNK3xXdSjFQFd3sBhn1ypZiWPknJ11sPt6dWInV9pbXcYFz11Qp/WU7RJT9Zl7sNlKw4soY2s Gya2aqVHK3/8SdxHGFtWw3KyqSz9TZ9WPrOglPQNMmz1RY9W3oVXaVNb5lTR8uPeMhkgJhaltn96 z/j5uKeOlncHVlrrb7Nmcmqs1n5mXbN6FdreTpgpsXJZWt/EUfUqtNbMo9dpHbemudg6ZfLntJPy pX9uyZCIPnPcTvKJIJUW9xXFm59AWSewVXtG6DK0hHZtWY2CZefwI2TwiSCVlvQWxav35TFEvM49 p21GqGhth4w4r9Kt4Hu1cvVKSwd3HJQTZ9g/DX5i0UaK1taYybNArUW5z7sYfdpc1WZu2iqZHXLa VzBtv5+Ku1riDWlrXqXNe7Sfx5o2Nq4mnwgitea1TGVLyrLtO8rqABS52rVplcmg9qBQtLaml3a1 tJxeo/oZj/Yakaq1HcLlKTbfRSu/vtDaempFyIYBZ8pRRuXUpbVTXH91obX3nhutoVialGvannRb FD9TP9p/OqN1f6fQ2tvoRlvOj/61JWbqpnZY2/lo/9RlO0mtdRstbfFLv7i1bnK8tvCNQW7KR2jt 2+DaN/3nfcokNzis7UxIePqdvNYktPa+ftoqWzX9/HdNGxnUsoP1SN3a1lr7+ixzPzFq1eEVFa+D 2m4zsGZbd/vtcKm1r4FkfasntX6Ux2mpvejpJaFOe5iyhg/BHwxj+4Z7Ir0qPi2EVpmaqp8YK/4S r+U8WN+DTtNOnY2I+A6Hysf+/XaEtrrSAMSGWqujuaJNGm1un36S2gya1h5f1APAqFkvN7RDLtpC atWuHlJmnmUdWEaCpz1HTMlJaK9lVp/iXy9CJIdUdcqm1rbPLcujq3z1ew6aSptDMw+JvdysjeS/ 5T8GtKwI4jJejdpPrdqebEWv02u0rMsYoie6tlXn1EOW6vSWNW/ekzkOXou5Gl3bTnJeqKPVm9W0 6mt4Tb+PdRnDIv9n+J5aJzZ/UVVrHW4hOS4xazdF9rbI489a0z2ldlNqX+TR/5343WeFlPXtupn1 oX5ZeChRT/1AfaUJbTfr2D7YRLLbZYqE/Cmw4LpYnnoUiK7FK39NQvYBrPWDyHfKR3sr2vJ41XtW nkEbyysVttdmS7ji2hO4AKxr02N/jR7xazzNU4KtGiWzaOu+hxK39GhA6zX17Q/a7y3gGOByecy0 SNGucQxHwYaHqHdj7jvzC7YkJjBqmxGCqo2sM6IYfjtttOpoE8N8cQRnTDu/hHWr5X1XrCE5OAg2 G6Z9eWPuO+PqugeeWE8+MGg9yiLgHwxa+0CneFN8xq8IENfka9rVDMjVcrG4CjZKnZBCPjsMnm3W Kf6TtdKcskrm+8/L9VaNNhTa15oWBzzQvvs5ctYWVZAbtAjm+Swgi+VivgwDVevnp0EQ+B4LiVTX 8nTOjsK4o1XPTKXV5ZBLeATDkdCqMuNa26480OqMa+cnq4tlpGmDDAI/BI9VC+pjlrAY3IVk2eQf irjVteX3WrYaDaHNg/QqXhdfkORLQYnUq9hM2pxpQzo/TmAZG7TrEPwNCTxlrCC1bJ80+UeVNlGn TFi1nPJIaGvZCpRVmF66iFiliSLRe0pDoUXHXmLRFhd5GFJ4nHe04GcQpqdBsaGeWt/UWnqcvGgW i0jQtajSHita8AmkixM4A5iJVjiNRMOfQqs3rmlxEYSsfchgcapq1x5/pCjXZlpdLicl2Le8boVI FQnquINpMQtdpl2p2gDD+RUvcjgSjTOKxbRxe8zb0V6HbJd7dHGla1OujYL36zfgq6MooY0pZK1O cGDS/kWAPcKq9ItM1YYYLq4Wc957F1oc47KLJfsGpjqBaWdcSxYLLRLWiNVPKPbp5ovUU8fftPiq HH1nQHWt1qP1aIB9cnZ8jjVtjNOz+XwBQQBiQEAiXM6VZYq2OGx1k0ptmPk+1/qqFq/CVzhmfYSX 2DIVxbXNG6WWqj1GLwsIC1FAHS2CS9YgPYk9Odii0ctyClrTHrQyZEfF8jTMA/b9F7GnjB3WeMna iwRgjfG5WZt79LJ+o9xnHW3OtGwZQgYtlFpSa2+wZ9TWocu0x+xACgIWW1H9CyWVlpyyOipJWQ/M s1wRlfv0KpJ/lCctEFH7t6WWBRpKNW2E2H7BsIgZWd7H9GJImyYUlqz79IxtJdS1M65lFRD2Oz1G uP5OpW0CutJqQePl7LOVVn6JUnscrgvq4YSyZlL8hEYWvHiJutogbb4+HwpecS3bWwFStEADVkcV 6BAufNLeu0XVreOL/PYcr19ptdsBuPaRh7Bag52EN0JbP2wiCzYvuDavure1tvU0Cn5einXKPv2c faNA6d/msPL5CUMWD//f3tn0xo2bcZyKAjOH1AqwFxcwTH+CIkcf0mG+yQboocemRQ8usIhkGKgv C+S6N/fWD9BDeyi6GgTYHPdUYIEWWwUukD3VKlI06lqWSurNEvnwRRppRl7ofxjbEkX+zHn4qofk C+9uQfodLRZpuYLuhA1fahO66Z4r0eIwe8Zov6DNEC1zz6+KLpxA24puned/yH9fBD71mpRrWt4u Zf5lLimoaLH4bkJoy9jYiVX1Gac96fQTjlw2DmAjP0QPEL2oaC/eF5VS8GnHEuTUBZW0moA17YU4 ZbbuDsBZ48FKaebh4GVjIcVI58gJn65c9r1R1pRVdxxcD2MT0pdWq5r2teg+cSbRMqPJGe1J03oX tITVBytWESG6f7cxPq4788XKOaDl3ZC2MCUNLfuCoocoJxdsQNXO28hjAyuf05K9poIOPB4b++8e //Im75O3pgBB0wMUvN3PpKmY2y/5MIH1a0ibFgdPWZYnvAf2qL7DaM+aPoi/Ddq1YuLof/nr+npJ Gz518ssUPd9Hh3WlEHDHifpgDzoiLa/BCBSZirYduc8toTgEKXOYSazq+jTkDpY1LRmRNkPVyVxs 4CHQaua872hrXadstFG/kA9JcURBf1rfGKSSeB7kWhHOJvKIpPt+fTRFYwlmB5Q+tKTzt37grY88 oskhzb/+3L963iplU9Iq3oemrd+Vkce07i0n6Ik/Yn3bSNjXQ5W3lrSdNfYT0N5edf/exBISP2q/ 6hiLlg+f/ngL3tqUtvgl+yn/VNL+W/j7LkLQZVvjNrAhLe9LZEg5n5AXjgPvlBG+yQFFTZ1oSXvZ eZoqaNPylOmkO58gruym0jzmnV8NmHpv2u7T1Nfej4WRjvA0UdFGI9Be5Knfff9pehscq8cOJa3Y 0lZ/hwraHnbLCiQ/uq396sRU4ehpE5KLqwHuaOGW9Jvvq16dkTbBtb+0TAvXKgZLAJw2oibej3CM fDB7CV22oS3SY6VH4aGgpwU83italfcal+KdDGQJRIi8iDX1VH1LAy0Rw9vRvocui7QZlr67ynFa SSvOfgh3f8w+3nWMP27Rvsu7E+wNLVgVA7SiK1BpCbGSNnOCtl+NSIvIu5yNTUkrwor22L9h40DQ adqFCyBEK6jJW6UXfdT2VJFovSBDtL18uW4dEDljY2xwZYMLu59JtLJ9N27eqa+gjVd+rmp5U4SD 7BFFIK2TsnETRIstaXk2dTOx65T+JURbhFfk7WMcpgd0r01bPYU8JzlZ7UO0tnmL3JhGJG6luSEt caP0kOIW0x3tGaNt3+lP60TMyNozqmaH/w6tuAMMOY/SE+peSrTJCq8ZLVi1nsODGoiWIC+UaZnl +QkRp1olWvG/4rTZcWelQu1/y2jT5ytwXvwcXjYq0yJGizu0tLyBmYl44jS2TCv1E84jVku1W/3G txmvc0RBT6tzeMcCuU4IYvIAr1tTOjWtG9Gw82/Y0yLSrlVbtLxuI7ksF96xQKYNT8keDltNSW0J 3KCH0L6JMkRCoAaj7jpFFFyk4sJ7AMitA6PtQlW0D5yYnrsybWrO2/SwW8nkDW3yhEYgLewaI9NG p/wLJ80Vv6LFQUErtd8RN+g7Wrl/W9D+SUF7Qk9AWss6oaJtosga2jCmv3UDgNbV0lIcJQfkEGgd aFGDHYK0t+CwAqLlltCkmeUt2tCtF+8oaSVLWDHaJ94+QLvCYYL2H4O0iSUts1v23bbttrzhRRGN 3XZfqkq0fgWu6Cc89qJThB8ApeyZx2j34F5NakubHLE6oVUiK1rMaENXXgrFulGxjpY1Nc+6THXr cOAFp+wOBbAwPMAUt7HhhYnRfgXRxjSQXnIW0tGy2itYdZlqWkTQs8Y3oysX3l9HonUd/rr4jUzr Mbs9c8GVsjraPPBDuge1Zbxvy3pgYMtrS4s4rbNufRE17ZpVOe5XvWllVbR83OArgmA72pw1sPsI BXIpwwXt2/FodcLwKFKmxZEH0rpnMUXOOWT949MqRugSbUgiL3Da+yqV/WLeTScIPrV+irwFBZrH 1ft2V6Oh5ZkONt+7pRUiL38gL3ICePHc1mhtZkTLHyGNULAGNwrrS2tOc2PakqrcAEpQh3aUN1CW 82BQ5M1vqoVFM7SEvPteqq2etLrpukoX8GWLUgaO7LvJF59j5u2ktEXyW6C1sAQzbZn89LQf9Zs4 lpEbQ2wtby02MehpCaPUYHOiNae5Aa1vl/yYtIrCPw5tEeLe5G0RYiZ2a4y8ryUYI1S1vKOUsvFp FVgzpd0gb42Rb4/2Br7eUpG3ovsxkPw88tbs4DYrSzAnX3zOhNYY+fh9sK3R9s7br+UQqn95BnkL OIXNmBbQQiskv9AKGp1Ws5tZN7hOG9AqJ7CF5BdaQTa0lsnPw24taIvPeeRtv17N/GnLEFuwhFFm 7bZGO8qs3fi0io7c/aI1F/iepcyiJES+0ku4kmozUjPKFLSmEEpa45M9LWEwbXvwrdoh0GL7tS3R tpUQxZOK6xKLOURFa9tQ6yS6rjfXzUXYnHyH1mxb5jdQqtWP5m1tLWjLarCmVaR0JwtLUMRR7/ys UU9a0HeuI4vuPYWvZ/ozg7jM/dsyioo2Nkao3BmtqRZkr7P6Ue5zQP4yJPJGHdoEoavSrZ/0jbCm NW4cz1cnF15/Hz5+ECNXpdrIbdO2zsf8+Ssvcz/j/kdtL5nMGGGipI2QrJftNb4ZOlI9W4dQ0ULa Cx8hJzo88X7y/NXx0be/+fOxf/M2v/7oXX3wkFucKgufuaeP/NPqm0n1J3rVA08AAALkSURBVN/k TUemTiLQ49pIXVGFqkec8uOl/uSbvBku1LTR5rSa/AmPX+ieZDdfPEHo7+Rv/1JEUO2AV9PanRqr lb4SfJ0UW1dZiJpp65XpOMQh+iTED+HTR3UiWtpS1/lN9jvcP7LKy7VVNHwg9vcBP350rziD9NiQ gAVso/hnCH1vInYb5Hr5tW0afIett9nldfbyO/If/A17+OFBN25z3wXEPoFJaz1Bvz765KBewWhL Kx30LOiv8KlKoHzxwhfI+NXlvWilI7/HVLUl1y/URb3qGFjTgusxRlLWzorbb38VSLTVfWta2fd8 REkdouvLYuAU1rTVfWtaC3+w4dI5P/z3R/9seiC96p2da6GdTgvtdFpop9NCO50W2um00E6nhXY6 LbTTaaGdTgvtdFpop9NCO50W2uk0D9p/WIZbaAfJ5LVTaDa05gUn+Yxoteteas2G1koL7XSyo7Uq AlvQDzFv56IfEC3JpW1wdysdLXeotVhWtkXpaLmLqt35utuSjpa7h9ielzqmsLIZ1tIStePndMo8 DO1tXEhHy0kTMjaNSemeq3Q81tLSmKrcq6dTuu8qnbr1tCHePm2yj5VrW3S0EQ0cizUxIys+wsoV DVpaHzkWKyFGVnzkQpslF9LRhruhXblY5XVvoEU7oKXIHUSbO8H2afmxfqp1U3paHNisDhtXnNZX rETS036Otk/L7Y8OoA3yaFe0iiUFetpgF7S5E1HFUhg9LdoJrRuTIbTZLmhZwU6G0brhLmjxQFp8 j2jDDAeqFns6DafdRcs71G7DV/eN9rOt07L6dlANFtHd0KJoSFvGz5PfAe3Alpc3gNsf6XD7G0Jb jNC3PooMmf35iqWE86ONBtImZBdzNRH9zsnvDy3J8ZAxL7cCi2XZI4vnzxDa3cyIFrQDZj92M9vM v9EhM0t8Jl88NnJ6FbQDZu12I56vCYHvzZDWu0+0/EyqIXPj89NCO50W2um00E6n/wMb78tEVZ35 cQAAAABJRU5ErkJggk== ------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0007_image002.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlhcgF0AHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAEAAABx AXMAhwAAAAAAAAAAMwAAZgAAmQAAzAAA/wAzAAAzMwAzZgAzmQAzzAAz/wBmAABmMwBmZgBmmQBm zABm/wCZAACZMwCZZgCZmQCZzACZ/wDMAADMMwDMZgDMmQDMzADM/wD/AAD/MwD/ZgD/mQD/zAD/ /zMAADMAMzMAZjMAmTMAzDMA/zMzADMzMzMzZjMzmTMzzDMz/zNmADNmMzNmZjNmmTNmzDNm/zOZ ADOZMzOZZjOZmTOZzDOZ/zPMADPMMzPMZjPMmTPMzDPM/zP/ADP/MzP/ZjP/mTP/zDP//2YAAGYA M2YAZmYAmWYAzGYA/2YzAGYzM2YzZmYzmWYzzGYz/2ZmAGZmM2ZmZmZmmWZmzGZm/2aZAGaZM2aZ ZmaZmWaZzGaZ/2bMAGbMM2bMZmbMmWbMzGbM/2b/AGb/M2b/Zmb/mWb/zGb//5kAAJkAM5kAZpkA mZkAzJkA/5kzAJkzM5kzZpkzmZkzzJkz/5lmAJlmM5lmZplmmZlmzJlm/5mZAJmZM5mZZpmZmZmZ zJmZ/5nMAJnMM5nMZpnMmZnMzJnM/5n/AJn/M5n/Zpn/mZn/zJn//8wAAMwAM8wAZswAmcwAzMwA /8wzAMwzM8wzZswzmcwzzMwz/8xmAMxmM8xmZsxmmcxmzMxm/8yZAMyZM8yZZsyZmcyZzMyZ/8zM AMzMM8zMZszMmczMzMzM/8z/AMz/M8z/Zsz/mcz/zMz///8AAP8AM/8AZv8Amf8AzP8A//8zAP8z M/8zZv8zmf8zzP8z//9mAP9mM/9mZv9mmf9mzP9m//+ZAP+ZM/+ZZv+Zmf+ZzP+Z///MAP/MM//M Zv/Mmf/MzP/M////AP//M///Zv//mf//zP///wECAwECAwECAwECAwECAwECAwECAwECAwECAwEC AwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwEC AwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwj/ALEJHEiwoMGDCBMqXMiwocOHECNKnEix osWLGDNq3Mixo8ePIEOKHEmy5MhWB1EaVFmQJUGXA2EKlImNps2WrQS1gnlzZcqfPoO2BDpU6Eui R43GRLpU6UymT53WhDpVas+iWJNmbbo1qkmTrVgEYMHiytezaNOqXcu2LcYrAbDBFVRTpU6Bd93q 3ZuRJt+/gCvCvSK2FeEAgsiySBwggN/AkCMrFHSl8pW8kj9e1cqZa2evn6sWFRSA8OLEihGPLcty s+fXoGGLDu06tu3Zsmvjvq1bd83GlUtD7E2VuNXMGuH+VkyWcmMWhukin059YGHSZgmbxZb4CkrT j6uL/x8uFu5i86sXi108vr3F8BXFNnZMuTzpxGHLinXPX6Kg/zvNtNOAt/VnIFpi6USWYYORVhpc pTUGH3LGdbXbhQhVSNGEC2mYW3EgHieihb6FuFVh2MhX1lhyQTiWTjyZSJuMH671341+SYcRZgzl BONLO/F44JARtfLces+lZ155lxFpY2lkbVcQfhgZKeVCig1GkHYsZugkW4xFSROAEVW2GEqUXXZZ WXQZVhpPAfrE4ZcLkYbSnTkRWNd5292VZ49dLjQXXmYBaGR+NfnpHWE7XRakkHR2ZOSDLCCUWFVz vpWajtydVylkHvKWIZTQITlXYqSR5Ziq8kn52Fitpf9E1ktjvehpqlCih12tsM44oq8k0iiqVHLF pdN/lyFbV6pwDUjXsR9SqRBK5dVUlmiIMcqdXUFCF+SyKoWKIVrY/Zeid44x6li6wZmGmEP7MRQo d45ZmS6TzdakXaWTfhqpSPKVhmutzmHXXMDPcWqpY4D6a22UKep0b7bM5RolcP8eqi9rcVV2n6fX Kdcjs/Ddh2azYRHm3ILm5Verm73+C1JY9LlpWKX0qZcTdLnGLCjDBWIzL6N25syshNyhaixi1/6r 4nyXMV2raesh+a68UDOUKmumRW0eY2sKzJx+0Mk884uMrboYYruCbeu8CbnZJJZXM0Zvd2GZPBiD qu7/tK7CG4mrobMD3gmu4W0GaLhRDgIdGo94Lk6U5IILe2HlDl2FWtVlqZyeqksmyR7j8zkcG81Z Mrf1g2MFx2Z6bM/6a41mG7Re7bi/Zni4UcXZ4XyAZ2huom0C6Ge4vNcVdO4dVcs8YJm2Jd/zauXk cZrJInsjjtsn66OPMMK4d+HkFw5j+egTSD71JzlrfPqK+3c185hb+Nt8+Oev//78968/wv4LIP7W 4yrL1Q9YCKTdjGjGPwCKrlZV25cEV9Q6Nd3IgtnL4AW3RzjuBWt2y/vKpBpzPviZEHz/KQ/4UIgs fCHLMjCMoQz3hbDoPS96IzxTkFi4vQvOMDifG1vF/4IowCLCjXn4s2Gd4sKQQW3ERewDSeNMdxGR LUQ4S9ndVHZHuB0ehmFKHBeoksgROzVxfhlRURij+DuMbeRSDJGdRka4xg0ZUEYjdNywukIapjjx g1lxkUwOqMBC7jGBh7SWGw25mz4qBYsgFI2DyhZJcZmkcXrcUSYPYsaNBKyObFwYCTlCGEBdqUrP YSP+glcRIzXkjxkRZCjLWLoyUvEgkOzLekA5njzyckqbXEkw4zOfX85yII07ZRVvaTtmUmSSbCFk gXx5uRC5UlT3YaRfoJjIblazkncE5xS/+cFSBi2X4oKQd7RpubRQM3CUnMwwKQKheB7zIsnkSNOm df9EizROlcDjyDWXyEp6zueeGsmnJ51JkFxmLiGTNCZ1GDjPiXRSnhIVSD0zOsvGFXQi+1RISDXZ T5FIk5wCWaX9oDJQeQaPJS986ZYOCs6aAhKRcaOKQTy6UqfI8SkwQSNOWbLRcN4ULRRlZZDW6ZB8 4eVPtILPYBJEN6QhFJ8B7RG8XMUcrn50iw6BJoXAKrlpbTGPL0WPUBNixXoyEZlrnVLZ4hoTbt6Q b5TJKwY3+MLOXQ+TBXUTVTu0T5staCB0FQirlMnJRQbmZgFDUleFSDYI5i9HDEtsQcyZUom55KKj +o9mi/UcGGLPMn4lWww3N7e/MJCyqXGgETU7VYb/IpZTynFqxOSpJa0Vc31c1KIxb6LONXnMuHtV k8oskyYyDpJt8+uJFfOjsaloizf2kQ1pV0O17qYuSt8lYvKO6k2bLChWlCPrWY+Vp4C1aWFWElXK CLIrpgqNUzCxE2dv4yLLSta/ABaikGyIHY98MkMEfAhnrVTggVgxbg5NiIo8YrO9PJiWVkVIgkpK K9y+qMMKmcthlwgr8+WJvebbIAbV2cp4NS+ruLTnGbOIG91aar8hTuVHRrqW0RLTZyvJk6MIGpPB NvSj5muIWEn50+Fw2CIH5mSTm2hbjVZUIhPeMWOR6mODZhiV+PXdTLr8kCULNK6a47CH3IuVWDnl /8KxuS55Z2PXoSIExye9CtAIKUs70zfCszGSUk2kzpPiWIxj3vJFAqboiciZrW/VSKtAcmh3Xlkw xQycjwVNSh1TuMqyavSPydxUUD/6LZ7uCBzb0tKOFDWhmyZ1Q7LskVM3JL4GhnEsTX1piEz6I6sG U68tmuk5XprTT0w1kzsU6jk/htEordF0fyJnwdH6gGHJqU0/0+ryUvs5ZWWntDCEbG/bDjhudjYy P2VDQGOEzU/k9YvdrSm9gLbTjTnzhModS8faciLzzbW/l/nKYTdV2W+M9JNCEuWM3DslBp/1wJMj Y4fQG8q6rvcZOUprV1ccLTbGt8IvUl2X4lvUgv+55YSaxOesxfuVHw/ja40KTHXX1JHRTqQaWwlM mcZkmBWSz6AjWRliFUTWCs4qfDhUaYPA+SIu90iw1xJyTxa7Lz5+uEVYDGxnKmZjRUY5SAcIQbKF 113gjdJhTJtcBynXO907rl4laCYzITw5I0+L1jOSPyHSPU2d02teFfQm9hq+UYgRLlh9PXGAb1bR qUqpqy7eStSq/bv6MRNs9VM6qpWuap+HnWRZRXohHumrFdn7V6o+RxiOjWqx5RXCZDvbAG7+9ZHF O1EVbbNxB5ydRg+hpX5d5LfeKUHoVa8WvaIn4GfFlWF6U86nLxOc+7mnQ1H87jxKIJ207Fhu95H/ BbVX98ybH/b29JCci3457m6rs9NJ6kFQNNPWod7en8IRRwu+/0/XUpin9DWPVR+r8SyiBiF+wy/7 dH/uFDAaNnJ5BGpu8XTkknePVTrB02BwNUqA4X1v8h1fhWuzgmzZFhlRVxBT9k7I0XRnYU79l3CN x2/382GBYX3s12ZzU0op0x0P4ic0x0jLQSYyMWVJYzfmZnPPpyYJIoQ/OCx9BDrpZyLphlNfs2ct 4VDy53zXdxQ5sSXK9GyfIjCHoR8MeBKUlyIMpYGA0V8qpRZEw1wvaFAoJ4NysSIfF03lwyjNlyE6 uE9WyGpqKGG2NW5rqB1wiFSKlBm9RViKhoB8/yFY/eM8U4IZuPZ+e2Ekd4iCVWZrNqJ/JiQpBxE6 rTM6l9gcmUNbX+YW5BN3HoNLSeIipkKDWgiEeFMjcvQY1daE0VY6vAhAZeMhNPMdf4grkVVA28ZI QFZNGkgTi3iEWxgTgkcmEFUfXaV5ahKH8FKGaPhQj3g4JiZmmEYXLBgT2Ahw2vgbqMd6wqY/Yrd4 O5J555gS9hVHKgc+mYF5HpN8YfQmpGg97xM54CgRyUcSgXhnoJImCAlzohePcLUo7chPD0mEmGge kUF7HEhddUhgq6EvfmNEvPRaEkhfOLRW6wM9ebVD34IpsrI/gFMbgnZiZ3JaygJ3TaImLUJXQ//I TKV0WI5CGXJxLNBhXGySH2aBbcyVefOIIiNGOzTTJvWyXoWxQz9yhMFIGe22Ha4BS1a2S4GjU41l exZIjjuBfHXULxGCGlUYHHmjKmDTHKRGhMViil8kYq4zNfaRGsMlQxx0eL9hFpmIUYoVPHLEkIJ4 QWzCdo2SQU+2U2tlJyRYF4vjEunVI3HShRnSRSemMkkHZmNZKOuCF1Pjl83CMXTxljpZKw/jkxsp MDszlqBjiSTXd7wim8JYSnkVEToSV/Hykro0m1P0ipgUIQ9ZLM9lGhLTOhSzMqWnHnBJK2VzWI9R HxJ0jjQkJrh5NaMZNU6pKvQyGMLxImdoHTr/yTPkaTzvkiB9o3kRFDjuEzmQ+XP10jcA108s83m/ VGLC4YjFeJZCM5wPx1NVw1pL0iDImXGhyDCnYYrCtD/MlCOlYoghkk2JwhqoolFJo1g0lIBnYov+ 0hrXASsQ8yc30x3GBYIxEkkPAzt4to11sUlZCSkskypTOWcOYmWNU5sCQyqV+CF/ZBeqEZTpkhP5 dl6a+UVBOUgtsSAdg5FOl3YbCRHjeBZ1xGMCgieQwYZkhBPWQZgiJSWL+RAMcieGyB5dCJRrAjFl tlYqVKDswR6r8yb+RYo5BkkhdVpqpx04ElYheY97WoOCN2QiJTACJUfzODM/sXxJN0h+8iyQ/2IY 9tiKN/IQHDgXLMEqpKIqbUiPTtKckpEn2veeK2EZ+xeeJ6FJ5Vgm+Xd1QLIshhI/RsGCHlKheJGJ oSKRm4UZcnqM09SLvJgkWKiLx9ehP9h86uOO6vcuJ4qEwFKZlsmY/1VYMKcZuaQj+0elzfQS1Kpd AuWpKSQwgwcpIbGjqhZdEZemJXMlrUV1DXSdlAYl3LFOZrIxwzl/Ytc14nh8NcmJIoFzuVoSv0dh JfaexFpFV/ZT6WojiMdcqAoSC8IxnUkfD7JoYmcwpVIpVJMi0ncW+NGt4CoSpDqfxaSHu5QffQpM UvUgdyIdVqkvhUqQV7ZNplM588Uaz4kye/8DfLf4bX4zX1vTKWiUZ39WhwTjjIWEKLq6RRyjnUJT GBCCXyDSowf6dcKBiXHxMkfbGoL3G+MFLyW7VSgDXXfJqbM2sWoTjO71mi3IMAVZEh8rkIkHpykU lXenVfQyY0WjgBJysyLRXVprUDOTLMSTNHDnk4sGajezTkO5KPYIcm/1lzPTr/C0kQRaHqxSR/rq YJ6ytPRSGCsyr6gUH10bGGJbHVHKtlx6a8yKJobXsQfXI4rhmurJHKfKmBrSnECrq5WWKbdrP1O3 u1wIrUc7HDTCicmKJrwzmcoKG92GaIoVuoAxutQxdZZ2un9RutNBiFDquZABvfHnvLBGvXz/QX8G Yn0RYa3twb0r6L1YB74WFpbiUbp+0WS+O4tRkbNXC6xb4kzzK6HJS7TetpTz679VMW2+pr57gb5g ihZfaobsqxfq+L7lOhMILBkTXJEGjFUN7Bap6B4UOGsX7BYVvL0f3EpIR8EjvBZwuRkdHMDUd63M h79XO1IsfHzu28L3qxRL+YwCXBu5q2Rta8FEonpfkSqzOxIhDBg/vFkk5IkltIrx86nvVayfOsVL cRjaOoXZ53jpNcVEvBdhcn7nEY0XxEIn1kGeqjhPzLwLmsF6V8JyVXuzmRpHMsercSScAzsPFFmi N3uc08d3fHuwhX6bV3Z6bMelU8RganmU/yWbZGc1RaTHfSzIqtU5+DN+38o9mKk+aYyNRstsRlHG h3d4KAnKpBzKoKxif5rKQAQc2NPKypVagIdafzpBaQfGE0TLi+U7M+yVL0zFeHI+q7tX3qfK1Ql7 DBpgs+k/z0rIlCV3zKVBK2a12po7+cHGV0UnqDGV+nhC4NdDrvzNr4zLY8Nd1nzN5nzO0TTN6LzO 7EzNMNy/NgzPu3zD8vzOOhzP9zzP7bzP/NzP/vzPAB3QAj3Q7aHP+WzP9IvPCW3QC31HyXrQ9Bwa BD3RB4LI/2zRFJ3R53yDEqy9Gk3QKSvRIoTQ5mZGeSOM7xXRDa3SO0zSCt3SlfQ6raFHDI8twsvR JUn80QJtJ8wiHUd8QyxCskxkvTpN0VPLK9nhxkDtmYdBLSdc1OZcYGY0gkotUC7tGjRDLy+DifXM 0i/91TUN1lcNFPH1krPCvxCNfWv4LicppOUM1Ve1H2nzLg9szhGWjHBd1FrSKCqR01EUkKyb1xn9 r7OK0V192Gmd2CuN2Iut2DANz6eDGzMcEAA7 ------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0008.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Module No.3
Emitter:
It is taken from the section of transistor from which injection of electrons or holes is achieved. The name of this terminal itself indicates that this terminal emits maximum number of electrons or holes. This termin= al is always kept is forward bias.
= Base:
It is taken from another section of transistor, which provides base support to transistor i.e. base is the section situated at the middle position. It is of opposite type. It means for p-type emitter the base is n-type and vice-versa.
Collector:
It is taken from the third section of the transistor, which does the process of collection of holes or electrons.
------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0009.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Module No.3
= Transistor symbols
Working of N-P-N type transistor
Circuit details:
The forward bias veb  is applied to base-emitter junctio= n of the transistor and reverse bias vcb is applied to base-collector junction.
Operation:= 3;
= Transistor consists three layers of semi conducting material i.e. N-P-N. Forward bias= (vbe= ) is applied in between the emitters and base of the transistor.
------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0009_image003.png Content-Transfer-Encoding: base64 Content-Type: image/png iVBORw0KGgoAAAANSUhEUgAABMgAAAIiAQMAAAAHD2aSAAAABGdBTUEAALGIlZj0pgAAAAZQTFRF AAAA////pdmf3QAAACV6VFh0RGF0YVRpbWUAEXicMzIwMLMyMLUytFAwNLAytLQyNAQAJeEDzBcG 0rwAAAAlelRYdFNvZnR3YXJlAKh4nHNMyU9KVQjIyC/JL87IL1Aw1zMAAEQnBnUjABTwAAANqUlE QVR4nO2dT67cuBGHKbRhZTFwZ5lFMLrCLLMIogFygFzBOcHMARxLAx8guYGPYhleeDlHsIxZZBPA GiRAFEQjhpTUrX8kxaJYrYoefwvbfGq9/lxFskiKYjFOVexoAK0CGVyBDK5ABhc1sprdiAiSZf2/ KJG1EecVSbKapZJsKFEiK9mVV9mtRImsYDFRMsYuNMlaxiKyZIzX2a1IiKwRZBlJmzXsNVWyC8/T KkuHIiGyOpZkv70ORVpkRVqJ9tkLQFah8IySNkucyFiCwTOqvvLSiaxh1+0P2SjR/FyQVYLsMhTt yfp73uzEMqgny25Fe7JS2Lm+2xpBop5VqUsMKETsGEdPCJJkTjbLRewoMcmaWLaA7Fa0/yb2tSTz 481fVD+UZKkTWZqn5XfZ5uecJaJT4ULWMl4kJQrS7RsiZ7LyihsGGM+z6o9jyVKCrIqRyV6IURB8 7iRsXWOTsY4sG0q2t7UXdLK868spkhUi/rUO3sQnG6O5FIjsWn2PGDeFJ+NJSUn2TvGzngwzOglP TsdZQJshkyWTEqjXuFaYoyAZAKcF69t6snj7g+7Ks0kBENF5dR2jGoqK+ffZqoubmW+YmRzJ8rSI iZIxFoHJWtCnHckKsmRiDvDncWaDIkeyarbuhiJHMjnXrH91G6OgyJGsFb2sGD2lvnEmciTjIt6O 4zoUuZJVyeR5FYp2kDWoAX0PGZ4+yT9IknVyJks9g6x0QpslnkFWciWrE68YChXZpBDIrESYbFoI ZFai6M1+SZkiWa/gTbgCGVyBDK6D2ua/tz9ykM2+bH+EsDezSQFA1iSeQVYKZHAFMrgCGVyOTyp4 nXjFUOh8PW2deMVQKJDBFcjgOh/ZU44BgQyu87WAOvGKoVAgg+t8ZHTbZiAbtEn26f6vOvEMstJZ yEbViVcMhQIZXGdpm6MC2aBzkHl6E0uv85HVgazXKXraOvGKoVCRTgqkyMp0UghkVgpkcLm2APy4 6Wqzp0xG15uEybJJgRRZmU0KtMjSSYHUKMiWbLkphQ7ZUk965JhOCrRslk4KgcxKdOdOdNtmIIMr kMEVyOAKZHDRnQmfkIyuNwNZL1Kr7ucjo+vNQDaIFlkyKdAiSyeFQGal85HR7WkD2aBAZqVABlcg g+t8MYAuGV1vBrJBgcxKgQwu5yf8ZMnq6Zmhn/ywzOXFZj9aHbEAVHcK7O0IyC2y/4z/bLBt5ng+ 7YIMQw1ZMro2czwH+QFkNVmblVTJ2vnRn4RiQEOWrHInQ/ZmQZWsS4k1ER0yUc3+Mi3TIVuezE6H rFiczE6HbHmQMRmyVbIhMmRLZx5MNtkIuzr7+Viy8WDZdnX2MxWyeV4PKSpkxSpL2bFk42NDtsrs BiFb2nu/ypuhFAnKiJCV69QcrnN0P7qT5evz4o1kbTItVXj1rFXkWTGSzUexBYI3k+FvRZ4VI9nM SvWqx9mvmzdzRc5FI1k52qx5yfDIWlXCBCNZMZKJQToCWdV/gTKpoS1ZLsj8z50GmxWqBJq2ZAKM vfMJ1WkgU2a/MJONLSDHcOZA1iqzXwDInitu36m+nqmzRkHIUq9UUtJmP4rfrerDAWQvMs9cvc1i xThDytyfjWRMfftOCZu1F02SFQCZ6vadEjZrLpqknpZkNUPJ0VLJtDS5uqO0JCsZStY1QVbp6okl GUps6sgKXT2xI2tQYlNHluvqiR1ZKU2uTBu7T4JM+3+2I8vZM5TETtW11TZ6q5GjuP01RtMUZI22 aVmRiQl0i5I/qbqKeqKZXlh5s2TXFqNpCrJC27SsyHJRyVCW3Ksr22WzBi1HV/V8Hxlebsvqmb4L tyFTzbn8SIYmp7Y5kOElqdtJ1uClUN1Jpprae9JOshwv42BH5twC8PqMgSxVX9smW6/t+pMgizPN te24iehMbsqcvEm2Xqj3qDL6rL22SYaadrk0VBQjmVyZXS/Ue1Rp6I/MZFcZAHzjTLSHrEFsmTvI RD1DdaZxudxI9rcYMZpLmR4xGMnyGDMA8B1kVYwYzaV2kOENGju5k+GsTY3aQ4bZZ+wjw90/tYfM N8viC9zJcJ25hwx7M5w7WeoZZfkF7mS+URZybwHI1cydzDTk9CK6ZO717ORkmeELDiVrDdcOb5tV prlQu87qPO1qabSDPHcyPzartUFux5h2B8/k12iH7EfXs1I7ZDmSTNaxQjvMO5JM7nPKtbOJY8ki smSMsxe6cd6hZH/4lrM0TzRXjyTLypZNN7JZfwE+WfU6upO12XhFPkA3rU2wLkK0akA/ZG0kn5f/ JPND1xHnv7wpfsNuMpLJCVKljmxeyOr2IupTyZRSkX0ZyWL50BeP7HXcbZFRSvUFdzIZO1avDXgk q6Bk/E7GZS+tXFr3QZYUrTvZe655YOYnBsh65kj2mbPfKRsnGtmFibjw+8tHM9ln/ll0GsrI5ic6 iV5jJPv+5dQG5jGtJLvMD0cWel9n7XKft2muYSDjHVkqCunyqmlj/41sPHKg/cfL+/9w/yOnOmGZ 6Jmuf1df3SJr4u6NkPr5N4v64IEsrTKWzQ6Dm141xoCSf5BkF1XT8UCW1WmeFm5kLG76TX04ZE1a aPeVml666chqdLJUQ2buz9hFS+YlbqaldrS9Sbb2ZvRr9hVj33ogS0Ub0M+dNtrme9kCeqL4Y/fT L9s32pNlyhcTOm32Z5Is/hPsRluypMgaxzn6Z/7z0J+tb/QSnTKuX9fYsFk1iwHeyZxXqbDJTL9j O25Gq4jeydO6huHqFhlnr5Q9jgebmWVBpu5xDiYzzAOOJuvmTsqPHE4W61YFDydLdA8yDyarItm2 U9XFg8k6fVBepECmFj6Z4aHzo8jUB3+Z9pAdTaYfzx/tTf3unmPJasNU43AyLYD5ffRHkKWaawfX syjXuvNoMs3Lm/x4Mu72VtEjyLQPP80tAHcvYUcmurTvlNc2yLAPY4vk9mv1dHiDDHGfu5R82qPb TG+uZ8hbQzub6bY5b5ElCDyjOjLNA5wtMuTT2CI+LDCstUWG684u/DXqLm2jBSBvqO1spplTmsmi AndHbU8mD3L87+oaMx2A20QN7vsBPZm6S9uwmbYf1OqfkA8PZMoubYushLrThUzpmS0yXHcOZFw1 6N4i0xwY4kk3MtW6/CYZ6jti/xpM1SqCzSaZ6iZvuk80CuD5Z92NmrU1L7qTVevqvGkz1AHHnaxd Bxvz+WediREj1DhtXLvTggyxDYxka8+wt4Ybe7Iar0ubTLVXnrGwGaI7JydQrMYONmSaA308aELW LHsnGzK8CDU9tWM5dtjuNRQ3edOUTLhzNkizIkNz55SsYYCzo29kaO6cncFSAMjux8ro15L2qZ3W kmreBuzIKqwINSVr59XZjkwR1vzor9PCfOxgR4bmzplqFzLECDXRrAuwJENz50yFAxnq+PGu2p5s pKmwl4Wkaod69pg2UMN7Df6Ad4a5K9kjWqcbGe6UuJcjmf6tJW+a5eqzJ0M+NkLK0WbCnSg4Ezna DP9Na2ebNWRtZv6sD9mT8XlrpET2ZlYiVM/4x1mJEtlclLw5VyCDf9tTJqPbAuiSOXpT85KnRxEm c/QmXTK69exJk9H1ZiADizAZ3RYQyMAKZHAFMrhOSIa8hfWUNnvKcZMu2UO8+Qny4UGPsdlbyIcH PXWbuYhwr0GXjK436ZLR9SZdMidvtmTJgJ91UiCDK5DB1ZAlo2uzQAZXIIPLnSzzTLIUXZs592e5 b5KlAhlczvUskPUiRUZ3rHFGsswzyVKBDK4z1jPfJEs9giwD/NpRhG1Gdi3ImYxudMozzyRLnZCM cE+beSZZ6oRkdOtZIOtFisx9hpJ5JlmKLhldb56ZzHBg1C7tX3EBnaME0H4yejbLPJMsFcjgCmRw BTK4TkiG/hK/u81SzyRLnZEs80yy1HFkW/cHm8FFmMz6HJeF/JL9tP7Rw8nUt9El+7z+ERFvKiYT RMgUCmRwkSX75E6WekZZKpDB5UxWpJ5JljojWeaZZCkrsreKn9EgU+np9rRn7DUCWa+T9GepZ5Kl Ahlc9ueGLhTIepEiC/UMrkAG1w6ydUYhr3InyzyTLOW+KyL1TLJUIIOLMNmUBkSWeCZZqpw+c3Mg w+o6Wp5Pj7Un5c3+SO8vfYHU880uadetsgHIupyXX3CYOrVMpjYoh42eALJa2NqUaHq3erJ8SAcA ICtZ9EuNmUWgYfJI71t2BwCZzKRSYiaFqC/ymM2oAZPljGWaXJl+JEIAy9rLkL4FQvaMpfkrxAPx 6yvPM8HVfwWATHAlEUckq65ioCV8CbYZ40Vy4T8gYQlViRicNsmQWMaerI14mcT8PRZXR1ZKsl4A sguvXsSqB6a+VHdk6VACkdUvUBPJ1JJM/NELQBbz+rknMvUWzsqdrPFFplZPlg6lY2ymlug13L2J mhJF9LRFWidDCdYCcG0molNH9qErkSK7iOgk+rO+MweT/YzF1ScJ5g5kPBI9raijSFhcjhxfMfnW X58dA0gW45KJMa3TWCMrv0Yl62YobewwPkvz9IIZ0ftZXdQ4jRzfYI6C+uzyOXweIEfbP2COHHkl oQr43KmQ84CvMMkaOdV0mG+W3dwJPWVXBZ+j16JNVw/IWjfEGdDqgYjpj0iP2Auy4hKlD3jz+67H fRNUgQyu/1uydw+BUIquzf4HVTkjKkkBJRAAAAAASUVORK5CYIJ= ------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0009_image004.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlhYQF5AHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAEAAQBf AXgAhwAAAAAAAB4eHh0dHRwcHA0NDQQEBAkJCRsbGxAQEBoaGhkZGRISEgMDAxYWFgcHBxQUFAUF BQYGBggICAoKCgICAgwMDAEBARgYGBcXFwsLCw8PDxEREQ4ODh8fHxMTExUVFSoqKi0tLSUlJSkp KS4uLj09PTExMSAgICIiIicnJysrKyMjIyQkJDc3Nzs7OygoKDk5OSEhIT4+PiYmJjU1NS8vLzg4 ODY2Njo6Oj8/PzQ0NCwsLDMzMzIyMjAwMDw8PE5OTklJSUBAQE1NTVBQUF1dXVJSUlNTU0VFRUhI SFtbW1lZWUZGRktLS0pKSkRERF5eXl9fX1xcXFhYWFZWVldXV1FRUU9PT1VVVUNDQ0JCQlpaWkxM TEFBQVRUVHV1dXZ2dnNzc39/f3h4eGpqand3d2JiYnBwcG9vb2dnZ35+fmNjY3t7e319fXp6enR0 dG5ubnx8fG1tbWFhYWtra2ZmZnJycmVlZWBgYGxsbGhoaHl5eWRkZHFxcWlpaZaWlo6Ojo2NjZub m4aGhoWFhYCAgJeXl5WVlZKSkp2dnZmZmZOTk56enp+fn5SUlIqKipycnIuLi4yMjJCQkIiIiIKC goeHh5qampiYmIGBgYmJiY+Pj5GRkYODg4SEhLGxsaampra2tqKioqqqqqurq7S0tKWlpbCwsK+v r7Kysq6urqCgoKenp7W1taGhobOzs729vaOjo7m5ubu7u6ioqKSkpK2trampqby8vLq6uri4uKys rL6+vre3t7+/v8PDw9vb29PT09LS0t7e3s/Pz8rKytfX193d3djY2Nzc3NDQ0Nra2sXFxdnZ2dbW 1sHBwcvLy87OzsLCwsTExMfHx8zMzMnJydHR0dXV1d/f39TU1MbGxs3NzcjIyMDAwP7+/u/v7/Dw 8PLy8vv7+/T09O3t7fr6+vX19ff39+Xl5fHx8eTk5P39/fPz8/n5+ejo6Ozs7ODg4OLi4vz8/Orq 6uHh4efn5+vr6+bm5vb29unp6fj4+O7u7uPj4////wj/AMEJHEiwoMGDCBMqXMiwocOHECNKnEix osWLGCv+2/ivIMePGUOKHEmypMmTKFOqHMgxnDiOAv8BAxQokKBB4zqu3Mmzp8+fQIM6/EcOVJAB AoSE4lguhAgwYcSMMSe0qkaQVrNqnbhxK8GNZAIEIDBCbJlz/9CRMPNRp9e3HjcGEyWsK7i2duHq FRou3UG3QP+pK2BgVLl/pA4EKPVvXQgEZ0qYMAV4r9d/pYaIDUBk2MZ1pwgVElMEVWXLqFOyG2ew Hbmq/4gFSBCOI5oAhtKeGHIIUaJip1ML/adILJpURgKgMPZPVIAjYNKIURVcuPWQeQeec1d95b93 QQKM/+EOr0SAVY0VqIm38dz1u7D/IQmghuOaACneyVswD+v7/wBydYwKAaxwRFlG0PMdGyy0kIQS S8DTnVfrvBbURkwEcApHpgTQxD/wMODEEy68sMiEAZ6EYooY/VNPG5uhgdZd/9iDTDLHKOOedfS0 AxsrAcCwzD3BHBFADPjk0wATrLDSioQs+uQOPVGitJEbAbyRF14rVjnSO3CI5UACASgRhyv6yCDH Psgws4w7Xu50j4VxcpXQP6Fo2GWdKm3UzBwPBMAIORyVgQAMM0BhxD578mmnoxHRw8+djQTgSKOQ mrRROzRAUM9H6ewzJ0yZlmoVOeVQGsAhmJo60kZIPP/gjFt4uWprYN3940gAYbR6a4v/RBHBMb7+ +lN2773D2p27glGssRRhOOyz0O50zo4AtkMlswHQgWy1mv5ThwTEgrvXP/ugY+o/QNrxrbkk/fNK Ac9QC+9J7dhr2T+LBMDEu/dmtNEdE5Qb8ME9/fNIAEsAjPBVRkz78MQpycuwwxRL9A8kFNSb8cev 7tqwvplSu1EdDxgM8soW6XoxyY7+Ew+dGstRMMwsZ+zyyCubQzNEJz/ADM45T7wzxvfa+08kD0BD dNEIExdAFEhD/Ze4AcDytNVJ5xlEvlwD/c8SEcwa9tkI/XNMBQ4cBu7WBv3DiAVDo233V7Hghw7c e7X/w4+PVkoSATB8323rP9FcUMM7hcPVjjuAh5vcUobf/U8qQabTOFybbxRFAI1sXjmk/0hTgQz6 iP72P1IEMIjqo9f5Tz4GtA07tBtNcYErt8de5T/zGICB277HbUYAr/RefIrAC7/38l/9w0YAkSgP /X/NQwDl9THdQb313FvXfAY5hX+XLN+bv3Lzw4N/uCDpq/8x+8TrfNE/iYAO82lVy39ZPc6rjvuq si2NDCIAJ8pIPX52Lf+95x+zqAAGyneQdEQOWufIxwU1hogAsKF/CmnHMiZFkHT4xYGo4YgxBhCA CNCiOuMoYLVkyJVRBAAPIFQIsnKIQp58BBqQsMFm/6YhwNGxKwBp4GEPcWUyjrBjEjPYzA2GgAb4 hO+IVFDiEn3yj3KsQ2McQQYp8kAmCSSBENRQkBZjtsa0/aMWAaiCFbeol39U4wRWmBFDPmKOUiyh AmJxgSzkUauD/aMf1lBXtPCiDzAEAAd6pCPnwoQCfEzoI/tQhRUyEAAGWIES10BLG0sGihU0IBbF agc2IjEJQpAhDEg4QQAUlzpJ1nEMARiAOmjVlY/4wxZEYEAANPACQDCKVDr7xxXEAohWcQQLm4mm E96gDlueCxIB2EAwdLKRbKjxHrc4gwbEQoNKmMM/6yOEWNawp4/AgxQKiGYAOAAJc/THmnWEYwKQ wf+RfbBBA3oAhRQWICY8gGJvo8QdLi4QAEug6CPaWAQWOhCAAshALA1YgmdqiU/O5WKe/tjIKFgg zwxk4RIhRabV/gEKQDrUjRuBByycQIEAGOAJoQjGPYSghVlw5Gcd1co/dBGADhQjFFuQZwDsYEmV hk1hYnlp9DbSj10ggaIByAEmtMGlAQZ1If/IBUM9oFSxoOCYlfvHKcSSm5g4kRRUcEBRdYCIbfgn oV+tmCsYOswAZGAHVeBCHsQQCXHE7h/huCgj3JmJJwRKAFc4RD/QmVfx3ScAe8gGLLhayMqlIxQQ CAAi2iEMQrzAAgGAwBREwQ/KVvY6/7jGBwLAi67/Fq8dwzBAAFqwA7EgwA6ryIlTX4u9eiAgALLw 6rqQESjlaGIYjBsucefo1nNdQzHJVd8/qNGAANSAO9KdrkDW4SMucW4YG0Cuckv1D2UEKgt4RWFb zKFGWkhCDWdw2nq/Ig9OVmK/DeksjcLrQ20EqgtgEy9L6HEINjg4E+vYCCR0K5YKmKG1A+6qhjfM YQ2T46KscJ8z9+EMeSCURu1ghz1q49XYBMoEClIwS9YhAyZEwg0pqMM/YnGBBoBhGq3gQQDO0BV6 xONv7UgyOSyYZHD4Qxj5YHKS2/EOceTjHfjwBz7M4Q92dJkdYAbzMXKRC1rQgsxn7sUpyPS6oJxj /4N3+gc3BIADJxRBDSxWRQ4eEIEFxOGcV+uwoDm8j0B5gbrYWV5jSjCId5QjDkTYmHg4UozuViEP OdgBCELQAx/4oAclgEENOt2D9FIABifwwQ8+zYMFSEAFG7jABj5QAQM8oAG4boABFFNWeWrJeuh6 3h7bsYkWtNYZBEheMyJwADgcIgsNwIGEuBTdf1zr2tdGVTnM0Q9/2OPb4J6HM3yxDW3kIhn2mAcx jjGPbjQiAgE4QYRJQo9UFe8f4xDBA5JgHi3ZEL4bsYcEAmCBW0PABC+IgcIVDgQY/EDhOtjCDLpQ hRkcIQY3iEEUwhCHO4DhDneAQxskIQY4mBwMj/8whBnIEAlOhOESrNgEIu4gV2+Br8kBbgclEHCJ QBTiBNhohxXOw5H8lQANeGCC0plgBRyswAtA0AEPRBACHqwgBFgPgQcEwAAIALLX0aSwUhmgjK1R WdHr4EEh+rENSgyAGet4QQCugAlA4CAAUujHPZwRYS65Z9CA37AJAkAIAOtQ5wMAAx/SsAJgkEML DagGR24hlhKwgAc5WPgMdAAEE5hAB1pIgxWkAAYxmB4MYDBDGPjwhje0QQ9keMMaIHGJNrzBDYbo ROvbwAdNbCIEAbiB5kpieBY1BgV9YIYzDMGBsvuDCJuZABheEvjqd6QtA67uRviRgwD4ofhpowf/ JJTAkS64wWVacMY+riGEAIzC2taPP5fk7oUEy/g7eODBEHRgBFFc/x/Y0AqyMCvF9w/pkFTuAn5x Aw6UEAFsoAdGYALZ8B16IBYFEAAPIAnyN2gZ9n8ckQ5ypwMxJmPVdQ6Ewkt3JVT/kBx7QGBe4Q+R QAmPsAuAthHTIAh1EAl2NUD/wA+DJ4IKOD+uZRDnEA4qOAXehQnVkC8uGB93JWDH8g5J5QXxNV3v QBVZ8Q/6AATRhAN/8ArH1IScI1T0sEw3wB5iSIJxIVTk4AQBoACw0AldEFoUgANpIArxoEZVeD/i 0w4Z0gAKEASdwA7YdzZBmIX0UAT4wRHrkAue/0AEBMUAJ/AJ1cBiMGE95PAO4kMPXBAADSACqCUB WgAHqFB2Q/gx6ABnFLMRQxcCrdUW4wALdXADFOUASlAIvxCGe9gQ76APsPUGsxEM5rALYWADA9cA M+AG1fCKafg23cBRIEMUVbBbw8cSH2EPvvAHAxAoCYAEk/ALCLWLC0gjsOUJAbAAKbUR8nALaCAC 8KYCX9AJ0gBe4lglNDQ//KCIVIBobgUTwdAKTIABYsECXQAJ2CBKvSQS86CJ2LML87RNHQgOyJAK X0BQylEFoaANGfYwh5iFYjBkSNMW5XANjzAEHCAWIpAGspAMhXgR76CKKZQJ2VQ3U7UR+lANnv/g BRMwSztABtBAiKeoht4RCR6UQ20hDqtABkNwgcGHBnogCtCoEQHSHEVlNjC1EfsgCmbAAzsZATFA BtNwD0EplJoyD2+ADc/SFvcACmbQA5tRA56RNL0QABhgDyuCF8rQCEtwAgzFAUuwBrRwGB0pSc2o Q23xDJ04AYSTNES1ATQ5FIc5CFgwWwVyB8QwmHS0NRxxCQHQBfUoPtwQAAfAVYvEEf0wDW2AWlpC lnHyD7iEQ5hpEu1wCq+AHRzRBAHQBrHJmjqES3/wmeJTmHvkgwEgB7vJm2mDS2xgNK9iDilQnMeJ nHGDS0vAj75jbUllnNJpfLjkBPYHPdYGBbn/GZ3byRK49H3mY21a0FDkuRPteS645AnvmULnsJ6F xzL0wJCKhktRYJ2HVZ9ZMp8qYg5xuZ8BMAXAaS6Ao57QiZ/Ycm+4lAcJWi3tQF53AaDayTIC+hb/ cB9QMIK3FRMAen7lOZWSEAAuQChXdA5R5CwlCiD/UAhHoqLh0w5lEAB3sKG8aTExQKPc8w8fuZqr KD//YAszqqMceg46EEf+CS6uQaTN8Eg+Cp7kAH1sYTTbgaScMw3P8Z2K9g9nUCZe+qIpRA0BAITp OQcBsANTukdaukX/4Aoo2qaKZo4vQKcKcQ5fRKbHUgrBh6fXaQjP0aRxsw4Fyqc+FJo3AKiH/6UJ AQAEYwpWiMpFXLqob7oVQIofYhkRl6oX9wgsx8KlMQCi19OhAWADFJSevtIYn2oR+tCqVsKlPVCN PyqoL0CosbMO9TARMBkt7fAbt3N9XJoALMleIiYHAeADwmY+9PCgVoEPJ7QSj5MvXGoBE1gq7wBU 7gkkEACRRHoZvfNm/8Cl9NKpd4EP9ZMwlcIDLzGp+3IXwFBRHnNF/ZIAKuOudQQN8mquViFnBGdX uIqvgSGTBXCtV+QNs8GSfiOwnMOZCfCYpQokIHCZ9cYS48iwfUIj5hgC51QZLWmI/xAmg7NhA+EO JISxKCEOCoILNCAWO0AI8+ZWyCANxMKvmv+CDGXQXCbwQjnBC1TwBVawIQPRIyibEgpSCt2FBUrQ XUfAOHdxDV4AAzmwAk3QDTb7KvAAfFAwCXfQABWQCOTQBxSABpGQBwEgCFfrKvt1SChgAKCwEcMA fLXVgz/wA8JwDsjgA8aZtgJTKXrAEb1AAQ6wCgZACRwRC0RUouLQqz50DxuQAR+xCUi0EXlDClCY M1IjnxvxDrPFBw/AOzQSDrCqhqPrQ+7QW5WQL+aQBAHQCRvhC67DEdFgCOzBNf+QDBKQAKBgZYJq At8gAb2yEYYQAu1atN4RDWT1A0dAAPShiT2oBSnQDOrADQogAjG7UpYAbxigGCkwgYuwAUxQ4AZR wACUYLwJQwyf0AQ6EASMoEeHxAUqsAIlcAZ2eTi22Q18sAdmMAhA+Q/NIAZ04AfLwLdwKmAbgQ/X wGKHsw/OehWFaF7mmzDS9bEIERAAOx== ------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0010.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Module No.3
Working = of P-N-P transistor :
The forward bias veb is applied across base-emitter jun= ction of the transistor and reverse bias vcb is applied across the base-collect= or junction.
Operation:= 3;
This transistor consists of three layers as p-type, n-type and again p-type semiconductor materials. P-region consists of holes are majority carriers.
= Transistor configurations:<= /b>
= Transistor is a three terminal device i.e. emitter base and collector. In any circuit, there is a necessity of four terminals i.e. two for i.e. put and other two= for output.. Therefore transistor is connected in the circuit by means of three ways:
1)Common base configuration&#= 13;
2)Common emitter configuration
3)Common collector configuration
=
------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0011.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Module No.3
Common ba= se configuration (cb mode):
In this type of configurati= on, input is given to the emitter-base junction and output is taken from the collector-base junction.
Current amplification factor (a<= /span>):
= The ratio of change in collector current to the change in emitter current at constant collector-base voltage (vcb) is called as ‘current amplification factor.
Collector current:
Current flowing through emi= tter goes to collector after passing it through the base. Whole amount of emitter current cannot reach upto collector due to electron hole combination occurring in base region.
------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0012.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Module No.3
Input characteristics:
= It is the graphical representation of input currents and voltages. In cb mode the input is given to the base-emitter junction= .
Conclusions:&= #13;
Input resistance (i.e. resistance at input stage of cb mode) is very small.
The emitter current is independent of collector voltage.
Input resistance:
It is the ratio of change in base-emitter voltage (v= be= ) to the resulting change in emitter current (ie) at constant collector-base voltage (vcb).
=
------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0012_image005.png Content-Transfer-Encoding: base64 Content-Type: image/png iVBORw0KGgoAAAANSUhEUgAAA2QAAAMnAQMAAABr6gNJAAAABGdBTUEAALGIlZj0pgAAAAZQTFRF AAAA////pdmf3QAAACV6VFh0RGF0YVRpbWUAEXicMzIwMLMyMLUytFAwNLAysbQyNgUAJfgD1dpw 60sAAAAlelRYdFNvZnR3YXJlAKh4nHNMyU9KVQjIyC/JL87IL1Aw1zMAAEQnBnUjABTwAAAcYElE QVR4nO2dz27cuH/AOTvb1RYwPDn6EFj7CAZ6cQE36qIP0FfIGzTHFAgsTaeFLwX22lseZTV10b11 X6BoaOSwva3SFAiLn1YqSc14+J9fUqR2HUQIbE88o49Jfv/xy69INC55oS+0z4j2a2YaQTX79jP7 8n68z06r2Lc79uVh3GemdZw2FOzn/dhmpk09OWzYz83Y/n1e2rBiX/tyonV/kZc2cho50solaF3F /68mS9Kqfhla3d+WjLbJTFuzL7hHV8WAyuw03jZMEFoPz8pJ7zLStuxL21Faf7HJTlsdaav+egFa /2fUZpHzYtffLEBrqO3a95fFjqBizE5DlLbty2LboXV+WnOg7Rehtd2BhtFqARphtMvFaFTpCKW1 WzRZlpy0/Qeqb7Rt2/27ZshOa/cH2nZs8utbS39saU82q7G5zU1DjIbJ+ZrS0IvMtB4hRnt1tqbf 0U1mj0NdDbXL3cuJdl1mpz3Qr1fnbNzw68y0YdV+OMZcx/gkH43K41A90nAe2o8Cra/GYzyC6yw0 sW20+45anXseQCNkNu+4m37OPcehPwm0X5ahZb5EWr0grf3z7LA/RE7hC20Ora+XpJFqUVr5hfbE aJ84LVOcZaZ1S9HGL7SUNJwp9jfT2s+Zlmk+aqY1X2iJaGj12dKGz5jWowWCvd+JRr7QEtH6RWeL y9IWngkvPO9eNKfQLimTI17U43SLRkGLzTomWvkZ06onQPtxUVrQ9YX2x6I9LEqDZvTRVJ7z0zxa A6eR9fRtBg3qrOj7uhUNy+s5tCGARt1oT/12OppdZhBbUqHBZJmQZpcZxGoGRnI9jya7fbvMUNq6 HbubTUKaPXijtLu27t7MovUKzfpG+pt3tG2UNmP1MoRGRxW/KZZq27gd8VAs1rbViG8Xo/VobN/M o8mJHSeNUNrMtgXR6vZ2PWeNm9n1d0DaONGaebTT5bDRXAMqShtmTKiCaLiiMtkvResYbbG2cdo4 g9bJNPtE8ECj+jZDJuWpn4/25iX1OAvR7vCrq5tyjnaH0BrUPbtISOvdtFV3QUVkDk2aRPf2dDij rbvn1LnPoOEQWkFezIsnQ2jthlS7WbFyCG2cMKSOp5UBtDEtjWSmtTLNnlQSMk/Vk6Q5EmZpaNJH HQmzJDQ5yFiW5ljKfoq0OpxWW98USCvz0uTpIc7cNoVWLkmTdd1Cm+FxFqUp4SqsJ1PRQG1LR7Pf KAWtl2mOqdkTpMnhKqwn6ydJk63mE6cpId3nRZODrMw0JaRzrGTnoNnfmYKmOOsvtEQ018LHk6c5 KhBS0OTQYFmaIzmThlZJNEetYgqaHBp8ocXTZKPvSCl8oQXRXPVFQs1TLE0xjAvTHNVMCXpyWZpi GD8vmmw8MtOI3DbHtPsJ0uSezEyT18NcKYUctCovTTZVMFq05YqiLdu2aJoyDWgd93nqNMdEOAmt XJKmqLOrgPzJ0eTgdViY5nhrCpr0wdw0ues+a5qr8H8+TWnMH5IW699+17a5pqYJaEqoDKTF9qRC c9QNJKHJt1+Y5nr0Zf64kUVpXQTt53iafHsv7RP/yFK0FatEiqYpIZfzgXs0GYPlaGzLULRZisa2 Q0VlNE0JuRx1A5yGUclKNRekUZ3p4mChtLYrmfWJbZuyBNx6aHtSsjXkVLTSTbvvS7ZLb6xVVupl fbT3pGTPdbjmJk6a/LnGQxtZT5Yk9uFWpW3Oku6JNqBNF02TP+en0UErYmlqbOwckAONLEejsj8U xBW/Oy51kcj5RzMGXpTWsi2qwU9eKRdRaa43s19u+YbYbRKa+49mv2RhTDxNDoJANNa2OorW6bTf XLShuLscNrF2UqWtPLQeff3tTTxNjrGcE6opLkHogtKiYOo2Q6412kNcQq8ymiZ7T+eEaooUENvD cDHaGd8PNY6meE8A7fJinYrmnL4x2p8mhYyUyVDa4YqkKd5zYZpzV4bZNCUsyU2TP+becSI5zbnj hECLgqmJXSgtbtah+jPj6luv0+LaplShes5wmE1TbL5rZXG+lCxLU22Haz3sqdFUbc5MU/QrL02d 1LvjxLk0dVLvnuE+MVoZSYuBaTT3TGkuTZ1mg2n1k6N55pxzaYozdU86fj9aFQFTe25ZmnsaMLcn VWcKp73749OUu7unAXNtiXp3d2A+m6bc3bMV3JOiqXf3bJs8k6YGCp8VrXS/TktTA7plac61h9k0 1XV/VrQ6llbb32X/uEqrlqR5NuaZR9NCrKw0dY7v27xmnpRoeV3PYtCJFrMeoNPc759HU123b3lm Xk8uS1OdqSd4fdI099rDXJo6685MK+XXnuA1Nc2zs/A8mrpwn5lWLUlTzaLvzI8nRNMMlbNwZjZN Va+sNE2ZPcHrU6JppgNOi/CmGs0T4M2kqcqclabNe32VTLNomsBnpWl1aXBahExqcwxPEDSvbVql WF5aJb/2VvvMoqlRvy/kmkmrf0+aL+SaRdOGKYAWrgHa7M0X4M2jqU2B0Ab6bRdDU8vU1PonI63f 8BGIoKk39x6LgfhfxApDw2laUyA0jHg5drhMajeH0FpKu4qhaQ7He4Qc4nu1d6/LJDTfASOU9g+o xlE0zeE467APtE1bYyqX4TTN4YBomNPCZVJLMwFpbVzbVJqzDvtAextL09JM3q21mZ2ktCEJzbsh NKeNrG1NKEyPC0C0ltIKr9/VLs3h+DJ4E23PaJpB917aJ5yP0T7StozW+eIlnaYaZX+BNXvDLpKm WkW9aw00Vqvcb8JpmsX3hiWctmE0/x+mXpoNBtH6Mk4DNJpf0BA/rAkPZfhZ65oLANG6F9cv36Sg eYOgqTr62XfXFfhEncdLs4ogGkbPrlAKGobQWvTsOoamWY5HmvoLkYbQ1Q39ZPC4aTT/WbOc9up2 NQbTdKsIojWIsMg8lKabgwZCO1SlBtM07QLRxjiaPqFB3vPq4ml6GI7KjDS1JYBTMeJpmlEOooVq t2YmAeeLxM+Etexg73+mLZ6mmUmAP44fNy1f553jz6FpLclK00yJ373F0/SqNMBBm4+0T4EaoNMA B7dHt00fJe+sew5Na0lOmj5KnkoWmRY4W9Rb4p0Hz6Fp9wYcVRTdk/oiCuDR32iaZiYhj8fG0+ol aVq/QSbuEbRP/N5aS/yztyjaT4vS7sz3BjicGBq/qz4zzEMb+F11ZwY52Tmapt07E433oW4mAS4g hvY9+6onPr2p0CjaZL4NtDILjQeeunvJRONbj+juBXKmYQSNH1yluxfIHiHhtJIdyGJIRUJ2toig 9ZXJTPpToTG0oexLk5kE7TURTCMbRtPNJCjjGEzrEDvJWTfBoLx0BO3FxmSU89AwQoUp5gfMcKJp uuHKQxtbTis1GsDhRNA6tDaZScB8KsrjoJXJTEIcTpTHWZnMFMQFRFllZDJTgBlOFG1AJsORi0ad t0GVQUe/xtD+z0ADuYDIWYeuynlo9/xra6BBPh1IO9xUz45D5hwRtIp9azRVhi2EBtLIlKnWM8gg oxxOY3c15HT9azgRtI7rtSHLCjLKwbTBQvOvqsTQuD027BwGcgHBtJplZQwCCDKT4TT28LJBALPQ SMU2KDEIIOw87lBa+d+l2XDVGWj9pt+Ylr4y0YqhMC19ASsBQu3keixMhgu4m14obUVpBsMFrE4J o72n7y9Mi1EwoxxIa+l8tzAZrjy0uik3pkGCuYBQWoXZrrf6IMGMciit7CjN0BCYUQ6kNRu2n6mB pocOKWjFQGmGboMZ5UDaP65ZEsawZg8zyoG0/1qNH4+G61N22lSqpBsuoFE+0j4CacxzGwwXtDxr ehuG1pewtSJDQ2CRskTT7mG4WHGCoSHQkkH6yQ+T4YHRaLsMhguSnT/Q2sn1w7wp29JabwgofTHR 0GTmgLOO2mTv4TS+nfkInb+x8nedBsnOH2k1218WSGuM9h5olHlP1jzchtG2RgsMSpZMNFxz6wCj 7YzlP5B8+SNtYJYPRrsbBwMNaCaPbYPJZD+Ob02GC2omjzSYvpF6fGeKgQJpBEbjqxwyjT3wAjbK vFqz5qUpABrf4EE2XHzhA1xZfaBt+T/fxVenZFPShdIwp0GWq7e/jGroyJsLjF0f29aabK12rVje SZ688b39oGbySNtzF+e5hjXVbSUG4sURUDN5orUAWsGaJU/eOA1qJoNo/XkxqqaEsFdQM3mSEkBP kouNFgOxJSSwmTy07e0OIsXddanlgdgSUiCtLXYQfcOvLDTwhvmc1jCr7Ke1rM/l5wg+jkWAmeTj VjUwj7NntkTWy/esIgO+hT0LgTYNzJves/BFNiX3zL1CY9cpUqC0CkL7ZaXRtowGjSYPtHtYzMUS M4omI5ZEB5tJRvvX6ScAjUu7SKMhxj7ATAozKr9MTtJeSjSEA8xkGI2BJFNCaSjATAbR2KUod8to wEm3RINFeMqRJT2ir8GGK4T2kX1RH0lqDpF2chqvYpFdxcPITp/JQuMxkKzcTU0ndAFnbwTQeD5B nuBQdWhKuOEKofG3SlFJT31HV8INVwBtOOfvF3Wrv1hR5w03XAG0/kWlxgn9Lfs4bMEokEZuS1W5 Sc1Kj7LQutuNqtykYgEe3HAF0PDNN5Wi3KRiuSFwfBdCa59TmqzcpGSrOnAzGUJD35TKJKAvyQY+ DQ6iNeiyVCYBfFUHHnGJtHvPO88QvbU8CRjYqk7Iw5xgWv8Np5USja3qBBgueE+SdfOmVNdUVjTk CjBcUNoPNLBqbio1n9DUu4CIC0zb0Jvi61o9bKypdiGmBEhjBxH9QjUbKxLRlvd5aPdsBqBO8vDm PsRwAWl9MYmDujzbUQcXYEqANArasSdw1FUOQmkBpgTatjVL3hVaanJghyfWqWm0ZXfj/2z0ZCGN SjLQ7ikNa8rNkjNBT6EDaXvaOqyp2/sxIMcVQMOUttcCZWZaQ0wJjDZUmE5K9OzULgutrzoau95r 6sZehpgSGI1UXd1SA6yom2FmDKY55m9dRer220KthujPy6CoBEjDG8IWulV1I2dlQNYJTkN05NCm V2nXZUDWCUxr0U1J2FGalfTfbN+fsKMMQbQGIWZH1OMm8csqKCoByuS/IDZoui9lKwmRNFdOAXFp VNOz2zZQuYE0zFKKY6PcudiG5IHgtJ7TkHLYYbEKNCXQ7Axr1oAUU3K+DjQlUBpLJajqNj4vAk0J lMbWXVR1G/kEJweN/VY73bUrIU/+x9A+qmkgRquCplMSbed7q1br1wWs86k0b8ZQVbeRgCviImjI oFqQdbQo2qBWFr4bwVVj4TSiCjuDh5mSAJqqAOFRSVAuSKHxbQCAVWPhNNW7TbQykubrSVXd+DYA YaYkgKbO3bqPIWthoTRVAR460CYiFprHcmlzt/vOWP4EpPlyQeoQ7Tpj+ROQ5pFJzd+sur8MNSXw nlQVYED4KtSUwGmN0mkDQq9CTUk8rUfrrg5UbriUIFW5r4quDotK4PrWy97t1xFfMFqVh0ZE5X43 sqT2Ggef1Q6ldWIz3vX12Jyv2uBz6KE0rCxy0EAS3YcqN1gm5flNVw0baqbDJjgjvG1ywIUZrd2E mhIwTa3PGUo69wfWsgfTFA/Qsoe8uyowTgBb5V6tz6E0Eqzc0LYp2Tv+AHtzG6rc4PmbolnsAXYU 6rmPNPZIj5OmTvALSiuClZvR+opnBpw01Sbf0b9vE6zcvAqp4j7YRVOm3B8orRjC1Y3XBVW8o9w5 hVJ8+X68H9ZDqT+8BaGVvJrJRetk6duP+2HVl/59Cw006oC3uPZkZ2rxZUN56Kry71tooNG27Tw0 RSRR+TA26DZYubmUlCMNMdx5Lok2oDUeWwTY289AI9VYuGnKtJSGW12NV+rqAJBW+miKSLLao7pb h+/s+0irnFlspc8IpfWlas1S0bDaZ4jhw9VNoDnMUKu2gjc2XN0m2kBprnpl1UpOAxmubieaIx09 aDSWujNV7oNpapwvXERvBdXRCHU7jZuD1umt6DeqOw+grZ00bGjFW20xLhWtMd4XUOBspzlqsZHx V4DibQuN+gD7ooVBJNmlpSuhtHvm36y03qxYEeo20bZbbNgH9HgZRHI05E+ANLzZsjGw0rDxvjHq Nj0g5qY1xvvGqBunrbcsnrTRBrNIatkaKK24J45Y2SKS4aHrROtq/uiojdaZhc8cur7z0g6XjWYW khjvBqG1ZuGLUTcADRmtpLY8lobWm0UySt38NGJaUIlUNz8NmwcoxrsBaBYhifFugFxQY+6yGO8G oJmFJE7dvDR12fnxczHq5qUZorvpj8hCM7vSSHXzymRrFpIof+OnmaM7LTeUhmZxbpEKINCMn7fY rajwTqIZP29xbpEK4KMhszTE+RsfrbNYEm01Ophmui+2CIk67Q+nmWQSWcYnUgHctAFZ2hCpAG7L RcwxSbQCuGm2YTOWY3iv2kNrLXeN9AAeGrIIeqy6OWm9TUi06qcUtM5iSfS8Vwpaa7Eket4rBa2x iZ4j2wGlado92CyJnmVLQCO2YbPFYSE0rSexzZJYUhpBNK1tjU1IYv2Nq229ddgiA67R1TbrsMUr gKNt1mGLVwBHpNBa5TzW37hoyCbn8Qpg78nO5gDiPYCD1lqFJNoDOGjIpm0zFMBK663DFh1wOWid zZPOUQCrTGLrsM1QACvNaiTjQ6DR2pN23zbDJltpjmGLnQM4aK3VSMaHQHaaXf5neACblPRWszUj KLHSiH3Y4uYATprdt81SAMu4IXt3zfAAlra5OnKOApjbhq2GZJ4CmGnWkHyMnwQrtFNPuuR/lgIY aQ77PycoGc09iezyP08kTTTikP85QYmZhh1Gck5QYqY1LiGZY5NNtB45hGROmGCkda5hm2WTTTRn R8ZPFM203iX/86ykgdbZg+RxppU00Bp7tDVGVR65aINTImcKiUYjzo6c5bhH3Sq7O3KeldTaxjqy sr97pkiqNOzsyLkiqdKQsyNnWkl13IhbIuc5bo3mtpGzFUDpSU9HzrSSCg07beS8qZtOQy6vPc4X yQONba695ua/dL3ZsqwZRCumtfI178ja+eaZIklprHCSPcSw7n0dOS+WnGis7p7RdsTXkZaV9iAa i9kYZdt5JHK2lWQ0/KriGz40Lz0dOSfldKKRatpY0mNHZqWcBFrJH8JtfE2bLyQTjdfz+mRkvt1i tLbnu/B4lc1WjhFMYxOX1u1HR3OxbTBt3/ONSVq3+R+tFUJhtKbfMO1unAHJaK1sjKDhjSMhebj6 2VZyGrcN2xHLUiRzurr5CnCgDYCt3xIIySQl3Ov4+slc/hpK2wJpHpMNpLUw2pCQdud9TthWIRRK Y9vvFl5aArvFrXJfQnrSqyFA2pvLm9uNl5Zi2Fik8Prm4sZLs5S/htOurr9lY+IetxSWZIq5Xl8w xXXTmhRCwmn9BZMAN83nIaC0YTU8Z2PipPVJhGSaB/w4+mi2orUY2uil4SRCAqWlERJfjeHj25II CbBt1qK1LLQuQUwCpyUSEuC4+YL2pLTeF7QnpXWJhARGsxe25KD5ZnZJaY6F/Qw0a61hFpq11nAG za7droXN5LR0wwahWQtSs9Bcy6jpad7pf2JaKiEB0OyVjTlojqKdDDRvsiEpLeGw+S0XSeW3QbSE 2gaiJfKkIFrKYfPSEhpJiWaWc0f1UwZak3LYfD2Z0LcBaPaC7By0tMPmo0UOWx1FSzxsHplMF0mq NFPbXCVy6WnehaSUtKTeRqYZnxFLO2zutiWM7fy0Iam38dFcJaLpafYHEjLQhuTD5qI5HkiYT9M0 oE2tbc62NWm9jZtGh2091LlohiebNlZHlZzmXUidRdN3xk0t/w4aSey2FZoiJRnk30HzFhKkpOHU bttJ89SRpaX17srG+TT1eZzkZkuiSc9kektbUtL+N4tE2mgohyEZLbZkyCORlrZ1mTrS3LY2fYyg 0k765qnHTkzzFuQlpaEsNlKm3R1/8FY2JqW12YZNoD1KYb6ONNC6POZfoQlPkWSxWkZaNqsl0w5j 1WRTtlG3XENGGdFpBxn5U2rORxPtWCGdgNZuusP4V/yMZfSzRsPpZKQtDqe/s3oxRitU/8aMVioZ oW0r+Q89p9XNTtWAlJrdlWSiEXbH7bjdq21L2DRGq6YfJtoOK7QupfifaPXIjlFn+4pLNJTSRJIN xxxOh6e0TqY1oKb9ZP/VD+KLXqLh+o726ImGmK4BxP9euqX0Kyl06otu+oEfuoCrgkg0JMSs76W7 lFYaqR00PP2w7TEpcbUhpUo73le65Sg1WPoVlzeNxhMfQ/Ewvdqx7ERX8uMUZNrxhZxgkGjSaRQy 7TjohP3Rw/rwzh0LT8llyQ6tlmiPXSFNeAYgbTjSpkcy1vci7blOe3wh0fpwGvvE9tBBBb44L8hZ Oag03KPLip20QP/70/Tfb/lJycLFjpFnRef/jL5GX9FG/Dr87cGfPNKm7HezmwzhurvZFP1ZNRTq uFmuv3l1dnqxatBKe8fw4d10stjUNkahToCrVNHdlgV1AmAa/Frhww+MxqjFkVZrPZnwKqjLIZdn Z4z2Rqc1GWjlWVnQcTPQ2tQ0TGn/yWk3JRsyicb68vL55gMVqG9OH/rreBpzp8PUto2B9vakOaux e/dp/CsuzuxL/dM/jeNvb3+j8VGLUIfWH/59/RX6u/9A6Dm6ed1x8/yhpX/bo7RuGO35zWVBXQ2j bWWap6o94Do4k64i6IZ+P9JEW+I6rSD0mh7tJEcavjlfM5pglcOPn7FfUyaV1BNt315/s6KuQ6bV KWn1kVYw2teMJnrT7nWVkMa+9iOVkufrsW2vz1fjL2OXiXY046R8U65pXDJULGIRoyDcz6fVymtS 9pR2CIZGLNFK8a+bTea06t8YrZpetUL02ko0XAkvavEO70JoZUNp5HDjrUDbC7T37Mycx4tq5cmd Uh/2AKddovNiPN54Z6FtpbM9u0I4pYH+KITThHWP/cLcXg6HG98JtO0p+qBm5RshOMDi2TQdEg9F wO5jOTG3YNPjB3wMTLR+NWwEWrsSHjTFqA+jSb+30YT5QIMwFd4jGr05O/Vy6zn9gSivzT05lIJH 2KLtUWXoC/z6xYnW9Jdxp04LNCYxQkC5aVansHFnp/Vo8GVsITT8PXmk/YRfV6d7IvEFQd7nAwUN EGmVEBGXIm3EXS3QOoHWIa8fMerbnpQSbU1Ov2sFWo+6WkwQd1fzaaNE21ppeOX1I0arTGmijRBp wwqfAESitSUWetxDO91Rpe0FWo8EWie+GNv6QbiHj3b6u/akkmg7kfbSRmuqB8mPOGmvapHWCO/Z CbQRfXcC4FailXCauIGTQitEWivQ9liibfYBtNN/0nETtHvYiLROoO1k2nrfe+zYI0O0A7It6SUa 1eBHwLp5KdJWWzBNTHbINFJKtGcnAHUoAq0PoQkX7RHBB5BqJ8gruarEdQqBNiB4T9ppXbVy0ES3 G0mTfDd+LtGuXzz+jk6uKvGNqyhaM3wl3oQd03d8cd+J/q29Fl7E0lAt5vIaRO3H6QU5K0/3Jzci 7fsYWo+qphTegr4TcgErKQoiF8IbcRtDG1Alxsq0aSJtEMIoLJ3bgTHYloiXnF5FiAiGfj0KJu5h SECTLwp4e7rjWzGt9lH6/IPotWJpdKJnv4RJwd0eg3234/rB/xZ2rbfdVQIa8EJr77aDKWlF77tb QlpTenMuCWlt7X1LvjXSL7QvtLjr/wF2Cw5xD27HpQAAAABJRU5ErkJggk== ------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0012_image006.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlhwQBeAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAEAAAC/ AF4AhwAAAAAAAAAAMwAAZgAAmQAAzAAA/wAzAAAzMwAzZgAzmQAzzAAz/wBmAABmMwBmZgBmmQBm zABm/wCZAACZMwCZZgCZmQCZzACZ/wDMAADMMwDMZgDMmQDMzADM/wD/AAD/MwD/ZgD/mQD/zAD/ /zMAADMAMzMAZjMAmTMAzDMA/zMzADMzMzMzZjMzmTMzzDMz/zNmADNmMzNmZjNmmTNmzDNm/zOZ ADOZMzOZZjOZmTOZzDOZ/zPMADPMMzPMZjPMmTPMzDPM/zP/ADP/MzP/ZjP/mTP/zDP//2YAAGYA M2YAZmYAmWYAzGYA/2YzAGYzM2YzZmYzmWYzzGYz/2ZmAGZmM2ZmZmZmmWZmzGZm/2aZAGaZM2aZ ZmaZmWaZzGaZ/2bMAGbMM2bMZmbMmWbMzGbM/2b/AGb/M2b/Zmb/mWb/zGb//5kAAJkAM5kAZpkA mZkAzJkA/5kzAJkzM5kzZpkzmZkzzJkz/5lmAJlmM5lmZplmmZlmzJlm/5mZAJmZM5mZZpmZmZmZ zJmZ/5nMAJnMM5nMZpnMmZnMzJnM/5n/AJn/M5n/Zpn/mZn/zJn//8wAAMwAM8wAZswAmcwAzMwA /8wzAMwzM8wzZswzmcwzzMwz/8xmAMxmM8xmZsxmmcxmzMxm/8yZAMyZM8yZZsyZmcyZzMyZ/8zM AMzMM8zMZszMmczMzMzM/8z/AMz/M8z/Zsz/mcz/zMz///8AAP8AM/8AZv8Amf8AzP8A//8zAP8z M/8zZv8zmf8zzP8z//9mAP9mM/9mZv9mmf9mzP9m//+ZAP+ZM/+ZZv+Zmf+ZzP+Z///MAP/MM//M Zv/Mmf/MzP/M////AP//M///Zv//mf//zP///wECAwECAwECAwECAwECAwECAwECAwECAwECAwEC AwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwEC AwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwj/ALEJHEiwoMGDCAW2SsiwocOHECNKnEix 4kKDF7FdYSHooKArC0MOZAFSY8mMBFEOVKnwIEtsL2O6nImRZkGZNXPetJmSoqAArQQJXQlUEMmj GgMEuCKQY8WnUKNKnUqV4ZWlAUhebAWU5EajLDj+BEmyqtmzaNNODTqWRcZWVwS1mkt3K9yOavPq 3Vv1pcKPc2FGxLlTZ0/DK3kmRtySsWDHhA8XniwZ4ka+mDNr3jzwZwC8nEOLHk2xFQulAUirXq3Z b0GjS1VGXkyZdmXbuBvX1n2b4WzeuR/vFt4bt8orTFkrR+h6+UPkQAUidyo9ufPrYZs7/MgaLMyi qWGW/73ufGxUrixWCyW5/mNJo9Z/Ew8uv75i4PgfX8VrX6D5/sNFFlRIC8lFEHLkOZeVVFdppxyC CXa3lFQTRljQeBaSdpqDDP0Emmi/QRjgffPlB2BxJ451onThjQgZiRBRl6FoG55X4YzifYhjZldZ 99R+OzalY5B6cdUiVGFdh5OIK5pIYpMlRsmShy969BmKT2YpkYxEFrmgVDWW91pGXHap1mlDTmTe cnBtFFJW/JVp5llrRhXmaiIhR2B2pl1ZpYuAYvlncZ4FuhhXyUEJJYtexSVidHOmdSeSkLIZmEhv yRkpg37amN6cnW46VZ1RNRihTKaBpqiWhjrp2Hdu0f/HE6LMsSrocAxVKqqdsU41KZGp7gpmqFCR aqauwk4E5Fq/sjabaasOKqu0+bEYn63+ISsltq6Wpm2yDvXY142RQguuROJWlV2G7uGFXFwDfXvu QelSVW+EHZXFlUaxujltq9tSGzC9N0L506f/3qqwbaaJ9RWCcB05L0LLUmUkh6oJJZdcc6na68QH hZXmU32ObKZpILu0rllo4jibUdECvChzsSVM36QxL1ytQygLa65B91LV7K4wi6qxUTdVbLGpE/e8 KVsbIdwnxhCV/PRMRXer88C3BhWXqhedhrDWwcGGUs42k92Q08A67KPVdGZFtZlZ74icXI6edPDc z33/+bSqcb0l8Yxef71Vy2gFPae/2BwMWt1bo61bYP5ZZ7a0rp3mI9dpc662QuHRNZ53OH6kVUqa R4X0TYgL+1FHjlLOL9+cBcURSo5D9fVlRH2cMusZDohR6ha55+h4iv8uWN2Sey5YxG5aJ7ZfArr1 +krNNq+9RGyrBuH1G4EUsaYTpfq938ojBHlodwUL8/WwGViqgZeGtXn6Bv2E57tAshWUUvcrTVg+ trffvcx3nZtZxzqjubewqi6PQ9P2BDazhqyOPLApiVTalZGrIBB/CeGdczZSM+7BhHJtilrg4ATC ygSFIPpTzv/I95CFwIsrIdldCVvYuNFxBGGMc54C/xt2O2y9yygb48jxejVBmXFrPn4qy5VISBq4 NNBiUNuKB02GP/hoxHwj+SBfSIihvJBQdjzElX/GxhfYnK5IW0wjjAoSxMhZMGofRBsJ5ZfAOVLw ibRbo1q8JjYN7mV8XJSjZdi4QbBkxZCHPM1nAqnI1zCyNB9RCns248ZEVnJEIhKiI9nTxJSARYx9 /KMqnRgREfKsTQMMHPtICMlP2iuAK2lTVpYiS9FkEl62TMsFT2jFsDySjyDyYC2DWcPXXQSJBxKL Me3Xy7UBMiG249M1V2lHbuZmQ8jDEBlJ6ZxsFpGZSFKi+GxHJlxWsWGf8SQ6m9mRjSFzmKqx3THn 2f8ak3QTYJXLili2ycqC/vOg27nkIa2oSWTyMzSh3Mt6ConGh47GlWkhpP3kadG1KCainevJRB9Z UYR+rpSpNCi6FFo+0wm0mh2NEEZryJZpeqWkMZUpS1MCS7GRM6enmglIO+YeY96tI1RD6c7OM5iI CKVAzSnpU7+IVHTFczoD3ChOcWrCYlHSP+fhqFQniUqYBO5ocyErW5QlNtRQ8255i6vm+BdX49mV f7w0Hv/uCleX0vUo4QOsYMn4LsDS9XWOet1GE8tY9+ySmqBzihKRmJzLfAawsAqbRIRyQ7oQk5h1 gSDHQkva0l7KtKjtGF1GO1oIrja1oW0tbE3LWvuM/bRxSH1k+KJjvtdxB7f+UZVNoLWvwcSKsxxd iW+v10qkcVZNSIVpDZ/Xl7rGx0HJFRJIG3K71Mx0bfqUi7xcslt+tRJN3t1p/uSWN6JxNSFkdU/5 9rOU9XUIPl1x52vG2Sbumc4txZWjZz0737M61DdTXauacJvdxt2Ffy4jqEmx6UeAYsuBE1ZUQAAA Ow== ------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0013.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Module No.3
Common collector configuration (cc mode):
Current amplification factor (g<= b>):
= The ratio of change in emitter current (Die) to the change in base current at constant (D= ib<= /span>) is known as current amplification factor in common collector (cc mode) = ;
Common em= itter configuration (ce mode)
Input is given across base-emitter junction.
Output is taken from collector-emitter junction.
Emitter terminal is common for both input= and output.
------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0013_image007.png Content-Transfer-Encoding: base64 Content-Type: image/png iVBORw0KGgoAAAANSUhEUgAAAn0AAAI5AQMAAADudB70AAAABGdBTUEAALGIlZj0pgAAAAZQTFRF AAAA////pdmf3QAAACV6VFh0RGF0YVRpbWUAEXicMzIwMLMyMLUytFAwNLAyMbcysQAAJfUD1/5S aT8AAAAlelRYdFNvZnR3YXJlAKh4nHNMyU9KVQjIyC/JL87IL1Aw1zMAAEQnBnUjABTwAAARAklE QVR4nO3dy27dxhkA4GGo+giooKNFgbiAIHrZpbvzwjWdvED6CAbafQxkUQdQTaoKkEUL+AWK+hXa JzAFL9JVvei+oWGg7s50vRBT02R5G/L//+FcOXLkRFzY54jnfBrODOfOEWv8Hv9jnsG3vsHaHnz1 LX/1bCueNQ9hxcixO/z3xcfoY6UxmFFwPmBAjROllnuMJQ5gqQJBECtTMGeBEH3TEcArMQQzFs1v kpz9JQibuHncJPWfW9EBTCP4roTpUG1BJBqDMOI7A/+2eHppmg/rAL0lYD6D70zBUAUW0fTyO1Nw g96WGCxn0PROoUEi4PzWNA7VIDhreqeUkRKcI8QRzC8YBElmei+XMQZxojdzpjIOoSloeusRMJOC jpfsH8R3YnM6vXKMQzloWjiUiSFofMkExKVZczK9Mi1tCJhKwcYRJF+bQdNLLkxB0/KQgIx87ezi QNN8KID4/Rk45Rl0TBQKzoliWqcU+K0cNL31aLYht559xiYgaCoQ0DGVCwI65EP8lpRmLqmM31ZS 0DQOcwImFwwap/L0PQLWruB0nOG3NA7tQVJC01S2BivfYEluNXk+NARJe3B9PswIsPqS/YMJAcn7 9SFcDUa+QdIeXA3mNB+uBWmxuRokvVsPYEo6j6tB0mRdD+a4uKHg3CQ2bnDiz60HKzXo0HLwDWbq OLQAa7bp/1WnskUcVn3rt2KxL7DuwYJWUu5gE6SJ2D9eA550bUGf4GnXFtQVX/agxzg87Wq4QlN8 WYONv2wzXHKTkcGuNWDf4i+83SnNSV/Jl/7Kw7RPj9pfeTj2tXEyrwJDzyDbLICkY2UH9iEkdcoq sE/fwl8qB33xnqsrervysPsXjKWvBruMXXosbcIOpFXAmkQJ8zgUCthVYLEX0Hp+DVizoq33SlLA UvCpOVixsgUrETx3DGHF+qoeT/isisN/1uyBkLHXgMO3SXd0PVibFg7nJuBx+09qCBqF8JZvsPuM vwJ2KFxJGztfBwZCcbMuhFUoTPFQ8GsrsPm4TRMsrATF3ui6S278FrD94bOAvRiw8A3SodrVYA1n 6H2AdJyFjPE6gCQS14OVz3t54XMeQFLAkrMgQtxCSEahLwNIFk54SGWcD2kIHQaCyFoOchr8OtOM HSlB+zgkUzzrQVJvrr/kXPnWAcx8g2Q+5RKGUANaV/TvHfwRXrI9qMmHq8Hn5PTqO+WNb5Aeqy+Z Ht5DeAV+zyAdf1gNlqR5bAkWwzLcM+EnjmDJWPAMg9neRviY+Z2Sjgt7AZg+nNoJT6xDWPPFzBDs 2lrf9S8ja7DowQ0Cg24G6nX/66bINAYzxv7Urz2ewTrs2tt9CTsvLjWOw/5yMxaD0bIWzLoq4bys bk+RaRrCsh9zrtqMB9aytWCYZwfs/q3dqZ1sCubDrAcLCRhkdxk7ONyzDuE4PVgEENw0eZC34PWj PetEGe+J9u4lYHEvZXvxTmQJlnyeh0VgCeSmDXFxrziGoGEqTyOv+RaBXQiLhw4hnKa9ixCA4Qju RDu2cTgVKyWYa23zYf5Jcd8NTKZXIpjsxDMICjQFCIaTMJjdbS85YbFttgHjrnfnvmMH9pe8F12z BIv5Y2Coqu2Xpp/0qRztTB8wA8ESFjh82IJZcaMF95nlrQeG+CCY1kHGbrDbhzvz0lAzEJyCI0vp 7aB/+OWQ2YIgVBDMWJh34B1bED79kIPKvWCbgt1si162sSsP4agAA9PBbUVf7pf3f9KW2o/4z4wK h3IGc/jUTc2SOu66+GACxCiEYDVaxoTWAu7iG916YCVpynZpa8EFTAB4RIY4XUCwGi1lCRkmbvLI GgTDZxmD61WGH9mDgGhB0tlzAGG+bqtTuhwPX7JJtoFP9bSVC53wwIcJCG+UdCOsHpb+cjkI42VD B78IaBKH5SzU7X0C3i4cJiEEQera/ZXYUp8Po0sGkVZc8wGCW7nLIjW9me3BZHrZVy4ysG3XJ0aJ kpHP0NKBH21PJjICx1v5BR8hPpV8rgW3RpecTv8NRTctHVAITcCxvGprp6HoloE1+7lZooQTOJQD tLhBqAHIC5u2uhtaEGgw6Zx82AQcPlO34PARVNwMI0tP3MAqlIF2IdxycGzVIZAMQZiAFQejceIW FYgUNMjYMzgunUZrul3AaDwfje2ktWDJwTsh/sFKsGa8U8yD3B80lW1CeLDRg5UByBOV8WEfBNJH LQyyzQzGYigImMFnrKVg0v9XTw8w1XIwhc+Va0H+uxVg14SPjUFe9KNaygHMObjU/VoFLnUQncBm BCM9mFqAYL2qHPx7lM/NRxnIqxATEB3mIKzp3cH6AkHQn+vaE+tB2Bah8ymL4Au0SEcNgsV3UrDv VLOPvvr6vPl3PPWjJKBJHKZoy4ePGPu0sypnULpFxQTCRFkAvyFgLgMTTQiHgWS2w3MVB7OV4FRu cpCxM/ZH9hVjB+3JGxbgdGkYrMmi9WfpZ38YYNMQCmCDj7FFXMnBJ8PLchmsaCP/jP+iRRBn7MN/ HV5rSKKUtBtiA6JjBOkTfvOttwjqM7bQe1WHcBFMt113bgRxj78BdcoEakvsdNsNRHAwloHTCS2Y bfMZpGMULmAedQ0iH+B44+UxAMkKSCuwHrN1EXXtFy242HJAHb9qvOXLqFvKxEHiaZoiy+A2n0E6 ViaC8uZcNZbD1fa5AhxbsHPrC4Ho1uMhRKAwAOACbp5OoDjmMd6Lc4MTNdoRyFO53pzqwWYZJAMQ cf9sdx2qwJKDvOBUgeMRhnpw7gUYgMHGCIxxkBVgm8UiA3BMXdAb/VYCptu2nJaB1QSOp9Aqy+Uq oC1hN3KQd8B5b9QEjLJACk5jDnd4JaEHMyU4jYqMyYzGbQBYsOjoYdJPiWfR0xMDcBxzQCNLAORN kU1Xwn4jB6ehqnisYXVg2FdMZ3owGdsAJmAyg+II61iGpnzVLypTURxOYJtuJ3JwKsPHdpQMrN/8 7T/X2C+6OCyTNsdLwfkSh2ekUIm5nG3K7lNyMJleRd2/KJZljaV6YwL2yVwbgdVWDs6jcf0sLh4Y l4KRHJxH4/pkNgPLWAFG/FU91OJykP1s+tItOQhWD3fJjBuQQq03VsM5S0zALpnxBA0Cy7nJnjF5 CMF4VjdoiqeQZGCqAMEkV3c34/YeqgLKuX+UBnIQtE66ZMbj4lKQ3ylL0y+gucPoyP1iU2T6rAQE Lbw2mXHjRwThL5eAINbyiBSYuBplX7z+pQkYTy+LbaUCsS4FQU+jDMkieScQ3Bt1QHpaTiAMFLsX rwfR5ChZc6gFlzI2mg8m/XOnEMJRLPpgvhsIOkP0OSk9GC2cAhmRbm4ABoWK/d3rzct33xmAoA9N N3sBIeQDPnjcZhEEwwZ0IcYCiEdFFuMQjJRQEFzyBCZacB7Lqe3BaAGcB3QrBTg0lnbpJS+C0xYJ pQJsXpK7dAAXJ8xz/ltTFdjgSlsFTvtMsEM/IB9Jq9hDPyCfWSgCWngg8Jkx2GaJpHc3SvBrc3BY 2JyzrRI8NQeHnV5SvO6gO9CtfYqmOZVgdxuEXQNfA8Ltv1QZm4+HRmowbErwdTVYjeWIN7Af0N+I IEoUK7AcSk5/YFM/bPyCI6uIwzx86RdMWTiBr1xBWKumLFjI2CvAvAXB191AWNGX4JKdQZTKwdK9 bAnqCwc78CVq6oQWpY0ExM3FRdAuhCmaH/JwyXqwtL1kz2CmBYUJHxvwG7SZzADSJi89KhXYLISQ Nso1YK4F6V7NWjDRgXSecC1It1YWwOhiQbSf2DsnEF8y3T9ndQgvAMSn4SiRYbaxBbV3CgdfDW+1 YEH6chKwGtcK0P1mRVBXHo7ny+SpIag7RrDgIIkhdzA+9QXyRY3DEBgZFlrIh5YgndF3AKMBTHyD YxzSuYgViXLiCRxrRX7JHsGnnsCCg77icBwI4uD6jJ1hkO4aZw+OBXA+Jgqtxl1Axj46YiwZho5z ZXn4puEDYY+VYD/Y07+4R/9cAAbzcNxpRdEEYwhsyUQBpuE4caBoglFQsVM9axgHTUKYzeBbKRiM oKLl3g+V1TcmkDxPg0qbenMyxuHSyO54jH/4Iku6YdTHj9K7+DQKYb3h6zQUYMYXyg/5kDbWYJS2 IF+dqAL5QvnhThEyNgb5+kkFSO5l1V5YrA7fNM2j5r/JcwU4TgVwsHlGTscQDJqqZrdYnCrAkoD0 90GwYUl+3OaEI3bHHUwgmMbZgxbc3ztSgLFFCNMoe3Cf7ewfKsDKBsw2xf37t6P9I19gERb3H7Tg gS+wDFrwONpnKjCyAOsejLepJ7BuWPHg1vGdra8Q1klaHLMqVmabMQ5zE7CKWzCo4j1VtrHJh1WU FcebKt49PJK33K3AbVY8iFvw+jU5qMk2cDkkq8K0uMXKI8aYM4hD2NYpN9nNw2H9iAyMbMAwP2Bs j6G/u0eO0gJs2KYD943AadU1ARMI5tu8ewD7lVRrplR+JzmNwe4HdL5kEXwrPS2AuaL0H8BIeRrW +z2Y3daAms6lAObzQyMSMB6/+aUpGKtB3niRDCUIIN2GXQZWtKXJQRCe/hO0ES4DS/pXmmSgLpGn 0kYCCtlGe4xgHgmLmFeC8fKT285gltDdKFeDdKft4RCyjTHYrWbzA0b9f6mkvFkBLh/OoOwJYYdE +d7BOloFinEoPPxBwbj/zzxRaMdDAKMBTJZPiyDtogtgbAlmmhLWPxgNHzMG6SInGRjTfVudwXj4 4ta0PDQEC0kltQJcrs1y8NoKrCRNyKVUVnocFFYGrQWFv80lBbV3yghJWnQLoKbpwEHJsVA46Eob W1A3lXkJQPUXrsD3AILXhmD8oYPJxYMmnUcrMLoCr0BrULm11aUAyytwNXiVKD9AELz+8YLqL7z3 EGYiqP7CJQDXFg7vAVR/4QLAyDeoPu8fTGxBzfmFbLMOtL/k9x3Cy3/JH0A+tAY/7FR+YgC+tgEb HfgSR7IRmKjAp77BswXQvpLSgQn9iS6EkRpcnooyBLOFjVDtwVgN6uJQCZ4shVADgtcC2I2eWseh Auw3YxnBJ9OnNKmsKm3qfsnd8DoyBc/AYK9wyQPYrWeo5x9qLhluaiSAaQ8GeC5ZA8K5qiWwjROG 55LXgA37KQfnn2lAOEOwkLGTDkw8gk0P1nC1zCrweWe28VeDT2lAOE4vNtoHEH9jAheXqNQLYLQG rLRgLgUXjwUQrli1B9H4KBN+xwBiQQNGAgij9UUbh7UViHo547WBGZ8XY7ZBX4mVIDw7gmDBzTkC EwMQbas3gimaQxKzjRLM4Nnxm3j6VgCFrf3QgWaJx2/2z+v/g39NiENh80F44O0iITgcv2afp93+ xjBzZaqReLz8h+sMHf3boPst2/oztPfvwpGiCVMOpiKIjrvdDp2Hn7+5ncXp9ddpk/7q1u+al1nY FBn+bRwsNKDqiJZAHEQ7MFkEi983b7fNl7kD2CyC89GW/g0Lq4PfHJh5Wx1I8mG12+eB3zK2v0lZ cIM7QZoOL2JLsI/gpWxzft6wvwoLNWUg/oHyTnEBdR0jLSjs5mp+XIFX4OUFxa1I14KP/IKKXYLd QKHzeAX+AEHv2eZSgLwn935CqNhs3xhUPrjgAno7rsAr0BdYahY/24OM7odw2cAqrJ0vehGsQ+Uf WrMHm1D6h9ZcQe0jMJbgiX8w8gumum08bMEMbvzmBTz2DOYPkssO3vQMFgeungz03E/p/lawa8di GSwD6V9NdAOrwLlAlIDuJawM9HzJbYGt2JTWDZQ9wuQMKv5ujQPYbC89+NhzojTKrYd/PKBZV+bD veTatYEoBV0rgfcGOh9X4CUE/w/v4znXV0fqPgAAAABJRU5ErkJggk== ------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0013_image008.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlh4wBwAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAQDi AG8AhwAAAAAAAAAAMwAAZgAAmQAAzAAA/wAzAAAzMwAzZgAzmQAzzAAz/wBmAABmMwBmZgBmmQBm zABm/wCZAACZMwCZZgCZmQCZzACZ/wDMAADMMwDMZgDMmQDMzADM/wD/AAD/MwD/ZgD/mQD/zAD/ /zMAADMAMzMAZjMAmTMAzDMA/zMzADMzMzMzZjMzmTMzzDMz/zNmADNmMzNmZjNmmTNmzDNm/zOZ ADOZMzOZZjOZmTOZzDOZ/zPMADPMMzPMZjPMmTPMzDPM/zP/ADP/MzP/ZjP/mTP/zDP//2YAAGYA M2YAZmYAmWYAzGYA/2YzAGYzM2YzZmYzmWYzzGYz/2ZmAGZmM2ZmZmZmmWZmzGZm/2aZAGaZM2aZ ZmaZmWaZzGaZ/2bMAGbMM2bMZmbMmWbMzGbM/2b/AGb/M2b/Zmb/mWb/zGb//5kAAJkAM5kAZpkA mZkAzJkA/5kzAJkzM5kzZpkzmZkzzJkz/5lmAJlmM5lmZplmmZlmzJlm/5mZAJmZM5mZZpmZmZmZ zJmZ/5nMAJnMM5nMZpnMmZnMzJnM/5n/AJn/M5n/Zpn/mZn/zJn//8wAAMwAM8wAZswAmcwAzMwA /8wzAMwzM8wzZswzmcwzzMwz/8xmAMxmM8xmZsxmmcxmzMxm/8yZAMyZM8yZZsyZmcyZzMyZ/8zM AMzMM8zMZszMmczMzMzM/8z/AMz/M8z/Zsz/mcz/zMz///8AAP8AM/8AZv8Amf8AzP8A//8zAP8z M/8zZv8zmf8zzP8z//9mAP9mM/9mZv9mmf9mzP9m//+ZAP+ZM/+ZZv+Zmf+ZzP+Z///MAP/MM//M Zv/Mmf/MzP/M////AP//M///Zv//mf//zP///wECAwECAwECAwECAwECAwECAwECAwECAwECAwEC AwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwEC AwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwj/ALEJHEiwoMGDCBMqXMiwoUOErbAJmthq oqCKFC1ivKjRoseNFUN2FJnR4pWSHDOGbMUSW8SID2PKnEmzps2YrVjoZBGAxZUrPn8GBfqTqNCi Q5MWDcB0p9OdQpPqNEr1KU+nF28yhFmQK0GvA8EKFOvyINmzZtMaRLtWUICTWh9eeRtX4UuJc6+w 7aq2rt+/gLv2DKzQ7WDCCfMiXsy48UG3VxwT5MlUkOSwPC9r3qzVLVnEOZn2/IyYp+W/e7/2Vb12 dVjXY2GXbU0bG8+7tVnzzW1Y9OnYuV8HB+72dGrhuzkr9zt3c0XTLTXP/b28uvWxrehyFsRi+fTr 4L3r/6SuObPy76BlHweeXLd75O/Zx58t8Sp5+fDz4wcOVD/9+euhB6Bs4RUIUStAvRVZeQtyZpqB ENLEUUULsUQZC/ctppN3AZAW4Ydd8RTVZ3NVppxPy5mHmnosDveff+u9OBkLET24VkVA+RRdezDC 1p+LMbLV3H4yFukhiKhd1VOGBpXYoGMontghklQmxFSCxr04kYJZSZZTd+cFUOWYBXEXgGVz+bQT V2aO5px2Doq5WJAt8kgkncGxBFNFTOUkliBp/oannWVlB6aRdcY3JKF7HUlmYDnq1RV3PjEZWHZP lnfoo5za2ZuloB3G2aKdlnogoEE5WhemKcq5IpCJ9v8I66yMruZWlLXSKlBxsd6ZVmiy5mqqdXmp WhevnBk67LKPwXmZgJp9yey0A0G23ZkpZgrYoAPqGmy3Df2JrbDzQeTSjtx+69KG3hJJ7WXIbmsR hKy+qxxLE6l51U6ATiRjvMfm9dOZMZplbELS2nsZjvv+5JFHUY3HFbSdmSiQwJYhGNpJE/2EI0sc L3lTva+Sq66v7dKHqogXHZyvxIumO1CaXIXGlEs9TceyiHSl6SyirSUMtMnvPrfkwRAl2CdqFmOT JnQKdsgrZD2/5aZNJCv8l5ldavVSb5L6BaiCIrLUE1RvUQbURXmdXSzWompdV9l+2dxUgtqOrNFX XiH/eLV/N42bXsoyDy0YhicXibNoDaaZONIHFRUugYLlXTizt0JuV6SIE3Rr0Xrq6fnPcs+UeUz9 gvWcjoWxuyylU7F+MemlP2Qo0tldGVaOXRdG+9Z5x+Whtdv2avjjCdl4vM3dYZkhaQIWDpZO0stE MeHMKitT7qJ1PpP2pbnaGKVKOxV27QzNpXlvU96kvoY0SnZr2k/fFt5LoYd+Lm6FImxl+zhhXFwA BpgfoS9GUemJApuiQCU50G1qIgpUIqimpujrKRLMIGXoIrPs3Odytokfygi1q36d5IQmTCHHuNM7 /7nvSi3LnwzzNyF8ieSGE/LIkh4GMZNATDSaW8vv/+LiOuAV5ShKgUrEgogTmhFLfA/51AABGBjq Lax//DPLTgYyHq048YmgQkhvRGgT+4VPfqJJYxo3VaalgY9otyPa8dwVxxGOZYPeM1fQRFU9gvwO hCU8CYZQeEK1ZC5mgBNj3MAokzHaR3NmJExOguc1xc1kgxGBneYwxcQkUXErV4nM6mhkrOsBBld/ wSAFc7TKtIklNKexyM0aOcRkLc12O9pVms6HEFOekpJYmyFGbBi6lJyFOggiY7c8aEfkuchMfYsV 3p6Hnj4exFnWJAgSqeKwChUkQVaMiWLoJSLU8K5mymNM1hZTogbqRIHAfIxHZuJL6/Apj14j35fY qP/OWhbPQPW8TjLxObLudfJ7/vweoDhGSJRsZJ40CdAn50jRgrnkVqTE2vwEl034ZOcz3JokBCV4 IQ0SJWPGS0xCw4OqHebSLB2bCtsEtzCaIoY8bwzTQZOFIJ+Z9IIem5hNHeOZxoxzIH/T6bTwxUPR KTKMgSEg8Owjqdw1Rkjt62gzt7q9bw61ouopTs2Mx6Y2Aeolb9GqQ9KJvqeWZ407RRhN17mZkrZV IWxlDPuguK1c0hVea7xr8ibKmHbGM6or7WpwUNVCtTqWcuE0HIJm1rW9GEaZziQh8bhqUcHSJJIN +Y5Vbdc0zWzWsxHiU2JnB5NFViivRF3t9jj2El7/OmReCmvnlSY4FFZSBiahPKJwjxjKrxZWtqQd pJgQBFXhnPax2KuNblWSQ4ycUEVnU+FCCSmiqeQni5mViHFlZpiWuQQu2z2hUCyzXbPxc1qnk8uU clohioSpuRG9VWQ+95bM7bBDO6ELcseEytC2b8DVOW0q9bIxbAxGYDXqDmSm0t9Zaq2IDbEffal0 VNTADkWUwijP9MKdn8IlunIE4d9Swx3KguvF4R0dMsmavt0SFLUbrq/DWkgl2BL1rHEd1l8RhrGr cCqgqLWnaxXSYX89ysd1+1XqwIpiGHP2K0n1Tzm3QmMU+w2kKbXLBgl71xwrMq0gCzKUyOwY7t0y /8k4O2yI9sVjJL2vOrnDLI4tvD01XwbKWIONiqxM5RSntI4U1aOhq4wZKqr1f37m1JDbCtpkDRrO cca0bdjc5jdjetLoA7TwfmVG6C761JnuMqpjzJ7QgDllDfE0nEFdu8je69KzRvCygGWdz2l6LEu+ a5ZX5Rpfr/rKjHbXc1VNaECGCIqPbtZ7UatgzwYbsNP24it/Ap5q24sshok06q4NN356ezNSLbOs L5UWYxdOaYwL22bNi50cOhnVRWU2qwutm89F23fZlpDRTlIz7ZRIUL498V/unORKJwvJn9WWrw0j 561xmstk8ht+1fk0iswQi8jpWxaJ56RR6bpTDfSeE4FwtMAGnq1hEXy5O5VElKbsqntuG+k2V6kU 9Q4XjyZ0GCGPmMKOBX2FDW2o0ZP+MKT3KyVDP9tLkU1C28VQhlenIQ95uOUSVcroT+/YcMdOXG4K pXsR3LnZ1a52nps47T/dl9zfORWC/7pJhzm4cupsKnGXjniU2fjd+65vqo9zJfs2dbMLz+99I+nc g4+8u4AneMnfy/KYL5XiE3deQFWLQotPduOpHvpjJ5peTsyd3zPPeqdhK9+tj33drjSuqcs+44wv HMXHwvDE5/73ov93lYDCJuPe/viTq9bFkc/8hXSz+SDaPOl9H3zgm176LgkIADs= ------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0014.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Module No.3
Transist= or load line:
In transistor circuit, load line is used to determine the collector current for various collector –emitter volta= ges. This load line analysis is quite easy and frequently used in analysis of transistor applications.
= The operating point of Transistor:
The zero signal values of collector current “ic” and collector-emitter voltage “vce” are known as operating point. This point is also called silent point or Q-poin= t.
------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0014_image009.png Content-Transfer-Encoding: base64 Content-Type: image/png iVBORw0KGgoAAAANSUhEUgAAAvMAAAKcAQMAAABfaacbAAAABGdBTUEAALGIlZj0pgAAAAZQTFRF AAAA////pdmf3QAAACV6VFh0RGF0YVRpbWUAEXicMzIwMLMyMLUytFAwNLEyMbQyMgAAJe0Dy+Ow R30AAAAlelRYdFNvZnR3YXJlAKh4nHNMyU9KVQjIyC/JL87IL1Aw1zMAAEQnBnUjABTwAAASYUlE QVR4nO3dz4/dOB0AcD8Cmz1Ukz0OUpn0Tyjayx7KpPwnIA5cVwKJHmbXecyKuSD6B3AoEv8GUvNU pF4Qe+LcDAixiB+bqmjr0kyM7eS9OImdOPb3O7ODmt2dfZ1JPy/jxF9/7fg5hKNurwiuzxH91+K/ /yIf/xtk/x+t/xbLv9SO/7cI/pXmEwrvf6H7Gbz/V83PKbyvXz+5+gas/wV5za+611v5pYT19fql /BzWfzn21Rf+OZR/OfYj9fKCP4Hxvxr5Tczbd0lg/HH5N0nnxzD+1civ9/45jP8vzZdkncpXDZjP Rj5L5Rs0G76D8f8z9k9JtOM1mF8OfEKFv8mlfwnj/1P3a5JWp4SId9lM48QLL//ful+RuKKbnGTs +1Bx6O+6X35T+FFxP61KXlIQvxn4XPhxyaRfwfh6fDjf8cfSr9OqokC+nl+dn+/9SxQ/OucvWn+H 419wUezxZZ2JSwjDj1H9ZiP9TPgpwfBrovxkV2dEVGQcn53GO3aasBSofunln0v/rvTT2uy/CPJl 214fRzl7kNYJwvHLBqB5P8rPjoVfwPAT/0j4JKljoPZl4MvcLeYva5KwaIvgF1RmVuIkJ2wD1L4P /TsJf65eNRFQ/jPwS3LI2hoMn5F0/7IGyg+H/eu+B1ZnGP7V4VVNxzv6bU9v8fjD/53/N2T/GbIP FXNsfnTL/Q2u37zzZ/0a2WfYPkYsuka/uuV+eet9eqv9AmMAeuDTW+3nyOWT9+kzik/Q/e8g+ymm 3+D7UJ2iG/FrfB+qU3oD/lP042+QfY7tM+T4XCP3L5rb7iOc3nf+eGuQ/dH2znf261t+/A1C8/vO X+GnGD5d59PFPUZ+/xLg+J/O+lmwP93e+c4+2D2Rr5dPkf2wTffTd77BJ7S7lwx2T3DgNyTLM0Sf 57xA9bf7uURIfoHsl/u5XLfW/wuuT5+h+hWM/6Xdv4DwLZvwM1yfZQmun+L6tZryieifIPt3Mk7S t59j+c0dykhcbpTPEHxCKxLnhCqfIvi8OoqI8FMONS1T91WI+0VUtX6G4e/471Om/BLBl5OR/5Ay judvRZColV+k8P65+IdlHNenrZ8j+M/4xcH/DMF/rh3/EXSMUPltW/7sOnzoMSDNF+XTpCj+bn/8 aL48t8KvT1D8so3NKWcEegy99eOjiLU+9BwU5TOSkIfU23+x5DckzWWiwqufwh+/fHdCRftbJbzi UPOGD766rfZrXsXiLIieAIYvtw/+1Ij32UF97mLiE3Iqrk0En+ed/0BcO0TNUYb1uZz5c/ChG5j9 +MPr8owQRF/d/+XwDfDg/iws/c538g+3XQjO/eV6f9xI84tEuWTqZYk0v4g8TFH9LUtw/a7jWCHN zzlv9j7O/JbeV1fqUzT/PsIEAt1/gOR3A8/VA4QJvtJnrc9OEQKQ8jP1sjpFCBDS79gqQ6hgwv95 V+zVfiAd2o+Q/bi9dVFl4L3rtvwjXmyUX+L427bpqrIKPgBJv2hIoXyG5J8lVevDz4CQfnmWynG9 KqvhK7AQo+qjDNVnx5n8ZFlFG/gAIf26jQviHMAHiNannQ9fgUX+s2kOPnwFlvnbp60vul4leAVQ 48M5lYv1IPmcd5064VfgFazt32V7H7yFb8c3Wj/jDNWnCB9BUn6boAi/AQ8QrZ8cfIrhN5uy9eED RFsgqoskx+bBU/TWzzedjzG+LTZVr2T5FCjjw+0m/RJl/LP3wQPE2EcZX+198M/46T5H+Izi6Pix ffAANPLBFzmb+Bmujzd+2PrQAWLsQweI0fWP7kMHoHH5QAegsQ8dgCY+cAUe+zVwBR770BnK2IcO EBMfOEBMfOAuzMQH7mJcuw9cgSc+cAW+Rr/t5QFX4IkPXIF1v/tOhuynuD5sgJj6sBmEwQdtgad+ CVqBpz5sgDD4oBV46tsDRGP7wTofNIOY+rABaOrDBqCpDxuADD5ogDD5kAHC4IMGIIMP2sUw+KBd DIMPOkhp8EHHCEw+ZIAw+KAVWPMPS0Ii+fvjB72Lofn5dfmQXQyjDxggTD5kgDD5kAHC5EMGCKMP GCBMPmSAMPmQg5Sm+svRfYrrAwYIze+XvAUMEEYfcIzgRnzAAGH0AQPEjfiAGYrRBwwQRh+wAt+M D9HFuJrx4Vp4sw/Xwpt9uAps8cEqmNmHq8BmH64CW3ywCmz24QKE2YerwBYfrIW3+AWyDzbT0eYj rA+v+2AzKS0+2ExHzdfrLFiAsBw/WICwHD9YgLD4YGMQFh9sEFHzB6cU24capLT5UBmEzYcKEFYf qALbfKgMwuoDVWCbDzUGYfOhAsRN+VAByOarAOFzw8jVB8pQ7D5MBbb6QAHI6gMFCKsPFCBuzAcK EL0/Wv4WqALP+PR2+ePyh8kgrD5QBnF9/nj5ZJgAYfdhAoTdhxnjsPswXQzNHx3vigBhWXts3ofp wth9mDEIuw8zBjHjg7TwMz7IXYY5H6IC9/5k+WeQLsbM8ZfRU1QfpIWfKR+QFn7GB6nAMz5IBZ4p f5AKPPSfIvrT5c8hAsSsn0L60/KHCBA36UNkEHM+RICYO7/YPkQAmvMhuhjzPgX0p+e3AegCzB0/ xCCl5k9rE0CAmPfDK/CsDxAgtPM7xQCmWs/6ABV4tnwAKvCsD5BBzPvhAWLWBxhEnPUBKvC8H55B LPgpnG9a/CQ8QMz74Z/FmPfDM4h5PzxAzPvhAWLeD+8CzF+fnR8wlDJ//F0XIGDluSU/U1/948SC rypwHflPJ1jwVQvM0grLVxUsZGEjzU8NP1aDfBX1f/Tbgq+uzJL6P3p7oXxUBS4DHu29cPx153vH iYXjVxW4wPe3hp9B+CpA7LTPTvj75se/yBYewBedC/Py/3IQEcAvSWY+fiA/Jykz+nIQsZBrpPts V3tfPlvV7MsAUcgVwD23zo+YzY9UfAj0WdIk5hgsA0R4/KlSmy8DRJnxwPhcZdzmE/XuoT7lT8zD zbILUCX+j8Zo/Zmli0TTzuJuhUp/n8sqQE07iBa+Cc4fCuVvGHk42UGm0AEr+/Y+IaQi5NE9MrzY 5dKOuX8aOvB/QMg9udB39qa/oyWfOm/ox78N8cUvkpEftTtU8gKCO/6Plf8xOSGbbtUtcW4riPPb lr/491P5Rnflat+EFnFJUvEegfFBLW0mjrZ+XOcRl8cvfCr+zTetH9i+Sz8/HGPxbdb5Wb4p5HoE RejxZyOjFCdB1jjpJyGPNj7Et/Htrj9TXnxLXP3K588D/bT9b7K9TYuwVZW79iW2PromcNXmzid1 iunLZ8tbfAbhc+mnxh3qsKd6d35BMovfgPiM2M5vE/ZIj31++2O7HzQG0efPVj9oDELzU1zf9mil sGX1XXzLD4D8KGgQ0cEPuguweP3wi6BBvsXrJ/Aug4MfNIiolb/Ffx40iLjsR0F3ARyun6BByuX4 EwXdZXDwg+YpLMe3KOgugMvxw/iW8yv83wQECBc/JEA4+QEV2MUP+SyDix8SIFz8kADh4ocECBc/ pAIvx7c46Dbksn8RdJtw2edBMx3dfP8A4eQHBIhl/3HQVGWn6ycgg3C6/gMChJMfECAcfYrmy6GH gAzCyQ8IQG6+f4DofcuT9ZTvX4Fh/Sdzfmb3/QOEW/n7V2C38vG/Ae/oA9wfnCt//4lMbr5/BrHs xzwkQLj5/gFi0W9v7XhOZGqyZV9VXc8MoqaL1ydvnx3iF4DeLJdPu3n6b1197wzC1Y/cb7ms9J/s fa/N8frxDkCL1097/XtnEMvxU/neAcLR9w4QM/6LgZ+B+1z3fWdSuvq+XZivi99nKOuqce/nFr97 eKlnBVa+km3H3z08M8Tny75vgHAtHzS/Sdu38cxQFn2etW+D5u93nP9xsN8FiNdYvmcFdvf9Mohl P23/59mF0XzzDvuPTazOUMbr783XL98MyNn3rMCL8Wc/LdGzAjv7nhV42Y/3vvnnwf7+uvfLIK7P t1w/B99vDMXd9wsQ7r5fgFj2U1z/MK3VL4NYbn+z7oXfGIpz/Pcc41ju/x58rwq83D/K9i+8Ktjy +QXzzTv006L7B+e8APTZQfUKECt8rwBx8/5B9Wrh1/g+FXjR71fS9AoQy3568H0CxArfK0NZ4Xtl ECvOL7bvlUGs8X0CxCrfowKv8X0+zbnG98kgVsQ3rwC0xvf5lFzvWz4idWgf/TKI3rd8xKWm/UuP ALHoa5tPF2axfAY+vdW+TwDqfYfWySMALZ7fhgL5luPXP7rjkaEslj+YbykflvavPQLccvlovkcG 1PuW4KJPS/TIUL5WvkeAW+V7BIiVfnarfY9B1nX++tu0K/3VFXjZz67TXx0g1vnrK/CizyiuP9jW B4h1/voAsc5fn0Gs9Fffpj34jZufQvsMyLde/3TgJ+pQqHFXPz/T/6QCRL3iI1sr/ar13S/TlT5r Z0u5X6YrfdVFaqLRZx2c1te1+MNpfW0XZuzPbKt9Kn2WIvkc3c+Unxn2BPFzZF9lKNGwUkP6KkOJ Cld+Of8f+7KCRT7xwc1XXQyv+OPmq0HWaOleisHXlxDSnxsxOpUqg4jd12My+vpWDf+oAlDsvh7T ov9m5Mu/EDM4f7SpAPQenq8CRGxeqwbEly28l++YessxAq/yd/RLX9/t+lEtvE/7Zb3+6ejPYr/I o323+eNp9dVG5g/UtOusb1tCYjztVFTgesVHypd9OvLJqiUDFstn7MsK3N/pxPFXbKv9lV2Yvvwt bdLEX9eF6X1yh3z4uYufevpqm6yZP/HXDVKOfbkdf6CZk2nX0zEIRmw3P/TzSwbbZj9Vb1Ic07sw jGgDT1duvti+ImZ/cqGJKtf7o3jV1/SJT8i9b/xkWlfZJDjIj1Af/lCSRP8NtftHhjdoT/lwQgKb 1F7ha8+GJrH8DdW0vJe63/6mlrcoqbbP5ARE2uB1USTSVx21Uve7gf7q4Z2HxvfIDr5+Al7JLxvN Py/VapKqjMRR9b52I6qw/BovW1+v6er1Vn4Idv+7VGolPNYuXMnNkbz6HjO+wSYnSaFH//b0b/v1 1eQ6bNKv24U3Lb7azG8htw8J+WTvE9E5LRrNZ6m85dckb9TclaWWqLS+yUn82Q/lBbGRfn8TPWUp U/6luoi08jfGFdsV1W7H8kus+3VaJ3LIrvVjzTffnGhIwtm99Jczb7Lh5adp74szQKu4SWSVGPjm BkDWpqfyU9LffZVW5jeg5dnBZ1kTV7TcNEnOc3qh+aX5VAybkz8a/erBYSdR9nElLnDhn5LsXPN3 Tp3Cx3z6S2RDPyr5tvg0yc+G/rkWA+Y2cdny6r4q+LLz2fHBF1UquhSV7DTZ1vfTrYffLjhUP/nd Zn/xUnYsAsHdT5LWP78URSR8dpbtNP/C3Cmfrmy5jz8Z7+qg+Epr8r76vkC2O5FgS/904MfGpLiY Rstc+46sHolsYNjez/j2WROzE+GfZMWin0/70vqze2vVPAi/unsUd35x0ST1SbJjCV/2i2kuq4+o N/Lw5dhpSY+S886POz8e+XQscRV/TG/b/35qwE/4/Ch51vpl3MTCfyYyNgc/m8+n2sAficvgV8mX nZ+0vrCXy6fKXMYCWv9x61etvxOp08A3DkqJ1s4hX5N+c6SalEwttymuz534uy6+4bkVk+1CNGEN Ofg8Un41vP6NfuXon4/8B8nuDXPyXTrGL/rjT+VbbCrhV3W2XS4fOvRt3QThJ9KvlZ8Xj+KCnA19 4/VZjX1ivhEh/SetLxKdglRRQT7KIn18zM3fmGfRFN0HNcRX4Zcb6RMPX+SaxuPf+20mxOKGlx+R Qft7Xpr+3tgf5Jq6T09kxsD7TOsVPx/kD9sgv3xwlKimQp8GMsh/ikujP74+Iy3X1Pcjd46isT/I 3wpjuYrjH8aHc26MF0zkWsrXswSm++Z7uxUd5XVbs9/sfb2USz1/Ns+em/g7w3NW5Pa663e81H26 mH9WlKWDbxQW37SV4/6RYZfxuo5Fkxp3NG2Xy75oX7Khf5YZd7Rsy/5oPKOE9cvxWFv5iBp39PQn +Ukl/J9B+uPHit6X6aBhIMfXH12Owi9J5jwCt1z+2fAbTGRN5K7zCOLqCQ3C39bH5kVHDfdRffy4 +SB1nYiy3o+ET6jrgu7r/Vi1Gq4LBq/2a+lvMf1a+jO3xAP9RLR67svpr/YbbD81+rbyWu3zDPf4 VdaB6qvrE86/Gn8D2J9sIqFzfxyGhy9SRJ/7++4baR6i+jkhqWsD6eOX5N57aO0Xl7n4I7z2UW6b 2nnRci9/xU0kT79Z3iXId94mvmvD5OsDb7fd/x9apXG7BnCxFwAAAABJRU5ErkJggk== ------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0014_image010.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODdhEAGFAHcAACH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACwAAAAAEAGFAIcAAAAY GBgEBAQRERESEhIeHh4WFhYTExMGBgYQEBAcHBwFBQUODg4PDw8LCwsdHR0CAgIJCQkDAwMICAgH BwcUFBQMDAwNDQ0bGxsaGhoBAQEXFxcfHx8VFRUZGRkKCgopKSk6OjooKCgkJCQxMTEhISE3Nzcn Jyc/Pz8rKys+Pj4vLy82NjYmJiY4ODg5OTk8PDw1NTUqKio7OzsyMjIlJSUzMzM9PT0jIyMsLCw0 NDQtLS0iIiIuLi4wMDAgICBUVFRDQ0NcXFxOTk5JSUlFRUVfX19dXV1LS0tXV1dVVVVGRkZeXl5H R0dAQEBaWlpKSkpRUVFISEhMTExTU1NSUlJZWVlQUFBbW1tWVlZCQkJYWFhBQUFPT09ERERNTU1j Y2N3d3d6enp5eXlubm52dnZlZWVxcXF/f39ycnJtbW1+fn50dHRgYGBra2t9fX1paWlwcHBqampn Z2diYmJzc3N7e3tvb29kZGR8fHxhYWF1dXV4eHhoaGhsbGxmZmaampqKioqQkJCFhYWdnZ2Hh4eI iIiNjY2GhoaCgoKBgYGTk5OPj4+AgICUlJSRkZGVlZWcnJyZmZmfn5+Ojo6Xl5eJiYmDg4OYmJie np6bm5uLi4uEhISMjIyWlpaSkpKpqam1tbWnp6exsbGkpKS7u7u4uLi3t7eioqK9vb2+vr6mpqa0 tLS/v7+tra28vLyurq66urqwsLCqqqqsrKylpaW5ubm2trarq6uysrKvr6+zs7OgoKCjo6OoqKih oaHU1NTFxcXGxsbJycnd3d3R0dHPz8/Ozs7V1dXb29vW1tbNzc3Hx8ff39/X19fBwcHe3t7Q0NDI yMjLy8vZ2dna2trc3NzS0tLT09PKysrAwMDDw8PMzMzCwsLExMTY2Nj+/v79/f3r6+v8/Pz6+vrv 7+/o6Ojx8fH5+fn39/f7+/vy8vLl5eXu7u7h4eH19fX29vbw8PDm5ubs7Ozi4uL09PT4+Pjg4ODz 8/Pp6ent7e3j4+Pk5OTn5+fq6ur///8I/wDBCRxIsKDAfwYL/lu4MKFChxAjSpxIsaLFixgzatzI MWI4ceM6DiRXLuI/c4ACgTqH0CHDii8PthRJs6bNmzhzOkQXLmK6c+oIpluXsCfEf+wCAADT7iiw MGHCMUQYU6a7me8a6tzKtatXnTMdhgtJMJzRi//egRAQbOpUcP9CDQghbJ3bt3D/iSEgaGG4MUCu fh1MuLDhwwT/wRNRIOuwQWTKiAlll5iBEfGAkQhiRsiQQGeIoJHHkNABBCPQLSyWoIhdxAPfwYNN u7Ztl/MUlFCXpkAhUaPUmKD3jxQAQ//mLTBgrBSAE6YOATCy8BQARIkABGKoCACqsIfVkf91ebu8 +Zz/xnVncOT61HrVASD5VwwAin/H3CMDsOaf6RRJKEFAA8ksJN0h4J0HTjjwnKXggxBWNA4yqZyy CAAqICOVeAKpw4gDabCxwhLuNPIAE/GoEgAZgwDAAjn22KMGACbco0wCLSyT4Hnh4ONghECChR5D qwThQhtuGIGKTMw4ks4/4aijTj759NSMM6mw8oxU/zDzSCBvkNAENDsqWGaQaHYUzjtcLTSOPtEE 44w9A931lp0y/eOMNFql6eefNIVDFFjOOPEEl32KVBWgjDaKFlj4QAHAAtGc6eilmDqaHhwAdAqJ pZmGKmqE/7QCQacAFKEOqKO26ipi/8T/8wKqACDgipSv5qrrV+ClRwatncKgT1C7FmtsTeWQk9g7 MEQAbASvsHrstNQWNB5B+hgTygkAxADLNOJUK+64GDEUBQAIJkruuh3Fo+xg0qIFjxMARBIvu/e2 qi5B4/zIVTvX0gSlFAGQxi5F48xGLozmmUOsTf+QEwRyB1OkDj7r2qPwbS25lWe+/0CTgCT51mbP OYaVLOq+tkFTRhyB7POPOpPIwUg59/5DjQQyzKMyYmZVLPCl/6AjCQBOcEkJAJVsTNE/1UxAQYFC jxvOu5r+M4UEsZyUwht2ht1x1A5Yk+CiVY+qDsqY/sNPBScEA8UceV0TSSCQWDLKP/WU/+IKKKtc wyZcUVtATK/4vZb24uX9AwkAEByxEDqBOMCGJLKckYIlLlBxCSRtKHAMVcQIoAI8vTICQBXk/Mz4 6wKfQ0QM7SyUnxVT8XMBEVNh8+4/0UBARaL/zILBDADI4jrszKPlMUP8FEBDM62Pc44IJzTz/D+r AABEn/9kgwAdpghQA0vNn7e8n+1QE4wxxSijTDHR3FNOK3LYMMMRTIAizRUrQEIdmGAH+PwDH3cA wA2ychBk4KAIYsDDDCDABJal7zDleJiu/qGMSCShClbAghWyoAQ35AENcwjBCEDgBCXoAQ8xSAAI KgADWqiDCTmQQKeaoL1/lEIGBCjQP/+msQAA7IGBF6xNwDbIEHzYxS376Ic48iEPerhjH8QQhzmm kQp6kEMFwFLEQpzRimzU7h/WWEUtUBGPJLqxJgyBBAu0cAZLzEENzxDbXYjBBx126gT38FheXrK+ N77xJAaYgDHsoQ0AGICBaEvMOGgAgBWUAAA0sIUFwTGOcvjLkKCcCN9w0AJhjAINLMBE2BICJSQA QBT5KAIAKJAHqUBkiaHM5VHgUYMRtOgBwFiIKd7ABjLUIQ+VMsg/7IG8TPAtDJ1KRCR1Sc2nHUMC GQhHKXSAAVCUAQGFYIY1btGEPCpTHTeAQCkYIooKACAIpNhkNedprUuAwASa+Ic4tpD/AADM4C7x 0CBcmqGABuAsL9YYQqcUwSV6OhQi8BgHSbhkDSsIABX7sEc/oGEPdfzoH8HQwAW0J5N3sKFTQhDi Q1eamJgsxB6MAEIS2GCEQMTjbNIQwASuEZaFMIIAjoxnIVmaRIb8BHU7+oc0IFCAmyoEeDro1Cbk SVSH3sUl0pDABpz6VHMoAXJ9MNtQq1pNpWogB0hUpl46BYLRjZWsufzHMCRAgNodxXGXvIAjqApX snYJAhbQh6UWwo4rdCoNV3lrX4saCBehTiKTG4QOOSAKvv5JsYuF40nnYNmF4MKdEDiDLUU1jnRk 9kH/4MNSLJuXVuygU1Y4aKgudloz/6lWD6w9SDvmIABM8hSzKaut+vIAADfkVialAAEAHmAv4Ap3 XYrhAgDIcFyZmCMInULDqp5r1Xe8VnKu+8c6ynAqKSSWu2UNx7nA1pGF0KIA3dpGddFbtQMqNxSF XIg1pEsBVc6XvrZxrknwIQIA5GKsfCuDDo3Ajf8CGDHqaGPK8KHcA0PsH7HgwCyF+mA/RekwaZGB gRW7EGhgoVOXcHCHj/UPfdQAALoA7kImQYGl9EPFK96gKhBAgVY4dyGwMAAAOAAIHOfYVXEBAA7g s5XVuOCwiiPPkaf1D+vwgMlt6kcXOqWFG+8oYVOmciwAwAN8CLhO4RiEs0CAi33RNv/MxvoHIJRs Zl7FxVkAeINqngrnOEunAFHuykJ2YVgAdOHGfa7WQuQAACi0jjB+gUQ/ezAMvDj0HHS6IELoAAA+ nNklHFRoAxphl0w7tF9FZSYA2PBpUOPjDL2FgTGMnGgIFY1erC7IOkxr51hcgMz4bXWtU6YOScUB PEGD1z9ecUkNIGK0wx6VeF8sRo45wwudkoIzaB3t2vwjHTHQQDeELUp7KKIBAChALbjdbVidQwES 8Aa5RTnEGHRqDHtut6ZMsQAByFd9/5CHKwGwBGVQVWz6hhUsICABc5oJHLZ4cQUqe6aFKIMXl+BE Hc5AC2gnfEg9NU4HgmnrfzRjDp3/ugJpzrYOJmCgEKXAhimYoAEpZGPecH5JPexByFxIoAPIwLnz ItHPFRi8V9npz1QMgbRHf1xg5piFG44QQib4gRoL4cYERCBYoVsk6z4AQAVqAe2F4AEAvHCLPCRA hHF43aH1qEdGONiCCiBiGNUABiMy4Mx1AAEAOfDHIPW4SsLrsU6ClEk+qtApI8isIUOE9ybiMRZs vAAHbWlcKJP9dXiAERZuwcc4zIG8TtVgBV+4Ai+cQYcuXOEKelBCF0ghjEQcwhKKSEQjOrHtYCBC EKzgBjDM8Y5uYMMY1KDeOKDB/HlAw+1wQYf0pQ95t2jiAMt1Qy5s+Y9kcKIFP+jB/woKcId820Yd WF7sMsFICTslwwO0ogIdmOCJZZihDXSYggq4QAdZ4EIKXsACAugCYMAM/2AIHNABHhACKiAI07AD JIABBiAC2OAIGEABHwACBQAGgjUNOtACILgCb/AkxdAFSDAFQ0AL8YADtLIFdWY7IWADGVAARDAF vfB21uI06mcMYQcHszAN13ALtGAX7vBkWnBzhodwfOMP/nAO8YAO49AO8lAMzyAN8AANrbAKvrAL zyAMphUPvoAJYtgL3YAO4LAPj5AIdzAI2pAM2EUr2tAxeYEPyWALkIAM5oGD5PIP5TALchAES8AF S9AILPEPRlBceIEng+dSSVh4eP9iJ/VwiKiCBD20iNP0dBsxFehgZgwRDznAH3r4dXWyDB9AAV6g AMu1Ch6HiW3yPPGQAgCQBNvFKOFwCXygDtVABJ3SBfzAbqwIE8wCAGYQinPnCxUQACRVCBoAACQg DL74i5DlD/A1CMRYLo0AABLwDQzhC/DlAHbAc9AIL/vwAQBQCNWIFqPQAi9gDlTxD/TAaQAgBF4W joLGDr9GjY1SNJCgCw6yEJtwKjngjOfYZ27za4gwkE8DDsSVAYHUUqIAXxdwCKsYSggJR6MgARrg ChUJWfbAArWijU+1D1TQKVTQi9SED/zAMW/1D0cDAM7EKMvkkQlAHKz0D53QKTH/oFLKlD4f5m3k MDgC8wid0n6O4gtaYC93FQthVwBtliA80W3zUAvOADEXAgEk423lYgx2wCcm8Q/LoFwCMAjoUydA MXcbmSvwIGGQ9TSeAAAOEHS1kSxfRw4o8E4TqRDzwASdEgXpBxcagQ4CBVeWJZddaQduCZe0gUtH YQ9RhQYwAQ5p0CksIG8gUxDvYGpTppiJoQ5S4JYkB5PC4AljSW+88GIZoEnxwjcadJaaAmnq0ASO ZDaNMg6n4AaI+TQB9wWdcgdcNRERBVfqUBKQdo0WcJt+8g/XUEQHWS7wsAadYgJuJUqLpZk4MTNZ AAARgA2s6RLF0AAIwAoqsxC8/zAAABAAk8Bt25k2UCIEAMAABpePmLCcGrEQ0RB2ABAHVKMmDdJt MzMFAAADaXWcxFACOECTmbgPellJ1aBiPfJJYRYx2AYFfgko/+AIkDNu7SVnRVQDpqBi6Vlf5CBL TgB9FHoLnTIL+VVl8CUBbxCg9MhK6rAEAHAHE3pZzSADIYB1AmNyKAcAcGBXL+oSnicAcagpzeCi GdoGnaICDRmkyiQPNSAADZaPwKACc2B+AqMOjFZJ0emkdYINE4B2H6pM3SEB/oBZC0EIztIAzjSm oPQPYAoAn5KPCRQAvXlhzMB4AEAHZ+qlcAEMYVoJbpoYwbAHpyBgC2EOf1BEM/+gI4OliDkXCr0l qPnoDqLQp63oCQgAAAkAnmfyDsLgDd0gDNhAHINKLcATpp5wqgIRDmf3B8/4VMygUBQACE/CSu1Q lxggBmggAkFwOIWBaenzD98QpqokJOixDiMAAFkQq0+lpSSZD0n1CQAgBeqADSLAA8bpFajWPP+g CgJAAdqZExcjY+lwA6BIbgvxC0XUAqqgLv8glEowCksgAGiAaA96CQDwA0B6E6XVZPnAlYWxEKOw Apy6CVjqOABwnuPwd5bAqseyBwBQA5zYiDAhYPXwC2NQaSkTK36wQ7eJDn3wTpRQBy0gAzryoONw YhFwDajzDviAD0wGJY1Yszb/Gzbd0Ck3eIlg8Q+CcCoF4GMLkQ4aWwdkcAmvIFiQlog8Wy5XNXh3 tZY3MTNfBQAdMAIxUAIFUAA/oAM94AQ5oAVeMLZjCwZ/UAdlsAdlsLZswAaDsAl1YAlvUAi4oAu6 MAu0MAuzkAry07fEMA/EcA/OoAzsQA7rcA7nwBNuMWcAkAZPcrOQGzahoFwV4AmqQXg16jzPkxjR IAaNkAg3B3GNUAb8uD4LkQ+p8A36sA7tIHfhoA/noA8Yo1bgQ7uYtQ+HgAhWsAdvEAZ7sAdscAZp cAdsYAU3gALIiwJcEAQ7kAEngAEZoAA2UAIi8AAZ4CwQsIwA0FsL4Ee0ggAP/9AAReSWIPAAD4AB LbADOuADyzsDDIAqMlAEXkAEcVAHe8AHYcAHbGAGhrAKlnAGguAKojDAomAL2HAN0XAN13B8yZAP zuAP7UAU5VAO8VDB5eB2/5AK2OciVhAJWRG5hNcMwbAM8WBAd9EOnNYBWPcPbekE3uCgXxcLPcAF neAENSAFlRYOh5ACPQAJllgOa3AFZdA6hMQQ9LAF1EhiyYEIqCBEjRgO6aAO6TDFRaMO8AAP1rDA 06ALoxANzFAMx6ALuEALZJy3ogAJJ4QGdlAGfNDGacsGe5AGVaBhqHIAHhAAAYABD/C+EqBDF/AD G2AB7zspFEABOrQAEWAAGP8oAXDDAtj0AzUQAw/AARigABngATnABTRQAtqLKjWABUBABU6gBVow yllwB3hwBnFwB3UQCZ1QB4UwCbwbBptQBoBgCrnQC6KQCEDlADLgA1ewB27gCLhgCvsgFeOgi4uQ FiTQAohmeCaxChKwBqgzCg2QACvMCwAgCPAxDtzgDdIgDhGzCQBwBeFAD3wACRgsDvTQDurgCxzw KSvpCzVwB0/gAHKwKiC8zzZLDpHgB3wwCR9MDuhADvIQDYOLDf2gDv5wD/3QDblwDcCADMbQCrGg DdeQCt1gCsVgDMMgC77gC6LAC4cwCZ2RB3nAB3sgBkAgZLSSAlKwBE2AAnr/HAMYoMcM8AEb8AAd UALcGwAFwAFOoAMSQAEMcAETEKbAstQPIJDs0AIIsAtMh4RpkQ3b4A3XkA/XUEXHsAzs4KDdZwAp cLn/sA0aEAPoIA8DAF7HEAQkwAlAMALSJA0z+g9ggEnf4A9GAAZukALfEQ0acKhwBA0REAQRU2DO SBuGRw1bcAVUsARJYAVIIAnSys/7fA+OoAQ7AASE8Lhu4nbjICXmQA/rEGH2gAze4Az6ENqKMbjI oAyDiwhClgAEsAEpkANN0AiG0Au2wDbfegECEAHf4VkmsASJ8AcacAlYoAB2IAkp0ATgqEy/YB/c 9w/OyQRBcAM4Yw9gxCfh/2AFAGAK0wAAfvAPlKABgwAO2hABNeAIhsAn/wAAMoA17WUM07EQv9Jm QBIxW5YCxmAMo+AHFPAAXeMVbmLZINwMp+AM1XAPIfG0cPEIE1AHDMEMEhACGIwL18B0cMAJIuAL ZfIPxiABLeB0CIFtBCBWIQoA0qQOI7kMurCnSWYI4GANoQAIJAACqAkAO0CdX6cMLrIQSiABobvf jSVNDOEGAFBBrfYPmeAERYAJcDEN+ytvrYhwCnGte/YPMb4CiIYznMAfsKAG3CB3LoEGC/AIWjFE MAB6B0ENViACd4AFJFAJ+/AFKVAF9CAMFwACckAEIbAIbNABKOoLAKDfNf9hD3mAAECQBnr1oSwJ AGrOEHdtjrzSDwYrVMogAV4grYOkkjOhDoIAAlBgB3RwA6YgKXfACFVwAwaqVoyQAG5g4sTzD/1w DMXAc+Mgeqx9DdwADeWADKxwChCMCQlwg1PbJYEQCAaYnlBSBt5jDcQgDEraBP0qaMKAADzADv9Q BTrgZUmo2EXjDO+TDPPQCq9wC7LwLZe4EMigCquJOIzYjnZiDEfQXNWZeKRiDlyQAQ8QAzEAAlMA CLIFL845B2nQAoEUPmPgB3ngBn2QDPsACWfgCZsgC/rgbdAcxXd1Zk07LqPHD1hkDV0ndP/gDhbA qTcXDp9gAXVwDN8wDCqIwAMlcAS1YAp8cACZBxvSUg9miJWvs0ogtgkiEGMtJgAyMBX1AQVT4Q4+ zhXh4En0lnAkASt8QxXk8AQSQAnQEA/tEAsIsAHbZmmI8fRuNJBjwfMzIV6e0AQypQRqwAgoYAJb kAdJ4LhBSg5swzwMsQ73QA/bRQ2lcAujQAww/HHop2nhXk0BAQA7 ------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0015.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Module No.3
Need for Biasing of Transistor:
Faithful amplification:
<= /span>It is the process of raising the strength of weak signal without any change in its general shape. In = order to get faithful amplification, following conditions must be satisfied: = ;
1)Proper zero signal collector current.&#= 13;
2)Minimum proper base-emitter voltage at = any instant.
3)Minimum proper collector-emitter voltag= e at any instant.
<= /span>The fulfillment of these conditions for faithful amplification is known as “transistor biasing”. The proper flow zero signal collectors’ current and the maintenance of proper collector-emitter voltage during the passage of signal are known as “transistor biasing”. The circuit, which provides biasing for the transistor, is known as “biasing circuit.
------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0016.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Module No.3
Stabiliz= ation
The collector current in transistor changes rapidly when:
Transistor is replaced by anot= her of same type and,
The temperature changes. <= /nobr>
During such changes, operating point also changes. The process of making operating point independent of temperature changes or variations in transistor parameter are known as stabilization.
= Necessity of stabilization:
Stabilization of the operating point of transistor is necessary due= to:
i) Temperature dependence
ii) Thermal runway and &#= 13;
iii) Individual variations= .
------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0017.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Module No.3
Temperat= ure dependence:
The collector current is influenced by the rapid changes in collect= or leakage current because of temperature variations. During the biasing of transistor, the zero signal collectors’ current is 1ma.
= Thermal runway:
The self-destruction of an unstabilised transistor is called thermal runway. Thermal runway, it is essential to stabilize the operating point of the transistor by causing decrease in base current automatically. Designing the suitable circuit does it.
Individual variations:
The values of base-emitter voltage (vbe= ) and base current amplification factor (b) are not same for any two transistors of sa= me type.
=
------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0018.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Module No.3
Stability factor:
It is the rate of change in collector current (ic) with respect to the collec= tor leakage current (ico) at the constant value of base current (ib<= /span>) and base current amplification factor (b).
Different biasing circuits: =
Following are the main requirements of the biasing circuits:
1) = Establish the operating point at the center of the active region characteristics (faithful amplification).= 3;
2) Stabilize collector current against temperature variations.
3) Make operating point independent of transistor parameters.
=
------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0019.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Module No.3
In order to get requirements, various biasing circuits are used as described below:
.Base resistor method:
This biasing circuit uses only one resistor ‘rb<= /span>”. It is connected in bet= ween base and positive end of supply for the transistor.
In this type of circuit, ze= ro base signals are provided by the &nb= sp; “vccR= 21;. It flows through resistor “rb”.
------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0019_image011.png Content-Transfer-Encoding: base64 Content-Type: image/png iVBORw0KGgoAAAANSUhEUgAAATMAAAIhAQMAAAAYYM8QAAAABGdBTUEAALGIlZj0pgAAAAZQTFRF AAAA////pdmf3QAAACV6VFh0RGF0YVRpbWUAEXicMzIwMLMyMLUytFAwNLEytrQyMAIAJgYD0u5X 3UgAAAAlelRYdFNvZnR3YXJlAKh4nHNMyU9KVQjIyC/JL87IL1Aw1zMAAEQnBnUjABTwAAALGElE QVR4nO3cu67cxhkA4FlROEwRnFUTONWh8wYpUqgSZaTNC6SKjACBq0BFSsGkcQKfJoheIY/hKpnN FidAArh0Z3O1li3JjjW6JKIkihMOOTOcf+af4R9rZcmA2ehw9xPnfiWXTJKOntHc10T3iOi+ibpe ynPnLOraUubz2Yuo64CT1hW+K9Dr9Xng3I/uWZd5rl/36/nsDtHZ9HZp11q38pzMh5TY41nMldD9 x7j2bRhqIc+GnEbcNd+dtuULe27LV1xHXIe5ynfC+eSxdcJ3G/cTWx6NKFPO1oOm9R1vnHObzzvo LrKycd1d4zaN63rGCuA64zgrPCd2zgdN1JXiHflE3tUf2HZZM6d2SPmHXIpfSl5yHZuHETekt80k K0wotv3mfeh6tr6oP/3CuDVoXaPL++K4WMN09KHr8q78U/nxdN7O7ix0VaeTIXfMfn7quX49uEqf 39euW3APZ7eV3vE3x90y6S3d3kkfjvsq1f911b8qnd54/ze6P1Y3pz+blOvLP5drQrj9yfHxmhCu ZGtTD54lXV3U5fTX46RrKlP398Rx4elLjx/woI5bguhuE508cHq//H/S8YtfPX3n5+wau8SQoxjd njXYl84xVZjnjJPcU6L7guhuE1236Kb03mMtu37y1u9+8g/2afnXz9RHn771ono+NI6mks+l6Xtt ewvG/aEyOyePie4u0VHDbYnuVuCeo+5rovuKGO43RCcOnC//PXC41HK7Q3Q7ovt8cE8md993pXOi 0rFX7Eruj1vgemocVKA7yf2JInCddu1x2j007ijt7plwj46S7rFxFy76E17g/q3dMAFKuluz8zMa ODXP2ag/GJwP+W5nXJ1293R5DK5Iud44zsqUe2Bck3Z3ZlelnMqXsY8TadcaZzsa3HUm3DZYfwTt cqyg4ToFuL3J52DdA52ad27b3yDrqLAdbZscbW9l4FaL7nbCFc6J6k83uwdo/Nz/+SjuhJtTbcK5 Jan65w0evxbUSFVuuOtBi1HFjztZr3xXow7MXdXfuxZ1IIJJl5OcIDruNmmmI4w45jbBeL50zE+v QOufCPJZHaGr/XKLOBC9uOsYaIFRJ2BHF3VeBxZzPYMdScx1Xr8ec63XD7+so4YrienwFuxx18IB KlG+tHIb6kvpZHdivqFypje1Ju7GCtObCXTcDTlTKbdecipnhsX3olNF15tdtoQTo5OLTjUkguvH dCy7seAIbuxeBreUXhXsvLtnnd/ft2M96Fd1kb7eVP+Wy20MdtnpbmPR6ercs/fSTkztbSjfpetN 8VvMv2lCqFxbpVwztgzlxgE76qaUKsfXKTdkdDbVgzpPulY1NeXW50k3TkXVfuuSa7QrZNpN7Uh+ CF0wjzDt6MMSuGC+NnUwwxIPOBnMJ3vdo/aeK5Bgx6N8ApyfkNqEUO5dV3sRnMe3Yus67kVwHn7X p64TXgRrO76B8vWmSe6oz4HzIijmbhzUPxUQHj35TALHYk4C543zLTydXQMv0DN8PA8WNDwyP/DG RzfBrmuD9RsDBWRcE6y3YMDG1UH9gylmkej5KWbmPxPmiWP0isAF8040et4My7qAwTASDoTBTJyD +MGZDgNxbpwsa7F81tXcvSwMYi6PcvxuzgqY8+ZkygQ+x8mbiDH7sfqLf2QjGJmfTtVoIz8w53Wk Po/R3kqOR292Y0XdygaPntsfrFwXm3f6rvPW9b7b2dOIE1P8NvaLSLg6vXO+RPqNsRY55cHx9E7t 13EC71+4X74tns9T6wf1oEKcbtT8Z9b1qNNtZuPczUGdrh1O/skad3JyO3s/0dxS81yhnV3mo04n VLks5fT0R7l3U07vSw1ut0s6Mdbzwe0fJN3UK7quQd3UxIf6nE6HHge28oHtYiKu1932kjProZ1I O9Ng9+1S/AqSM73sgrP9xN7ED88/O1jY9OLOdmM2n1HX20FP5CnnTxtiLtzGxB0Lx7eI8xnZpdrb omuC6UYs/8J9Ucxh+8CoCzMad12Q4kh7C1IccUGKo+1jRXJBkUTCDaYm2nXTytFp51789L6t74KZ mHbttNPgpLdAw/Wdn9xI/Lqg3Djq/OXCnC/teIF5HKwiTgAXVnzrMsf50xDHNa4Lo2cdXzkujN7s mOP81ZbjatfxcHlp3NTCTLskOhENV0/f7XhZRRwsN386FXPhcjXiar87wOMneczJaUPMrnui/TN0 LdURwyVfj+i6uCuAi8cPOur1tNsT3TZ0aDpevevf8HBxtwkcHi7VHTq93z5+1PQuuZrmbM+04Dqi s7cHI+UrdMPjpoeN5LPpqess6cabj/JsSMZ6wal1Rebc9IukYze5+b52JB3a2WRE3W508/AecWM6 sm6e5uFuPznnJizupvl95twLjTm1XsjqbMmpm5ly5cxSUo7ZXEb7vyezs8nArreZnUw5tYRu2P3h 0yztCp0v7mQac8NHYz11R23MmeDcWQDi7FrLnWwhzpbqKu1sW8zSzqZzyZnNGcz15a656D3chsWv Qx6Cozos3CXXHcBh8euJTl/9gnw+dipVOp/bqXxlPJ+1G7e5VotunJ3bPbV4/MaqZyeL8euNzi7F Ek79wc138fo8zuLnTcJqnhhBBzeqh3z8IOZK1+Ux5z2VkMkadb3bQ439i92G8x3YlWYl7roL8OkK trZ5CVx79CPXZSyPOrcMMr5qCsyJ4x8DJ9i1iDt23WnHLqHjpTgBzk0/jN+VNZwYc9x1769vAjff /oHlBh/7d5fhXdLNy/q0m9fh6XAZzalOgng9sqtei5Oc5CTdedf/wf3gvv+u0HfGFtzwMSddL9eD 46FcpgfEJXeqf5d0KLfVc4Ult/GfW3pJt/OfW4q4huwKkhMd0d2gufZGSXOXD+u6yxXNXSK7tuQZ xTVrguuHgSmnudPt2XL8BpfvCW6YSq8f0VyhfpK36DKiOx8czyn9VSHdfClSbr5eeMxu78Qv5XY0 d3NDc3W2LSiOZ056E26oVyuK68qGdL3x+B676g0Pl+qQcPf6Kb8lt5MdyTWyJTlRxZ07L6Y7+LPy mGuprmyozmfo/L4rqG5Hcn2xOaxbI06GbnrmEhznvCW5jOs3BACXB27Fr5eIO/NYv+J6JQ/caXCb iXGOXC90dcSJNfxtcX21RtLx91ys4G+9+VWGufXgwD1Rbha2wDWFELAqNGZB7bkHH+2BE2YhD/ct SkF1Ajq7gQBdJVYwfnbHPXAwvbhT8YGuNxtLvmuhkzHXvSuhK6dXEyy5OuZ+C93QjlDX7mjOS2/U efVKuVPMZSK4HuaCg8s33FHTYVy+4KTO5+/eUeN3WFcNc+KK5KZfSMJ8xvavzvjKvx66z3WqHich 7IedbuWB3f1v7YKBQbnNxyR3jqQ3dHJ6zOaQjpIvakaDuPC5jAM7Nd/gQb3C90XD+oenA3Fo/NQd UpIjpCPi0PiN3xRpZ+dhJc1NRzqfX6u76ToZdZT6QnHU8rDXg/1VPNzv2FHrH54viXxe6J+bV+Wo 7eNQ7RJ8cwBXYS7M55cM95WXB1oP+iv5OcW1J8EKDg23LaLvEYEufC/JHG7luPB9I9p10xtBrAve N4K6LnyPCJc0p9PRg+eQE+8lgc8rh+8l4dYVjou/b8R7/jT6HpEauPj7Rrj7XG7ifSPQxd830nhO Rtz0jfk6/r4RsQIu+n6QFjjkuVLj3OepE+28A+79jNdf/rrJb/w0FxeObxyV2dWy/v0/x6dXxvoi kMdakKdm3njXj88iraZP3mbXVn8Z/r3E2OVyP0yanjz65LOjwsmXpeN1uf8BfWRWharzLqAAAAAA SUVORK5CYIJ= ------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0019_image012.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlhOAGoAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAAA4 AacAhwAAAAAAAAAAMwAAZgAAmQAAzAAA/wAzAAAzMwAzZgAzmQAzzAAz/wBmAABmMwBmZgBmmQBm zABm/wCZAACZMwCZZgCZmQCZzACZ/wDMAADMMwDMZgDMmQDMzADM/wD/AAD/MwD/ZgD/mQD/zAD/ /zMAADMAMzMAZjMAmTMAzDMA/zMzADMzMzMzZjMzmTMzzDMz/zNmADNmMzNmZjNmmTNmzDNm/zOZ ADOZMzOZZjOZmTOZzDOZ/zPMADPMMzPMZjPMmTPMzDPM/zP/ADP/MzP/ZjP/mTP/zDP//2YAAGYA M2YAZmYAmWYAzGYA/2YzAGYzM2YzZmYzmWYzzGYz/2ZmAGZmM2ZmZmZmmWZmzGZm/2aZAGaZM2aZ ZmaZmWaZzGaZ/2bMAGbMM2bMZmbMmWbMzGbM/2b/AGb/M2b/Zmb/mWb/zGb//5kAAJkAM5kAZpkA mZkAzJkA/5kzAJkzM5kzZpkzmZkzzJkz/5lmAJlmM5lmZplmmZlmzJlm/5mZAJmZM5mZZpmZmZmZ zJmZ/5nMAJnMM5nMZpnMmZnMzJnM/5n/AJn/M5n/Zpn/mZn/zJn//8wAAMwAM8wAZswAmcwAzMwA /8wzAMwzM8wzZswzmcwzzMwz/8xmAMxmM8xmZsxmmcxmzMxm/8yZAMyZM8yZZsyZmcyZzMyZ/8zM AMzMM8zMZszMmczMzMzM/8z/AMz/M8z/Zsz/mcz/zMz///8AAP8AM/8AZv8Amf8AzP8A//8zAP8z M/8zZv8zmf8zzP8z//9mAP9mM/9mZv9mmf9mzP9m//+ZAP+ZM/+ZZv+Zmf+ZzP+Z///MAP/MM//M Zv/Mmf/MzP/M////AP//M///Zv//mf//zP///wECAwECAwECAwECAwECAwECAwECAwECAwECAwEC AwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwEC AwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwj/ALEJHEiwoMGDCBMqXMiwocOHECNKnEix osWLGDNq3Mixo8ePEFu1EtTqoUhBKEGq1FjSYMuCLwnGHDhTYE1sN1+KvIJSJMyDOYEKdTn0J9Gj RpPKLMpQ55UAUFkIUipQENSoNJlmRbqU61aqNrWGXfmx1dOrUK+QXcu2olm0ahNavcriZtu7eDO+ TcuCbt6/HgVdkWqX5ty0QA+ziJuwMODHfwX1hToV29kAdSFrpjg5gOOBhwMwtnk5QGWFKTevDep1 LFicRQdf1dnZdNfXrHGLhd2at26iJ0eKbNX5inCSJF3jRJsZ52WpX5ua3J37tvXo2FUXLL34yuDa lLWL/xf4HDPa83RzdmZBPv3C4T4LI0/+ebx9nJNZLN4/uL/+q8bdp9lwOA0HV3y+IVTbZQG6JNlT fX2HGXQDeTchhBMmJ+CGlqF1GkLEucehdp3VZ5BscIE4mXE6CeZde5TpNJJgJg5I3Y29tURcXxS+ h+GH1WWXoJBBKkckjlShxNNMQY7kXYPKtXJVQ1MqpBOS1xmp5ZAb+hRSjSOGKVGIpsW0U18lnUVS i7KBKeabcMaJkUj68fdfhDp+p5+E+mko55+ABqoRSsg5NuNIgiaq6KLiFcnlo466CWJWJVV6pI4E +hbfppbaxGmBlXoJG4GkflpqqKiCquqpq5rqaqqsxv/6aquwziprrbjSWuB4Ztnp36++/qcnj8IW 219UdZo34YQ8mtdssxJGRde0aVGr7LXrWZuttNxiO+2z3krbbLfbhmtuueCOe6627Iq7rrgfQhYa evTWa++9+Oar77789uvvvwAHLPDAAEsKUqiEEsoToT4lzLClDn/aEzYRI1egcSSBV9eaiJb08Kir giqcpSSDXPLJJoO8ZoFKwpcyxyhDjGDMKcuc5nns0RzzzDXPuDLNWUKKpZBvzjsao0WfdzTSTDdU mmh/Ipro00s3bTVCVF8tptFaexTp0FtirfSjk+YINtlnf222V0+zt6Xav8UdNNxBvydYvBud5CfF Y3v/6l1qXWs2b3OBkyVllR1JpvRUWY+EntuFA9Z25KuJmLjGKNL1NGZQUo4X155P1ORlQKZN0479 Eib3kWuv/rbprS81eeysuy407a+7FZXBEe2Fb4+hAwZ68F4fhjdIm6fHO/EaZc18R4djZqaLfy+M tkNk0nX883cNvjzxQUXv2UvMPSkb4XMf1LZddNeePu63296+4uWnZGL7ucsPu0nr0eQhTzxBXEUG tz3utaVX4EHW30RlQOwxEBvMkcyesGIR5zVwQMLxTgKR1ZOpfC944sMUmT5owQtu5iQbfBzwAoc/ yxBrT90BHNxKGL/36Q9+LcyhUHYiwd/F8GfuC2L+/2xIRDnR0IRem1Hm6rWnhX0QiWw5IhQpspMn XYs5olnMyqb4JylyMSI9/B3gvtiY/RVxS40zoxBruEYd9sZTSurhBptov+ux0TVXwuN0cLgbDg2P jMUTTLKYuCeOYWRYdUqkIhcISIJ4sZFJRMlifpdF3q0HgHfDZOYWA8kOpaiTK9GbBu11p79NpEQM KU3VDKfGIdZudm1s5R1n6cbXhAU+Gkwec6RiPVdqqThADA6dosKYWtZNTFR74hdPMixSahFmIElh CsPTyUeCEihLxNeSSqaSznSwJ8FBCYAK0ynuWfOaO1TYk/7zu7+BU5nYQOVCGASTaHFOddCTZQsf af/MWPLxn7ZsyHxyyU56JZKRa5MnUuhnG4rl5zi9augZ7WgfAj4QnXlT0jTLN5HvdE4udZrKXNB3 Qcep0Dsdwyj2KEao/cyRP0D8i454BBSz8IR5TtKTQWMIT8oNR50b7ZMTR4S66gnyKgUMiT5lKZPs ObMy/fQlLZfKN35JJalUtZ1NXLSfu52mhXASpU4NeqGJAVKJLr1XdxjZU5WOiaUanGaEnFhOt7JM iRhiomiMwyKK2tUkOS3oSRH6Vyo6SZAbZRZKcZrVEyU2LVssI0Cp2Fh/avV0gtFXn6I61ckSLS94 FSzOCglOldiUoL9a2N6s5rNBPo5zpS1s3iiG1yv/fuuZfcXIaGGoLh6tUkyh4smdyOpOBMkWL3pD rDPXakmkWomhnonTUZdLV0hyFqxCIYkuH1fM3aDlM74L0HX3NxLRwiW3kr2heieKXQH9tKVyXSs0 T0mXYPnnQIGyqTQ/etyDwUZJfCKrUEfWEZwxyzz2lGiiyjtHrPb3ItAl5WLb4s335Oer1FvgRe9T 3sc5GInjBU4m/SPXLKI0pg3JzXdT6dyq1JdQGfKsVKszL8R0dr2WZW8fG4UToJaYjrGNiEITQk8Y XbWlNh5RhKH24PFo97Gcm0ih7pfSqu41kzz6sLzo9dsmG46Zo9zpMzMlORu/5CxdVs2S09zAEAfU /2P6VdcuB5OwFFeWJsZyaV/drOPNLY3POQ502B4jyO2e16xxQpmcasxmL/fOvFy2Xlsx6tQkO5oj 8NFogkdrvg07mtHoBPSgm6rdAL+2iQSW8Y11rOogJTAuop7lnM4mJydBeYV29R0x7WMWh/n612MM HZwluekIhZS/hd3cpC8ivn9pecFcje82L11P9DT6Lj7TqEF9jek7Q8rW0h5q77wd6/H6udW07rE0 SSroE2YTZ56m9kJAzWFDR7BrdEreM+UdkXM7Gco4e3agJMlEgV+a3o0yX3cwZ76bloXc8640ZjwI cXRbHMf+LveOYcnqgPI6gQb3MsKVzJxlA2pw1//GtotCjkxrv0mVJu+iy+1DOq2N3I99M23Ff3Nz jRukOO32+U/83fGiY8ep3VV1y3MuHgbFfMtMx/knL3hz1azn6Y8hupIXhESta6c0LOcwV2e+tamv ZudZArXQb3N1gsQRgDetJXjtFtedCiboS4Uu5Iw+apqTvemWU6XCLF2RYSEbJuAm5LRrzXUTVn0z KBrNYVRLv5Q3Bj01Ve6pMeZXkgOo639vlNQqdF4rSk+356mUkiS8pK6pkpUXZ3XPz6bd0ZfNIZMn 2UiPrhWJQ3rMc4893mXynKTjGE5ev4jGYtj5gyiOt2ttULwXotbqMi80lu/a490izpcietzc1Mv/ 8lfLPexjMN4uOx18XLb+9q/fz+6Pv/zXD6rVExJm88+//vcvEvSEXWuvd0AwkS3J4lrIklgARzAB k4AK2ID0slprN3y6oWt7J4FWAmlYpDHO0i4bSICUBC7k8i3OkkhW5S29tYHu4oEqKIIplH0s1HiQ oTM1M4MyWDLvViY8czI5OCq9Jk2iYTEyGEw0OIQ1CB5Y9yfmZ0BL5iHNM1jTpx3+94ShE4A6J3yu lFn5wkm3FzSaZChod3QvtXhyISEO94UzZhBJuGqfJR5LWH3/hzSaBXzb4WGLkoaUk02cpEo3eIQc UmnqJGCSJnFlGDV2WDjwByOI0WGa02YKgzfM//R7k0SHgUKFZ2eFQ8JD8QJ2bkcjdWWBnniGFFFq GKg5NRGBr0OB3iZ1hPdXp9Vw/HJ4G0KJDaSJ/SVxHIg50sUcUCSLhZUwlCd/m/OGn5NIwigdljhD THh8agiKyugoYBR1n7iM6cV3yGd2/CY21niNZEGL2ogQf9SNK8GL4Ohi2WhdZvgotGiK0qiONMZ0 sbaF75GKG1KI44iIq2ha/QGLxOdRfChzLVaPbgeNK7EghnIexXg14jiO5xQYFeaNtdGPzZhV3BiN 7HiOVnaP6whS4+QSi8iME/Vy5aiQArkaTheQ/9hIEwmQF8lkwqM95Dhx15SQ4PiNefEcWEhNif+R S+50IuvUky9ijBEJP+l4jhUZe3+kcb5zSV+hiM/kIlEmEBcGURZzTAIik924kGthT4c3UnbhJ1zp fnWYjxD5RTT5GGSGjdszlctxIb5ykCpZlSPZh2jmaxdmE0iVXNNXlB4XlHxJje9YlhmpdOrGJ90x MxhCmPohhW/pj5+3mI7JFkYzlo+pkgREaRJJZ8fDJMRBZ35JlJ7JFZFJkeQlmjLVdo2Rkm+JlWxI jFpjmmi4Hm7Zi/CWi42JkCs2gBs5mfaIkXBZm/51jKAxZAxFOGBSnJ/Zl0ISRx9SmVVxN3oJGlPH WZCRjsUhmW32arvpNhHGbpphlYySOcMUFY7/GCx1tlX21VXW2SUuFHBGc5PKU1Eh2TR7QZDOByA0 Unl2CVk+cyhkpIhWRX5fF59eg3bPUYExMXnm02IjxSIjs2HPSZoF4Z6klJl7FJShUYEeuYYylX5y oT0JwyOVUj4N54I4ZWhaVih/4Z3lt5GVAiFqoRi6gk4SenophhaRIaBKqEiKpCEIpKN1kp4D538m gaMeoaLMdpzUeHt5hJwZ2qSyFpo5ch5OWiRpKJ26aUSziT1E2hHcEZtXWodxCRS32T1h+qXE4z0Q UWTqd1gN+kSqOWvA2RvKBVVICqGdCZqPUzvZMxqX5CtHozYXKo+9yZtXGXpWIqX5CRUxQaLY/0io wfOmnxZwgPUkMaE0kbgYykSP5mSQjkmByhRCYHlIW2oRD+oaXcqkgYmq0llpGCpr8aQ50TcY05gd gTqlgnKqjgmpqAFspnQRRnqH+LWYlcaoN7pZu3hvi5l8jVSqDpUizPqsWFJjkAOt+OGignof8+Kl MgoexFqTyHpBS9SthdVsLFl2Y9pAFwqkJaWr0/mtDxencQNzqlqntmo23FE1pVqrqYqEZXqN6Ron 7Ho1DDWIKomrSTOqi4JXy1lyhrGT1zistOmbofSFIOcxXCehWjiv8HqnSkGuxsex6aOcvhhwNtUy gmmWeCha5sWdIgce2ooRbZiFL6sadMKAdcihrlPYr5JjswDKWjXGZTh7pjpLaFAmroBygxMGkIDp ZNuFbGDFf1Abte73Tv4pniyTST2hSe+0TRDVa5mGtXC3JlSLtQM1YvjHQ1q7JFj7UwwqSpnETFSr RF7VWiTbfmkrtj/FTCMDtnx7t37bYGQLTz/rgIRbuIZ7uIibuIq7uEykFwDWcA8yopI7uZQ7ubxU uZibuZprPhmGuZ07uSu3uaL7JJ87uurEucD2Q74IbKzra5SnTr5Iuqsbu6QLuT1rprjbbTkSEAA7 ------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0020.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Module No.3
Emitter Resistor bias circuit:
In this type circuit, the resistor “re” is connec= ted in the emitter circuit during the temperature changes, this circuit makes stabilization of operating point.
With increase in temperature, collector current and = consequently emitter curren= t will increase. It increases voltage drop across resistor “re
.Biasing with feed-back resistor:
In this type resistor “rb” is connected in between base and collector.
In this circuit, the required zero signal base current is determine= d by collector-base voltage “vcb”.
= Advantages:
1) Only resistor “rb” is used..
= Disadvantages:
1) This circuit provides negative feedback, which reduces the gain of the amplifier.
------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0021.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Module No.3
.Voltage divider bias method:
In this method, two resistors “r1” and “r2<= /span>” are connected across the supply voltage “vcc”
<= /span>As name indicates, voltage deviation is formed by two resistors “r1<= /span>” and “r2”. With selecting values of resistors, the operating p= oint of the transistor can be made independent of b (beta).
This is most widely method of providing bias and stabilization to a transistor.
=
------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0021_image013.png Content-Transfer-Encoding: base64 Content-Type: image/png iVBORw0KGgoAAAANSUhEUgAAAlMAAALAAQMAAACNfWVGAAAABGdBTUEAALGIlZj0pgAAAAZQTFRF AAAA////pdmf3QAAACV6VFh0RGF0YVRpbWUAEXicMzIwMLMyMLUytFAwNLEyNrIyMQcAJfcD1MIi JPgAAAAlelRYdFNvZnR3YXJlAKh4nHNMyU9KVQjIyC/JL87IL1Aw1zMAAEQnBnUjABTwAAAWzUlE QVR4nO2dv4/eOHrH+VoLa4q50V63QGYt/wfnIsUimYwOuCJNgLQpfUiR1sECyR5ijPRmii33ygQI 4PLK/AOHWF4XboJzyisON/I5OSfA3Y02TmI51kohKYm/SX31vhp7Nms27w9RH5EU+fDhw4ck6VcL NVmP9XJFVr8i63cYa4tE+l+A1XwwpP7hTLyvEdYGS9e/A6wu6s/XYvUg61cY6/PVWFuMVa3I+g+E VfQxwgLa48u+7BOE9Wye9Qxk5W8QVnWWAqz+33BWlc1EvERY9Wnakpx4X8Dl8PEbiHWSNeSQRDOs 30Ks46wmJPayxgDIiSJuDrLylKRzjfJ/ZlkV2TQHedmT/Mne6aoIoQV/TsXhHGu+DdF0tYSKinlx +HyWVZO8I7RBPpplAXLiWd9tIBYgV5/1Pcb6T5CVqOV14Y4ItW1a8ki6/gtinUMsQJ+o+v4xZZWz Eefrff9V37+guZxn/TfE6iEWIAt5OO/LfDYSyNr2Zfp4JRaVOdGc/IJZhPjl6kJWTW755f1CVkuy ImVfXu3PEs0xFJ9dewPyepa+PMxaEFqS2n9e7MZqTNZD8hfsHe/GGtWUi+ImiX5OppDvwKoZq/1u SYywG8sdTJajX34qvl2m9W0Ph9jl1TnayEXev7Ty4wiRwWo307eHE30Ocf/szzbPs74b40uWproe nQUht5sfOVRrCZi63Vf9Z0HOzehLGyNYr0ZWfvn3zwo/pPzk3qZ21XuV9dXlUDgnHkhMjqLik+QN j5WFWG+qUIZuErJ5+A+9IARZzz25+pMP49PY7jAK6x+F5UjV7eyhN36oayNaq4ju5j7NYwxViNVK EjJSCbK6o/TFA/atCBUrxpKxIJEBsjaBaCIEy158qyEWlq4GY+UIq53t4zkrcE1hQYNqkAUNqt8B K33Pes/6FrLet6F3x1qv7F9RVpmtw2LpCilqS1nFiqz18pgGO9Kl6VqNVZL1WAXJV2OR96wrYNUQ C3yPgSgqC6pfEIvX1Vkb14J6P6v/4qyzeVaOsOi4o7q/IutkLdamr7JZ6y7OyudZgWuL0wWxasZ6 Nseqc4gVISxwnBbRfmilPFJWkazEatdlfblWneDjx7fLyr/xrGJFVsh0/a5YTPeddW74huv332gW ppu8A1b+nnUFLGgsCr7Ht29TyK8nKzSdfDWsBmJd1/Ja0HfMhjJw7YpYKcIKudZIVgexQoOJhely TXjuygpOPiws+yY0+WDoJnOhDj1wYR5RFpLHVVlgeUFlv2adWLGuhudrF7KKQEkslatloMCUMXKG sEJOqoqtI0dYDcQKzVzL0AVGAERGQlDB0YQgBGuODKFHikvBGi1D6JGCFWxpCisQbSkrJCgIEkkJ VTrHukRZoSqxNI+Yn1UFvcc2VAvFtX+F6upQJR7OsIKSSbIi7uUyxypTMF0t8TxWkTlI4TOfGspy P1azywGBYjpy111/FLk6a09goaCp3zRzrGA1FIFVncjT/SmvBHqRrCTWYrHUz7MaiNVDrBJmbT1d qTrfgbBY4942M6zW1zL0wPrHbe1+qsKChE5B+CyL0yClsNwPM+PTJxYb5v3uYV0w1sZx1QrcT7SI 3C+KsQoWoYOaI5erlOV0ymKswfMLKnquTmw3PXEV/8Bi8hnSJwZW0cWNIza7Vh6w/GGykOVtW7ZJ 62EN00IV0qlx/8JtdZJ2joucxaerQFmYsLp6nDqvcRYbFYa0NBnoO6Rt6CALs3BZuPXUa8nC5BdL fZjF+2zAs2DouAuPh+dSVl9kNAPuqJx1n4mIDmOVaTf5qTtZ32dVC5TRnOXWwjiLUyroPQ6DGHcH ObDyLu1LqK52XA64O4+RVafBUZMM3Am876Iu87BuZ2US9OSVoeRvqCN3fKw7aZkENT4ZitF13CcL q3uUhbljdmQzJi/3sD5LqgRr2pPu64w91lUq3KAqEXwiZ51GbYqVfbAkRlnYgnVi1g5QZYSySkxf zedYxf2Uzf0CIeSmxPuhpDxJQRk9ZwcoYtqxAHNpLIR6mIFV0zwyKTcfQlWHsX6bc8NjiXWQYVbf 4yzADtCy4QSkzAGshEqxWFkbsg8rpvpqPON7zyPOs+q4IVAe5+oEixLVTLy9nGUBNqsmqcGiT2dZ U8c2F0A7AKivIiynxu5gBS4uHCuAa8pAlSnwRMXGh42HIJtoqObIENI6FPsE+CIzgIXZFJyL8CwW 1kF2gVUzqh3A/0QlBCSmmi5skhVhVSuyfNYjIyB57DCbQqjjVtrjxwgqNNJRWPKBr/0oyE4eqoQa y39NKS/MwMqMj/kMq59fI8yCxyRnsLBxBx1UACxsKx2PWchgYYo0xkK83GEWpDOBLMjqjrKQSvEO WMWKLEz/gliYjG5AFoBCWVjbxliQzLmuLPA9fgtY4MZJ3wqWf0nDYtapv4vZgZUBLMwuh6ULUwuz wnttaR5XZaUQC8tj6vfaWs5aMV1JuRqrTJB0YTKngFjYeyyS9cqerMmKt/0/z7Mwuwll+ZSFhSw6 Cti2Pu19B1YDsDBzYbStkhVZuWf1wA6s0rdz2sLyaslm+2glFh39br2V9YpYUL0vNlvvuo3l8mvr 1UWX99v+MesOfa13zLpDulZk+d2Hd2B5O4/FrNzviLiURfX7Kv3Jaqzat/PjLqyV5Core69nyg4s 70BzFz3a57Xx/0e/v26s7vtMs1+F1RWESZtVWNWwGxQ23p5hlXyPqnVYwzZV2Rp5ZNNtf0szuQar 5Bvekc0aY/ehxyiCBnAwXeOefjXICqZrmiFbI12TB2/QCRFkTbbXWmflO7A6kg3TwqZl/vWvE0nE WC3Jn45QldWRYUO53GSFyl64YOhW/mbctC1dwhK+wHofVPtYoTwKU7XeN+7EEi4MlaYxTaxsCUvY N8oj1XLakO/9i5JOpbz8+qqcyClSo3NUffuhsldeY2bsZWOzvp5hTRlpiemnj6drfH/iftosjRkD nDXOGguXtjI211u07rL3p0u4fVK24TnUwKwxQVP1YlO6hjkdZ43SfYrEvQF0W9pSlnDf5U4degVT /TwQligiLl31CraYNeWDvwrdT3EpSyzi45Jar6zqjB7ESoY9R4dmqS8PrBaypjnHoVnux5pKaJCu +hJI1TkQYmXjfbykOoDlkoX16UkuV4gNnaTuLF7g6fqEyXLO6sTEqcHKcFYyrqmt0smfRjMYFkqH OcM6OY7Hm8t0qpYIyzGSq09uxeP63CKdnFu0MfKSdKXxWEBlMukn2hi5xMuLsYYEl8l0l7ZUWr1r lpWMrOKD6e1rCxKXsI6T8UIpemxN/V3AOj1IRqfjUmgSAMu1uq4+IZI1XdeGHgvSdcxY6cBKJ1aq xMBZ1RGtX83ImpKjrazBWeVhGgnW9KfmtO1hOep9eZyej+UjXTX0gsX1nJayhvcm3cP2YuWclTgj 4uVFWfEMSym8ORaVOZXJUgt2SboOkvVYZGJNEqdnByTsyMrGLToUlirwF7EmObo/i4VdWD7b8MiS L3+e1ftYhclSjbUeli+Pw61KHudZ3jwOtwpd+j3Lz+KAyGSpG3stkNGxYCnvUVUo8HQVrFqer8Qi vzexFH1mnuXa1qNgizXZ/w1Zg5V0uuEAYlne8K+EXWQxS2r9F331j/Zu/UtYrJP/MflL9+kBOGss kg+9HJ2lKb9mn9YGIeTG9oFWJzRWb7AaJ2I4SuKPxnGGUleDLOOEj1eHbx6wv6u4ZHYySxYGWdUI +f3DH31PucZYqUOuBlm/IneOI1XrH0Idc0UpKKMt1pAKmxVxOWGyvKt6VVZmsjZcld8hXfbiB8pi fz3ysugoULVWSJa9RKImfOcwf7/dkr9RM6PICasYavI6zOrIp+502bJwzHVAnyC9m2XrAKPx2dKZ ZMRCa+cIK9dZncpS+6SQPlGpLNmnKWKmXMBKnelSWapzQDiPs6wcZw2THJnOUsYdVa5mJsSqhiHj OIbZl8X/GsdWQhgrrDpTx2xh1mCkSnWW4oJfn67IurWQ1RosxZ2/Pk5ZH5ZYLMuPZGINY3fRChVW c5yyfideyhLirVJYh2mNsmLJkoYuxW5Ch0tVQlKANQ7929FuIgzvGqvMi/QJki6eraHNFMJuotiZ OpKXtBY/tViO9zh8jqwpqs5ip9pdzrOmuwY709FU+EpX2xHakbRphrMGu1ziqEY9Z91KAdZoNSsG 1rjIWOtqN/Su9nABi8v0MhmVUK2P4aypww+yRksXz2qZjvZVTUfeLmVVA2uce9RY5zRlLpY9hplY 7KNiq7KZlUSzkz/2lL3NGi1wvDG/fkj1HsYxJq7cdcLBGh443d0SNutirCDaSttakDXGEkKZe1AY e7SV9IkvENaQINGJlawdGRN9Zd442raXJd5wxVRhYwKy/I44jTbMMgRTw1l6HMo/jBawptt/x6Zm DTWNyVWENRXUJGUuaTdhqnytk2XX+6npieIuSGLt90Y+cch7x1h0/Ev0FlS4BnaiDLNGjVnMqxZk E9hXDWKJ5lxoY79lrFEbFeKPsTI9yhMny2XrGFlTLMbK9ShK7zXDGm+c6jpjGVFglphJmz6J5Y25 mCX8J2x/QJglZh7lJL4ZyzmP7HqPE0tsfmL7A7pZjnRNKqBY99yA6QqwhEXB3kUAZ03/Sb8hlNVe GhFb+f4y9tHZmy74WJapqZPvj+e2IgcQ658ixyYO4o/J/+sz6D3+lDj2tRSXuYpZE759nrbjhZNF R3i2nCum/XuYkY8dpk67Jn3xrJNFn2xPzxWn6fBlNEVlNArIsmRmeSpFKmENm7PUGB5WbLOq0ylu M9jTWNK1N4TnsTrdyOtMRuzBqk8UwwYrJ5Z0jfW5i1W5yqtVT7L5ot+L1bVHuQ7fndWbrMYsLw8r dbGMvwqT5ZTRHlaq/2b9kGZLc7JqxmpNVpPqO9xJw+YYnHnkLGtbdMrKlJ98p4Qt9xcLpashaRdb 7t1N1qR6uihL9aT0shLLZkhZWiHyPMp5c0+9b6gQSGxbZqY7omGslrGsPNbGPmucxbdNmv6Qdxgs 6/iEOtfxvE7UZ4LVOP06qIhzsvQ+oOCsXADUA5MVO6abdV+XHUO6ZKxqAau6l2q/2ewTLS8Rzcei Dddm3c0crM8UlryuserIOm6iJPrvgXVHsOoAy0yXuSvFwJIVwcPauPJo7lbG2ERjyTs0Vm8fz2Fu /lBGNAP17TkWaw1WeZmbgnHWPfke3SzesiqTVeb6XlIVZ52J302AJa8MYdt/ZbK0kljCemIU4cj6 QrLkNYPlOE1S994fWdJwu4ilyxwuzeqzXVlaDeMsZdueAMuxQ035WP3V4CxH2D4Lse4vYm20OsdZ igDsFrEim6WERawu1nY+MlU0k3U5w1IvmCqHaokM2X2Hm/Vh8V6s5qON2plbeXSPh9ys+iRWO3OQ 5S6v6v6RqAGVg+XOo5tVnh0fxaOOVJJIZ5G7v5FmJoDVfZREoz5XEH38OM7X46z2w/R8HMN7WFM2 EVZ2PnpUl3umq2ooa2zMJqtfyGLLj57Ug0molHNBQ/gx8wH/Uphf51i03h8+HcfslcniM8ZiwD/f tsmG8BT94ZAlmyXCvMx5tClVDwuD1Sxpj7SVMAFWjqgP9mK1MRPSk2fNyX6s5Dn7KAaW2R49fa2X xfz4+5o7bGz2YwmL++Pn9dC2L+ZZPrcI+YzaHpJ7dCZPuvpKmFBrNvzajyUqHh1k7MmSFiPa+GxW toQli6jZWDJ6IUsmhXbaZrrc4w7/OZIXIoUpyvK0bTXk1moxdQdFJF1quFqWzPS+rHIfljk+uqas vcreqvfy+76sfpGMnmEpUu9asdxzJ2+fZZoBrwsLyyO2af2KLMtsugfL2k/UycIOPLE2vnTWVexw Mev0JLfdF2JZO9u77dEQy9rN2ckqIJY1Z+hiddi+sBCrJX8NoOyDOdzpyiFWBrEAlOOJbpb5RFew T61wjpGh7UTt1DvrBPQe7Tw625BplfWwUoRVQwVmzde62zZUYNbmse4+DdoX1trF3C0LoY3Trd2J 3SxMUJil6maBh1sYpepmYSexmHuK+9KVr5Yu7EAdcwN8N6uA8mhWfCcLO/TM2uTfM/+I1AnrZbv7 joB3kQxWJXTLHKQJ2Y1jd7lqn2Owe99hb/DtziOWLjOWu+yx/fgwFtRvz5XX4MCD7ec+p+cM/tnY oRtzcrXirQfbTL8xYxnyvo54krDDjMwqbYzTmmTw6MWUJiOWkccm5VNfoJIZ9c9/oPxWZnwUFnbC VRU1mnDah1UzVjbHwjb5rwyWEgZWyb5iym8ZdaRMvayW79mLKr9RF+tTfwaLpagBlbm4i5sAi0Rt qnkJ+APVhrpIsrRJ04GV0CETpMtxU6bCqtTJlLElVhEo71mHHEnXbfpWZSmP6aICBzwjjhZtLFl1 7GARlBUxlojaJGYeD2OcRW+N5UqKNul0O1N7FD0usSO8uBGYis6pcG1WsnlRgsdusbInG7HFb5co Dk8Di61Zww5uZrWQxJIVW6wyfwSqmMzplDlcn08sxd1pZGWP4EOWov7Gpk0mUWOzqvQRPLiK+mjb DXMgnJVrrIZWvggcEDF5HxXy5UUma9Ow7ZKxg5FoZY3Ks+Ri/HmueILwPm3T3oxxudpH1R8kkwPF 1mJ1bJ0Zlq4qpm37VjJlcvtMyj12/9cZN/ngrOaIqCxj/rFJUZ2c9u5Rc1OwykcWi2/Rio2t0m7T 3pCsH7QHBosdmQkOuLOWnN2I5W5sXTKpASOrJHkJyns2hLwhyr6KO9EGJMvy0neGmq0X6n8m6mqV yDYgWGdYcQ2TWF0yeQBVwiE0F2WfgGcZjftjCVZNWQ/0dLksD27WLR45riZW2ibTjYx1sYA1SPI2 LsffTdpq9X78hrFyzhIqWJO5WNB5mVO6xItyszCdfCh7udV8m7cHqcXCzsK1FWSxpEy1+0IFZgu5 NrVZ2IDIXvwgO7WlNhh7I/02fWWzwAOlbZbRtnGWVfiNKXNYwOxM1joES66ygOnkFqt2sMAD3i0V xpUu7GBK1zl4U1+p2k0QFHR2HahHW6qosqh/qd3EMiK7WZCOac2wOO2r4FgBstVCpjS72nts2znA sir0HrZt64lOlmXF8LCMWB7bNvIirVMi97BtW7JwDxtyZ6od7jxiNd+sOm4WdtifKQJcbajXtpny B1P6etLlMTvowTx5z8fKEJbRbH3llQMsc5LVw9ppLsBd9tjkr/my3azA6mCVlem/3XkMHYXpZ7nT Bb1GaxMkDytHWJAs9J8X8tZY7jxiLFPIXVdWKb8S57/vKF1vgYWgQFbVI+HbwDKF3HVJFzaH//ZZ pmfXPqzPjd/XJV3flLJX+rgrYu0mc1ZNV7YiK12N1bn9andiNdeWlV4PliEnlrIeBljtinm8rqxu VVb2nrWA1V89C5PRV8rKr5yV90Cw5P2K6dqHZfWPnNWtyGp3Ypnjx4H1tcnKd2f1bOvqxSzTIDLU 1a+evn6+2A7AZ9Tbj1n0PyVHn57yRX53hxWoKiudJXXMC3F79y7Jyx9OqxinoLHmJq5etd+5T0bC bWIFjeWdV3jz03pb2DeHWLolsMv7/ovsSffxL4bimAt3/1ybt1K+/5pUwP13WHL+7rv3/irjW1hr rJx9/myTApj8l/mwdZPhZyVYnzb1PCVRb+/l6tqR1Z1vijnEJnvBooYs4MTcBNyZEhlC3h9EbALu CFn7QW7Et3ytZ1gfvcwNRUm7IcAqFcrBH28/feCPzMJL/6UhXQdZm/ZkE4iHBCKPx8EcRYMsERwz ZTuzrP2U9mDtHZaz3qzI8oc1Wf8H1w8YJFNCYfgAAAAASUVORK5CYIJ= ------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0021_image014.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlh+gCPAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAQD5 AI4AhwAAAAAAAAAAMwAAZgAAmQAAzAAA/wAzAAAzMwAzZgAzmQAzzAAz/wBmAABmMwBmZgBmmQBm zABm/wCZAACZMwCZZgCZmQCZzACZ/wDMAADMMwDMZgDMmQDMzADM/wD/AAD/MwD/ZgD/mQD/zAD/ /zMAADMAMzMAZjMAmTMAzDMA/zMzADMzMzMzZjMzmTMzzDMz/zNmADNmMzNmZjNmmTNmzDNm/zOZ ADOZMzOZZjOZmTOZzDOZ/zPMADPMMzPMZjPMmTPMzDPM/zP/ADP/MzP/ZjP/mTP/zDP//2YAAGYA M2YAZmYAmWYAzGYA/2YzAGYzM2YzZmYzmWYzzGYz/2ZmAGZmM2ZmZmZmmWZmzGZm/2aZAGaZM2aZ ZmaZmWaZzGaZ/2bMAGbMM2bMZmbMmWbMzGbM/2b/AGb/M2b/Zmb/mWb/zGb//5kAAJkAM5kAZpkA mZkAzJkA/5kzAJkzM5kzZpkzmZkzzJkz/5lmAJlmM5lmZplmmZlmzJlm/5mZAJmZM5mZZpmZmZmZ zJmZ/5nMAJnMM5nMZpnMmZnMzJnM/5n/AJn/M5n/Zpn/mZn/zJn//8wAAMwAM8wAZswAmcwAzMwA /8wzAMwzM8wzZswzmcwzzMwz/8xmAMxmM8xmZsxmmcxmzMxm/8yZAMyZM8yZZsyZmcyZzMyZ/8zM AMzMM8zMZszMmczMzMzM/8z/AMz/M8z/Zsz/mcz/zMz///8AAP8AM/8AZv8Amf8AzP8A//8zAP8z M/8zZv8zmf8zzP8z//9mAP9mM/9mZv9mmf9mzP9m//+ZAP+ZM/+ZZv+Zmf+ZzP+Z///MAP/MM//M Zv/Mmf/MzP/M////AP//M///Zv//mf//zP///wECAwECAwECAwECAwECAwECAwECAwECAwECAwEC AwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwEC AwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwj/ALEJHEiwoMGDCBMqXMiwocOFrQRFbDVQ 0BWJDzNq3MixY0eKBkEWFEmQ5ECTAlFiU8nyYMuQLmOGvBKAhaCBNK94fDlSZk+YQH8KLemTaFCP SJMqTXqRIIuaKVmw6EmylVWVS7Nq3cq1q1eGVgUJqimWYqunV1rRrHiFxZWLbt/afBsA69e7Ce3i 3cs3o9q2AQK8vbnyaWCQY1mIHBuA8Eq9fSPvLHqSckrLKzHzNDq08tGBgkM+FUnTceG6ny+nzqya defWnGN7fu1aNmzJuLlaRVj1admIgW1KLJu7OF7IxpNrtCr37dWLF03nVWsRufLrHK1jN7778dXv 3w0H/xYsdnjZ8hbLv4U+uHnctlLbro8v361UqTXvw6/J/35+nUtpVxBgbsVkVmZXIQjecBOZF11Z 0KUXIXv21Wehff49pWF//eGXIYcbhggifuONp6GHKF44n4XNtdiWejA2J9aEMM6o3m6bYYPeevXd V6GL75FYomAonmikj0gimV+SScKHZI9x6cejRTxWGR11V16JXkS/gYfjd48JYphOB9623VYWzdWe hGzSOCFNJZ43kZcH1ongnWfmxliefHLEmGJ9BupXTQIKulGOZtZ2UmC0Iapooo5Gqtmkn7XC6GqS Ykppo5gFCJWhoEL0aaiknvRUqagSlFiqpVqK2knrSf/H6nWWTjXrVplSpVZgYp3EmKyPBpurbcJu Sqyke0Jq7GzHLqvsXXDGWdFht55Za6HV8nXWkCK5alZ62GarFGPhinsXY8GpyutKcJqLm7fuHups sOI5tuuohHKq6b769ttspafy+6+/zBb8LG2ejiqQRAnCG6+21D6M3bbA+upWxRJrRW7GtObL8cQK f9zQsLMlOy/JBw+sssHFAkUTSCi3THDKLJe7nMciJ+dwzriZzHNxG/8s2bVC6+lb0SdrFjHNTMu8 ctMx8zRexVEnLXDNX+2M9F4WBXaRzVs31LVNYQ+9LVlla+VqY2lHRpGY5IEtbo5lDkggRrxZPbPT WF//3TTcIZfU4Jx8Q603sbjC6ZbcbStEoE0o/QkXzo0jJBFgXjNeOW/iAWgq2zouLfKc5UGGrnCa bz4S5hejpPi6KVF5X+p7tQS3VGKi1e3qNaW1u9+FB1818DwBLphJINE0F3nYxLdbdX3vPXxC7Qqk YUPR2qq62l1Tbj21Z18qcmL4NbVwryXlnh/e22screcrqVfRn1/Srhyc3ROGOWkm2t8+u2MajHYi Ih+5+E9bvAvN2HTiMx0pTzgPmd7ThHc4lnWvMXaBTN2IV8FEISRCMGsK0UYCuAL9L0DRwtgJBQIY jKjFQ0vS3mUOKLS35e5iK4RId4yHwRwmxXgqzFnM/0KivsUZjoNIlJ7ewkI+5xxRiUmcIFKYKB7Q +RApp7viyIaEPq/QsFSAeUtetFgQ2ZHli5W73uYkqCPxVKWDFIxi9CYIErQ8kY5wdFRXDEMcMm5k VX7USE4C2ZFBEvIhgDxkRq7HpS7yjI2LMg0k4wjFSq5sW7aCU1ryyEngZWUs8FMkQ9B1E1cFMZCW CqUoE4IuqASNSuk5ZftAucqGDIk8h8nd12j5MQmmMm9yvOMchynMlLxwffiDXSctSUyvJLKWC7Fj /MSiO5Zd8ZfQZIgh0/cfHBLymajEUTQDdxIwSWySKwlNMyfJTojoSEz7EdGJnGOabVpzmYiD4yfJ mf82avpoMAyj04wyRBd+ZjN0Muyn8pjXHb/cKziyzApzYtmmNbnJkWdSXtseukmlEKiggOoLk/Yz HiCtSCkStCceg6ko9iCPMmGUjh5T8riG3k6m+FSXQRUy062oEVWMUaU2g8O4YxKKJfRLjrRmpdJQ UWyGEFEexjR4zMVZR5NoTEgVQ5oqjabKlM0TjhEPoqGrDsZUYwpXUHt2S6EmhZ3VLCYlm/VU38AN Zp/raGdamab8NPRvR1vnpiRCVJyyNCs/LRX90AI3WTU1L0MaK0qVGZnAMnWnfWrYaLomncQIKHzs ywqcskpWdc4qsUydkkEoO0oTeTFdkpHmcQ6nvHb/HhZ74nNICcfoN6+uFGHY8JpgV7PH3Dq1gAH9 oGl1W9KvBE1bsp1YZerGnDFNV0EN845A53QVBjHRPODd0uWiVaITSeh9FUpvPPnj2tdakS/Cvc4N l0Rf/9ySSTDEb5MwxN/46Ne/QsrPLYMjmCoFkD0PQo96muuV0Q4ttLiizHfPQ2HzRHY4YbqTnTbc GWwZpkCa9F2wqveQ7DFzhrWda8kIF5aI8PbEEsWfoapIJu2wdiHocutb46s2xWVmrdkaYaDumxHP IrK9XDGMcz1WGnNpLU9r49ZDosuQOPnvV3e5Hi+n+aAuY1RecryxiotZKxMxDDONbVYrNSRiMIdu /7m/JQomj7ew3nGpf2fRa9O68txAWQW1DtmWjnV6mKp6U5Bi1g1s32ySX0mFtIfC7HbAeqicnJI6 nVUfPeHj1rNBen6L8Q1JPFudTx85oYbCcnaI+kPMlVeSmsTO7So0NcCEC51Ctq30EmOvTmEjpi+2 TRVNBB2vTTWnl/Hu4M48xKWAM1Qy9shNI3oQKsmlraYGi6T9HLjs8inWU9R0WqidvmEH4NvGJRU1 jb0YVvcpqTqyWXU/HCsG7Wi9u+Rx+r4mmRTPFonkXbSrVKlrxGHyzXoOnjEpFJ8OAfSvwSUnvN3J wUSiU2O3tJcysx1BFh7VmF3RIEgh3Lxtqw3OYP8sb7eOdkNDLS3akmnlonFy1LjA84vk4rhS6qVT Mj17O7VN09d0nk4pDwgq3voLn7d6QHT6mCDNeVvICm7B4ByapTmisZw1dBOvvUyu7S5RKC8+LtGV lqvWghzU1Z6bKMtqcElPT3HHc6snG6Q8rbJ0W4J1LrpDRD/xCTmD37UTs8+NseRzXmVN7kHEJlpt h7P7mCfvKCX/ujFlhQ9OfsP3g3A6venxu6+BByR4llS99gn2PdFk+Gr9BaS9G84mX9ikK9EpIuYe 8KCdWe/yiEc4M4oQqFofZOasS0zAMguXilQkDrWVsIzfSwqrNZrRvd58y/GO9mnMPn93rEQ0vPj/ 0qgOdp8QEOKN1+aXL59Q8rvG3A0l+85fdVBWRj/Lkd19n4hff4+fe9KMRnRTZFn9ZxCPpTP3lx16 0z2oRnnI5oCexC4zB2OSsi3DBVwo9T4JV4DZQ2614z2gQiIQVICfwysCaH/01yoEVFIeqEUE5CMk VxySh1L65EBi94Dul4M5Vn5XY4FYx2ePA1AkuDAfhX4yCIJ9YW8u5jj1coI8Y2Z84ircMSZ9pUJh oTjYR4J9FXuCY04fmIJe5Hn4gnKKckFclYM4iE9Rpj3lQxcFQnZLqHp7xhtWly9pIlmG5kRDCEAl pVdYdnBcUUCkIUZs1Rgt9EKAUxEf5oQ800pZ/3ga69FDNgIdSWF5pxGDfRca91JKTbZv64OJ0GRU +uZ1sFNWeTZ/hDEWLQgWPlFvNFWFL8VDyZeGP1iLIQGFUsc2mDQ2uYNEtUJY+sMiMOYQijNW6uN1 oFhLhhZa8NRRsEQo4OJRU0NzivEXX6RBeBJWU8OIIvNhHogfM/JeH9GJ30Mk+kdcuHJBj1h/ebiB LgEeeCFq0BMgSySKeoWGthhn0WN8+tZ5+TgQ93GHcuiP0lhSRth/uHdGGfWIG3Qm/sQfyVhL5EU2 k8Z/hnKF+sGND5OQUKgclKYbNRg744ES+EiBD1iOb0iLn/N2IbkU8BGR0JRWZ0KAXfV47EiTHv9J jqzSZ3v4kduBkyApRz5okv/Ig5W0LViBhrtCGPJ3cmi3hyW3iu4llcrRQD2pk9/njk5lkfUHlMXh auJIgz84lCWpj0YpRV93gXEmc0SZNUhIgl7Zdr93K1a5h1h5P4OXKjy5h1TmkSPpZqzIesyTNtSl YYYZFgqibB+GOqVTOrHiO420JY8pOxZ1XvZBbEFiJQXkJAa2d1M0GwcClhhUP7fHJZFZYTFibSui mXLxI5y2mvPxT/9VXx3CfDH0ewFmIkpymyPFXxdCHyqCeu/BIps5nGtiI19Ge77pIw6XX8x5X/9x m9IpIlASnNaJepaJXBc1IcvWnUqYIMyGXRoxlme9c5iu8TthWDvI2Ujs2SXd5SVCN3Rg0h3ZpZGk Yp99gZ+fGWgqaZYG0p9qWTMBAQA7 ------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0022.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Module No.3
CE ampli= fiers (A.F.)
Introduc= tion:
<= /span>These amplifiers are most efficient among the three modes of transistor connecti= ons. CE mode amplifiers are mostly applicable in 95% of all transistor applications. The main properties of CE mode are:
1)High current gain
2)High voltage and power gain =
3)Moderate output to input impedance ratio.
Common Em= itter Transistor Amplifier:
Working:=
.During the positive half cycle of the a.c. Sig= nal, the base emitter junction is in forward bias and also vbb keeps base-emitter junction in for= ward bias. During negative half cycle of the a.c. Signal the opposite voltage t= o vbb=  is present. It decreases forward b= ias voltage.
------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0023.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Module No.3
Equivalent circuit of CE amplifier:
= The action of CE transistor amplifier is analyzed by two ways i.e. D.C. Analys= is and an A.C. Analysis.  In the transistor amplifier both the D.C. and A.C. Conditions are considered beca= use of their effect in the working of amplifier circuits.
D.C. Equivalent circuit:=
<= /span>In this type, CE amplifier circuit is analyzed under the D.C. Conditions. It means no A.C. Signal is applied at the input.
= A.C. Equivalent circuit:
= In this type, CE amplifier circuit is analyzed under the A.C. Conditions only. The capacitors are generally to bypass the A.C. Signal.
------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0023_image015.png Content-Transfer-Encoding: base64 Content-Type: image/png iVBORw0KGgoAAAANSUhEUgAAAgsAAAKoAQMAAADDGS7NAAAABGdBTUEAALGIlZj0pgAAAAZQTFRF AAAA////pdmf3QAAACV6VFh0RGF0YVRpbWUAEXicMzIwMLMyMLUytFAwNLEyMrMyNAEAJfkD0SIn hf4AAAAlelRYdFNvZnR3YXJlAKh4nHNMyU9KVQjIyC/JL87IL1Aw1zMAAEQnBnUjABTwAAARyUlE QVR4nO2dvZLdthWAcUXNcD3ZEVW6UATP5AXcZiZj7owfII8QPYLSuUjEu95iSxVpM7HLFOnTZalx 4dKPIDpyovw5oqMkorUUGQAE/4DDcw7I9frGXni03iVxvwsCBwfnHPxQtFvTP8VmxFfbEW+2Iy63 IxoW4jF28y80oo7qGLv/mkZUOxxRMUoRNyjiCxYiwe4XNKKJG4nd/wejRQhEyUBETYrd/iMDcVaj CKouXqp/pziCatSvDCLDsjwjEJ+rf08qFPGSgSgqNAvVUw2iRLN8zUE8RLNQ1akR5c91d28+X8hC NOploXpYuVPflBW7hTyE+i2E+mAZqf9n+VLOLxmIKmrzB9lpvpDnrzzEaZnFxUIeYhC4PMm05mvj +lGy1LR/YrSI0ntx/YtkScBqRh9ROidualkvZKE0uEEkSvPVcinLc8aDtDiCaBFTCoWQ7bLOoMZU g5BoKTh10V5sqotL8xNFUJ29HRCLw9G/eIgYQfyNZ19EdRN/vXAPUjmZf+msyqKlPsIYU3XaF9np fuHen3kIpW/2S1qLGgRsqnZtuWRkcEZ2nX66fOu/2y0+SuUspYsrLcUVGNAcE4VIkHGA2nd+AgS8 wqxM4BuBAVGNf4sJMtn/Y6+9mCC6S6DOV8Ozd+0LUQnx6f6W2Ne/r8TR7u4HxyfifXEidDr60Wsh jp+//FV06/jVRYf/YfuZg/i7RqxIb/3ytz+zQv+lKFchumRq7d8rSzEm+XIzIvpC1B+L2+o/nY5O fiPKh+qXO7ren7W3xTu3P/5QfLwTOwRhRevRpK0KoOHGBteiW0yJ0StAtJBuUwnZ/9a+udshAN+s XFKSrTZHekQneU8LEQHDcoUgGpG6lz4D+g2GaE+Baz6iwRBPWAjwm24QMOKjgyjF9SCgbNdfisNA XEFdHEZ1ftMPkm1G5IeBAK6tRUxKc7CidV11cYM4FES2GVHIzQjI0whE1ICnEYiArKjQUmxHVNsf pNhenYP1uxpRQyZ+GAKM84YhwCBGGKKAPOlAxPZSgL4KgPhkGQF5y4GlAFyaYNHaSxYCeZA25wk4 hoAiE4EIZk/9hkuR8xBnCGLPq04E0TD1BWK6gvH/MAS3jyAPwu2pGCJRPS2lEUij5rIthVuSsG6W q1IcbUTEbS1d6QprkWKnEG5dhSHUIFBLt5RhiEZkLATaR9LNiFxuRpRJLd0HDfQQy7iWbj8JRORJ fbxNLlqR1BwBRxtV1p7WCRWttFY9tTxfjyiUdCrEXAmHIXQ3O5KZ2IBQQ2p9HDfRLEsYQj1EfSeq k5mArkFUcjbnHv4gclelL9cjcj2ZeFqm86IFIYpIIfZltgFRKrlI8ockYmmmr9UDYlrFxbs0IvOv DdllGZU0Qo03iylPlMagEaCVbFOp7yEtYuHVesTTlouQi6Xos0n/Wp9yjagkJZ1FuozYawTdzSC/ fMiu8U08GydCRcvg5xoYmFZAZu+srTWXHB8BueV9KqB7YdOQOc83KxGxgNwRAAFFOQIRWJsyHwRp U9AR8BHoVFG5S7cifNMXQkBxkpHPQjTIFCKs0QAEkGtEAE0CNCo2z84LxCwutOAjsG4GqubAOcQ9 C9FiTcKMHCBDEddDRJqE6yEiCKbWasUygtnZffN2khu6BYgWVOt97oyFyJflAl507V/0LP1gBKgS htwZB4GuLwTx3gfQdadQF4FKkS0jeKKFiQVXwMERq+fzEJjBB+qSsJGdu/IBU3zQaAk0Iab4mFMs mA3ORGDWAXP2rtiOcEzsq0aQddF1D8yAphBFp3jzTQgjmFsateoCJJjCIBH3NWLT0p7KxN6gOHUA QndE1EThITADmonA2pREdIGz/TaEbgxMd9II06io0UgijHSCYwUfYRzZLaLVjULotisO4jO8m3EQ SZDufOEjEr2dClM5ZCmOY72pa1B8zSoEXQrfeJgh7kTtOd5JngBzgDNEstMIrJM8Adp8jthrBCEX nuTNEXl23v6BEHDPPnAQ6TnuFVGIKi7kOW6iFGd+sH6OKBUCU3yFiDzExRzRqOrE2lTv8EEfRKdz tE1zHgIzXTUCrQuLWCYohF8XgQhbnfOddO4HztC60GO/QjQoYodGTMsOMU8OQg3raMTUIJx5Wf9B sOX1BtHMZxUgJxMZBCo1TJzVtygE1iQacVo5U4BhwUq9mPu0SufTpWEGtB4mTsvs2XbEcxKxSOgQ ro0eVheNQTgXocgBhkhb8YBEEAvba/EOiQDn0qeIWSkuJ4hh+wfoVI8I3+UBEOkyokURQ8IsFINw poogBFWKMn1FISSGUCWoUqqboXanRtQJrnLwHT1Gct153TCV0wm/E+EA3H40EqN/OK0a6LMzIwfY uMxEYKMAE4E5Z8zgA9ZVufGL7QistzODD0jUlYlA44Q8xCaHu0uYWDARm/xUeyXbisB3dfMQWG3y EEsN0qkRHgJ+kFoIwUXUcBBb706LmYgGDKXXZodbxmxUcJ4w7zYMMhFQlLlRn9/rrYvru1mlrdVK VSi3s/uXclPHhUiZCEDFdiZzIxImwg9U9xH6fbQa0e9uLAVzxspH9O1cr0cMChncTs5C9DL/CpxH 4iBGcwHc8slBjP0fErsLDmKyhIA5k+khJj4jZA5yEBObhTkli/n1K9f9Tu03ASgTBmISVmkg8WQg Jg1S7XjKwUPI8dcYMAcZiIkFWCRA9I6DGL94nwLBIgZiosVEBix2mSOMdnIRYyM0uxY4omqGaCDE ZCpODdnAxNy8FKa+HcTke7VR6wvGHGHMytN5WScrwLQNBSgkH+H0g0qOt1NoiPARhdMPJnNg+jn9 uMIcoT36vYMYHRhjpfiyBSHMgwyRkhFhuqw/MbeEGI2d0XI3OrSSHEQyQ4xNYCTTX6LnI3KDGEVo FBOjQ/2TXpYQ7YAYK9cIni/hPqLohvE+5+TQNeH8vYgoHcRQcDut53USEjE+u9WhROC2aJ/2a7IG hOxvWlVBIhIXUQ0Iq7A8D89BqGLXDiK1v2R2MGQhsinCCnQ0OCreBDiNMH81IusjChRC1UUzR3Sf UDZfPy56/YxGtBbRR1eGyllG2EuxNfO62lPC0sd4KslH7OaI3nMkEHk2IuyBHk96RG8jeUdDuUPR 4xHRVeSpRdzvnU+vt7tD0ViKsqu3M4s46gcQ77BDd0z1EJFFDEqZRDzui94j4h4BKBACEbkI2Wdh IM4s4kE2fqAQo9HKRTS70jRBMyCGLNTmj8QiKmERiUWMIzqFiEbEgxli/CCxEaaOhoGjNF1yQIxN SSD0o/eISk4RkovQqUeYzmB7xBUj+PuKugfZhChMdW5C7I1cAAh3FMAQ+me1BVG+v4Ao2IguWX39 /UbIZUTGQ/SD8CpEZ1L1a7rLNYguOtB7pKtK0S2waOzAwazOp7Mrpd2d0SlcAOGeMGhL8arNLu0v hV2dY9R+fiKKY/FQTMaAF/CM1V50QTwkjQi4Lhhnil0BQl4hYkHAP7wrjo5O6tu/PhEiF2+pQfjI fvJdLmKarAG97x7fNmoeiMg6hBHPVT216ds5W42wnd36zAMiXYGQmxHWsd7yIHbM2jQUOYh0uLQ8 ID7djiBKIb9NhD3YeyrgjG3gc0TyXUH0BnQ6XGLsnp5/i4+gzPgFRP4tIyIXQTpWHuJsO+LUImR/ AXcyIcQTDyHbeVpGPJ0jhkqsghGdjpp4RQEImwpbiiEjEXyAEJlFZPYCEQIBEGWPSGcXQhBVj+jb kojlQIjUIvr6DEd0YpCLt3tfl4hrIYh7fU5ycaaXp5NnJZ19k4QjOrWlEP28FRGsRBCpXV/iTwqQ iO5bFcLO4VFRV5McDW0RmQ3QUbFfCGEKVYg+cOcvC6YRe4PY9XZPJcMRgyh1y0P8reo0YhDobtUQ Na0AIvrPVLu6BboIAzGUvBG6n3tdhIEY5xHEOyk9S4Mj9lqNU9NN3aV09ucoSzqsRE56mY84q9vG D+nFstTUm/2uOWIsul59B6xZ9xG5ixgqUK8xIecQQcQ4zaX0J2smc4bQ2yZGeVReDrC8jqgLjRjK XqshDWpBHKHTUIOVEI9Y09PeRtth1ZJCfMCaJPcQw9YvfZQ4a6re3+7bq3+NYC0Y8Pfv92sVypnH G4ToV7PVU+8fQ/hLpcpJffoEEJG55erq840OD7AQ/hEDI5S5IgY4paCvRHDhAw/RL+2p1iNskMls 3FiJsKesq+dYvV7LrmerRLx+yVcXzFAafD3C2M9KvrP1iG4NnqrM9QgbtYq3IAobYWMioLY3TxKx V9yCi7nzrqMzEfDqzE7nbUJ0iYlw3fpvB3EFD3KD+P9C+KuTAxF567+kDEDcwhDS30UQikiodTlL l4a0j1kIZDNNIZgIuYjImQhkw8OeiUC2XewFrzqRvQYd4g2JQLb05MxSIHVRGISzJRqyBCSC0O86 c170yLH4xlRqhGvnQwb0IqFHzKsDcGmQnlppREUisH0wyrhukvonFAKpTW1cK0TqfMBHpN6lCSK7 IsQ8B1AXchnRGMR7FALb9aYRcX2PQuBbGTWCFC18Q2XWRDQC3fUmslrU9ykEfkRXVopaXpCIFEEo heQGwiF9If1r0+wMBCYYHeI5gcAPldIZ5CfetXkCT7ubI84JBPYqLPsgsXdtnvaYcaCzVzsKge2b M8HPKiJUDn6Ynr8OG0Rk2xEI4dpKgapfJgLanBGIwIYiJgKVTh4C7SM8BCpbPASqLyC/7ZtBYHXB Q6Bai4cAXwQRhlh8K7JOkNgB0okIOLjnc4KwE+FYg4Ant8wQRqFhVUG9PKR8O3au+AjiVMDukC9U LKhSVGmHkAiCiPHZkwOQcxrJ17nYMz4wlUO9JMIebe+/J3fiPBBxcPuyAXTXMfHCDHs6PtrNiNd2 dId84eJJleKeXfGxPC6De4GnCDumI4iamBPow/DIWES9VEYjzpc2LvcI4OIcoWduXb9phiAEXNnW +luw41DJUrwd65g5JuDgBu95o5ZlRhxqInHE/egrhcCEk9rWWcvoZZURxyfjgRvdUzUCMxpL4Atm iLwtM0ws4PqcIpI8LVtwC+okv8QQ+pCvAj3jtgWdlekgEJfp58TZsBQi6TbtoU0CKBPnK8/hLxoS pNIABHb0BNTbHUQicQRU13NEc0cSR7aT86nGl0YQoOjOEcZsRXVnSiMydBBgHGitxQrrqpShpNMl HnxgHquNHfwDHkkMGI2occCa4Ua9omFONkMRKYLwjQ/QvUMInD5CIRidvSUeBBLdsEijRni+G2DG 47ozrtyGhZxMhKC6qnsEHejSyGWEshyaxHETIccKqYxCx0xzCoHWp5JODgJxi3QJm6SgS4GbawwE VhfamWAgQNvSJh1OZdQFZq7pga5JnM8AAo5Ip44Le4swgHAQonLMg7gGCIBIEURkqrv5MYHIlhHd ICHnPS2sFNqiVKUgEZi+UMLfHMf1LOIJKD7MXFOV0dyJavkpikBVTqknBSK7/2ARgZ59XOrOfkoh 0JO5G43YN/IjFIHO6hpE3shpMQIRZqaneHS0AZEr5ysu3pup1zCEXoZXReX94/UIfZZpFVX3qbpA 1l/YlYZUo+KIjIVAHqTbs7oN8QOLeLYeYZdSz6Y3whC2C87PiwxD2BhedXs9wo4xJa61cAG3GzXv TTUbgMDsTtqlMencvzQkKEIXWArIjg9EQE5sIAIKDAe2CO3eUaWg4loMBGh7hCG4J54hCND2CELA b4sJRGQHUArYDgtE8GYmsBYB51oDRWu7XDBfsIP2VJ7bjyL22xE5cO0GcYPI28uDKMUN4gbhJ+a6 3xvE9wxxbdLpb4OdpMOoCx7iCh7kBsFEXIFoXZt03iCuD3EYcnEYonUYD3KDCEL0B3KBn1+4Of+7 8Q4ng25mGKLGEEs3rxxxBQ/Sinfl++Kul8ve3P3uRMREda5Kh40AXup4naV4AeXq00X72u9BLqIW 8DECNrcAgmMuohJgti41ZvszC7E0c3Y4CLouan0g4GIY+wIK94NygTYsDxGWvsOIj9Dsy3MCY6gJ PpTBphoaYbxLYK4+VZBWhRB+rgkipRENgWCUotnwIDxt+bV/6VBF6wZxg7gSxP8APWaT8QQiAYgA AAAASUVORK5CYIJ= ------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0023_image016.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlh8ABtAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAEAAADu AG0AhwAAAAAAAAAAMwAAZgAAmQAAzAAA/wAzAAAzMwAzZgAzmQAzzAAz/wBmAABmMwBmZgBmmQBm zABm/wCZAACZMwCZZgCZmQCZzACZ/wDMAADMMwDMZgDMmQDMzADM/wD/AAD/MwD/ZgD/mQD/zAD/ /zMAADMAMzMAZjMAmTMAzDMA/zMzADMzMzMzZjMzmTMzzDMz/zNmADNmMzNmZjNmmTNmzDNm/zOZ ADOZMzOZZjOZmTOZzDOZ/zPMADPMMzPMZjPMmTPMzDPM/zP/ADP/MzP/ZjP/mTP/zDP//2YAAGYA M2YAZmYAmWYAzGYA/2YzAGYzM2YzZmYzmWYzzGYz/2ZmAGZmM2ZmZmZmmWZmzGZm/2aZAGaZM2aZ ZmaZmWaZzGaZ/2bMAGbMM2bMZmbMmWbMzGbM/2b/AGb/M2b/Zmb/mWb/zGb//5kAAJkAM5kAZpkA mZkAzJkA/5kzAJkzM5kzZpkzmZkzzJkz/5lmAJlmM5lmZplmmZlmzJlm/5mZAJmZM5mZZpmZmZmZ zJmZ/5nMAJnMM5nMZpnMmZnMzJnM/5n/AJn/M5n/Zpn/mZn/zJn//8wAAMwAM8wAZswAmcwAzMwA /8wzAMwzM8wzZswzmcwzzMwz/8xmAMxmM8xmZsxmmcxmzMxm/8yZAMyZM8yZZsyZmcyZzMyZ/8zM AMzMM8zMZszMmczMzMzM/8z/AMz/M8z/Zsz/mcz/zMz///8AAP8AM/8AZv8Amf8AzP8A//8zAP8z M/8zZv8zmf8zzP8z//9mAP9mM/9mZv9mmf9mzP9m//+ZAP+ZM/+ZZv+Zmf+ZzP+Z///MAP/MM//M Zv/Mmf/MzP/M////AP//M///Zv//mf//zP///wECAwECAwECAwECAwECAwECAwECAwECAwECAwEC AwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwEC AwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwj/ALG1wkawoECDBQciPLhQIUKHBiEmXMjw IUWJBDFWjEixo8OBIA8KmtjwosmSKC2m5LiSpMqXHWPKnEmzps2bOHG2uhIgwEiCggKw0JizqNGj SJMqXcq06M6fMa+wCKAwwBWiMbE23cq1q9evNgWJ5cniyhWoC4NatRpR0Fm3Zwu6FSuIBQuweJdq 3HsSpkuWfjP2BUz4b8JWQYeG9Dj1imCyB1shFjhVssCdhgW31Bx4Y2bPnAuHzku6tFytESWS/Zix sWXLpmPLnk1b79u5DsciFlu7t1LUXHfzlsl3s2ngN4Uj9028rHOp0J/bdT5dutno2K1rl1o3+9Se PbOL/99OXrzZ8tbPj1+fHrr699DBg29fFn7583Cvu9+v//bZ/3O9BdtlkhVo4IEFCoLgggw26OBO 3wml4IKRVRhSgZE9qOGGHHYomVh29VTWhA/SZeKJJt6WYn79Afhfi2Yxh5Rk4cloY1o93agjaa00 tqOOif14VHGdESkaaJ75aJyRnzE52pNIOlmRWgMeSSRrSw72mZAd8eQYl8yphRaYZBqlZJm01eXT cmi2SZCXbqY5VVls3ijlnVpCidWZeGbpZ5F5RomQWUIJuBigf1oZaJwG8TQmo14hJlWhCkJqKUI9 1XmpU4SGp+mmMvboE6heTSpUldjARVdcZfaJ6KuEtf/S06OCJtpkoK5auVuIMWYkK1WpTkXrTLne uumvw5I6o6TTXZVQeHNWmtCJysr265fVLqXmrBhd26NdlknFglg7sZotaTxZ9em5DzFrl7NAcRfv WcjaWKyeLt172aTm2oqvv7XCmu++c97FmUZujasgvcYKDKWb7vbL7pARKmYUSOtOTOy2Emt81Fjf DeUxlzuJCO/IOkla6MnH4uoywB9299yY+tb8ssPYRMgyzDcrahyYEIInLco5lTtdskQ3pSli02VM dLpOJ33Rdfkh/VC62Ep9k5ig2vwzNuAJtNpMbok4oNc4o+0zQmql3fOWi8qmVogiT9sQyHRqnVOQ ejf/lW7CVkEF2UXf7az0pmpSpJ7Vfctl10+qZsSWQYB33DhF+YkIrkEixqk23CXVVfeb0Qa89ukN o/7vQ2rJd6pBwlKO2OzSfr46yR7NHbXGrZuNqVBiB/7h6Ozu3lHC3DF+OTbpzso21fUeCZbxvYku /PI0/Qo82fWNpTxetpueekQhZ+02z+jjDLX0GWIVvrK7QUcX9jIlRj39NW0b+MQDKej9iwDyH6qA kiP8xeZD4pqcpeInLv14byxv0U+zDMW3aoVPXw/pXPpUJz4QvestSMoeA0OUKY+87Xbjs6DzWiWu Ed3vbvLJmwGdQrvllBBM/DJfcMpFKckQqiwz3Nuc/7QSv/CY5XsE+krJxvVC1k1KhgvhVxMjdULx QWlwUYnQfLLyPAnVREriOlvciCO6EX1RLdi6YBVlFJQvlatbWjTYTc7EFFEhsS0TwlwLh4aTvwUx K9+qW+wa0jxNOepNRwTh3rxYFP1VRjJ0Y+Jv6PjH1GAoVaPC3AqTM0RMjmtsW3udU7QYQ7NMkZJC UuPX5hcaWREPbgLs36kmRRSNbBKFAnHdrGhlMzvi0orAnOJxCjijuXiPTVh0ii6BlZdkVtIpXNNJ InlzKJv4ckjLFGYGM0mqqsGIRQBMpDhh1CL9mYxq5NTPMkuZTviYrD77gacEr0NKUVIxl9y0U9zo Qv87cvFTgABVTkD/6c/ZmUph/SQoQFvXGHmaSKAFVRO9/lnDge5mmed7iUJcKRFVdmaBxNwbuZRS QWW67pWl2t4zsclM5tTIKL0LW17attIZ3ZA50ctJ8+ajTaBUBk0e5SBEOFpFDIoqjXmKqYiEhxow 3jSYRR1jq24pI1DaZKdmg8u7+DhKddV0KU+1kUS/95T/oMqD9XnNALs4rq8mZSxG7ClMo/VCH7Zw TjoUiJpQirsNplB8onLdSILaMKY9DjlMKpkueYPW4WRUqFIFahyBWkZT7g6C9ZSQXJ8Z2JYC1Wjv QuiFLJShhVnvcd9xK17SJccFjvCu1YltdY44NPv/ZYuwv4SIbf2a2zVO5EMJeg3ZQvrFqPI2TulS 7W4Pk0fVYvNxd0SZpLY1SMRo0LlFU1l4ouuxzsrnI9U90EhxatzHGoaEFuvtcXHrmZ22FXYKVJNW a1le9rVpVy6safNaSxlGgm1NlsMuAsFjOANq71GjLVmlTIndRsmHq8/spAgPtCP2mrAkzBIKFNVr Xg5DliBz4qI16/tXJSIImi3sVSWZlk/nfkdlBb7IfK6yWUs9kcYh/COyljjUjR2Uu0+rWF6BSuLR HFXC0z0i5qznHhF3GKrrZZvOrMZeKZWGayWb6JsU6LgZ1xhxp+VrEAWYGp/6JMYDYe2Qsdc/uGgY /8IN1iuAEOZmhq24YnBmVJVzUr617jnKf/Ihx9JY0YBh6clfDk7ZTJboz+bng2gRk2GBbOCz8Oo/ lWRojAmyXXH9JMHK1dmm6YdASNPMiJv00qoa/ee0+dHDf201YPq3K80NzbpAtG5cODoXKOPMxmE1 cBzzXBz7SarRiLPninloRJH6zy1xhtOyMSs/ZAenyL4mjLQBjegiJ4bA7sP2+9q07Wm/OM5bKfdK o4nupaj7mexeoLixzTwuyzrW2KbSh7v9NUa9O9PKbjfFuLxu4gr8Yi/96nJJdW9ropI48+a2fTEZ gKJF/NdATXhN433wRtGznOc5JznNyLt4irN8Dlqcp5JV+xQUrcjlLg8wwx94IhWtKoKrGq+OGh4l rY4TnAwm1sX3PfHuuUireeY3xrkE86YnnWjAffZCKX2pL3cHgBsfj7X7xqCvNqhr9PbtiCWOb7JD 3OzBDAgAOw== ------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0024.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Module No.3
Collector Current Analysis:
Output is taken across collector terminal is CE mode connection and hence it is necessary to analyze the collector current in following conditions:
1) Absence of signa
2)Positive half cycle of signal
3) Negative half cycle of signal.
= Absence of signal:
In this condition input signal is not applied.
= Positive half cycle of signal:
Only when positive cycle is applied at input terminal, the forward = bias is increased.
= Negative half cycle of signal application:
<= /span>When negative cycle of A.C. Signal is applied at input terminal, the forward bi= as is decreased.
------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0025.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Module No.3
Block diagram of Transistor Amplifier:
Transistor amplifier and its performance is che= cked by knowing the important terms as stated below:
1) Input resistance
2) Output resistance
3) Collector load
4) Current gain
5) Voltage gain
6) Power gain.
------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0025_image017.png Content-Transfer-Encoding: base64 Content-Type: image/png iVBORw0KGgoAAAANSUhEUgAAAfcAAAEhAQMAAABY3HtWAAAABGdBTUEAALGIlZj0pgAAAAZQTFRF AAAA////pdmf3QAAACV6VFh0RGF0YVRpbWUAEXicMzIwMLMyMLUytFAwNLEyMrYyNgcAJfQD08+g wPoAAAAlelRYdFNvZnR3YXJlAKh4nHNMyU9KVQjIyC/JL87IL1Aw1zMAAEQnBnUjABTwAAAKl0lE QVR4nO3czY7cth0AcMp0VgYSWLl1Dwsrx97q3ubgrhbNE+QN9gF6SNHLAHVXGs/BLVCgL9In6MUc 78GXFnmE0NiDe6qVumgYWBbLT0nkn9THyNtF0CpAvKvRb/gh8s8PyUZ83YHW8fZjepot/4KhJ+k6 T1f6enn+nfLX+cr0l3s3/cL+8I/zbdb+wvyWfXAJ/z6WvvUUgeM+QhVCuJI/4ylPoB8eyUqPpnw1 24fr7+P7S4ROFviSDw82qPFved6g/uOI56PH4Otd/xgt9dzzufphN+5J3Ger/GatP9N+ovwD79bf 5pH25Lj06Xaxd+Pv5on2h2P9aa5+mF9+N35v0CpfnRo/UX7a+zboj7x/5HSztP2442f9RI9AR9b/ Ed4d/+vzeb7/8aj06cfzXv7RrPYbu//C5yt9sdC7+WcmMk+0n2j63IyMU77/UfoGTFuWeYb9C6b6 n+upKUOfjZinnqel9ETXemtuHrf1D6dj5vZ0vsq0V7BB3fXaV365WnNFV/8o1fk3vpuXaO/MU+TB UOr4VozLw/S7e3nQn/pz69qM49bLFMU1SGdL+E+GvjmBPgn6LTbe1qCKfywbzBOMR45nGZE+Yf3M 5JcIpb+/j7I9RSQjE77O6ZU4g5vwLCmnvk/RT/j7bv7wmha18O18X3gTK+2TmK89T6EvZf2xIA/4 MpQ+R5uZ+Qfp5zp9dO/Rm+Z3//J9Bsp/ClKQ6Vdd+ynMheL+s3so87uhuH8vbkTruij433QKpFU+ N95eqOIHS6fab42rQf9t+lnqzvs+c/j9R7TfQfxoUbd8q/TvsP+5/df0v9pc18cPPf4D38D+L31j 8t13Fx0/CYiLJoXOV5nyJt99cjp+wOUo8dIXPwz8nzwP41/tec6H+e8P43P/PFvr85Bnfj1HfXMr vgZ7GGSY20lPV/vSu063PwbuH1vpw+mTrt/b47DIV33Hcb1/Our9hGLph9sfAj5W/zHvX1gt8yf+ hbuINy3SLz8oZ6z+aNDDeop5UgQ9iDMxbwbeo73pKDM96L9tEvaR8gNvAyUtHA/nv5H82wt9D+O0 9v73LvV+v4zlP1b/frtubP3N9d4HdrExM/8N8gcGE6hmeg48yRf5C9/X6SJf+x+YkWauBwN4gxZ5 sJ9tbgCZ6avc/0DfgLkejAut9rPvv3++Dpcf9D/t4eMAouvfz3/uX6cXeIHi6wbh7X+0EQ+K3/jz Nx55fqLy34Jhmfnrz1Efqr7fqj9fH+uT71RQiO3f+770Tjfoa2cvedy3oP54lQjvfm3cczAsc5rI VYFzesRXamx3vFwt0rle7gYhpxByfwa70+oRr5YHztxE7g9hNttXWJRh2LmUb6a92X8S1UU2Q89C /i1/GfOYE6dzyybhe3GbvccNjm+HzYXJ1T4DPjL/hF6cED73fFlFvFgukXaYfznTwu60AIn//HWu 9SKAOF5tDybE8xXc7jPzD1FbTv2p8Afaf8Cb9iuiHRnWliy+16Jl7svroFfrYTLsLWo8Av034PX+ kWy6ztpAjYfY+PfW03IfTF9FSzLMrZroYTMJed3750GvoqWI+G+706ou8W6QR+nrIjz+qM1UkX7/ 7aotYTG5f9fkb80gIH14/qfiHyHD0ilPyhaxDJvRRfhHYa/in+vleUwLhrYDzyKeq/qnxaB2xIjY ivZbPz5LsRkEhX+Yk9RdA/bxj9TZq/68uAEtZmm9fZTuu/pjn+VyW6kA6cvmLtrfN/34yrDcbUvp 04dZ75v7RdjLBiTa/0kfApmM3yICN9nQo4J4vo+f5AqjPgSKCazoQwltPU8vEQt4ET/JVTLwrfTl zvUigNAaNQFPsBiD0LO+xwgvinAd8m0Z9ln1DHfezh+v0oEXkzLKLjmHXo4f2WGfdi2otvtnmeM5 pZds6PVnMgCQ4vvrznf7X1fZ4P6LAEQRHc5JuvFPXb4feF1Iei48cbzTz+34re/p0JtinOXYhlEk V8sUXUDPTKQbeFOR7EGOUO8PXNz/kFfJi1Zgvd2oEuWoBv6Gi/vnlP+gi69Li2zEEc3vvf0e8qWZ xKp0KUOw/s1kt0WJ9S36tf4h4++42Ry2nr+IeI6SbnxAP+f+oS4iwud++TufvunO657wne/pFjmT aFN/IDGqK3C4r6296H9Db+Lf4DJ92Pk/8Mid1Zn4BbxpgAHv7kGZ/VcQV80jIuhxyAdeB9JfCTzL /u4U1uz/BCow7P3Dxs9ilW/Bvtgyz6DXg85sn/sf6Fs609t9+cHhPj+IerN+BMlz9/nBhPcfX/X7 B65vi7CH7dffv9feGXp638Dih9efcP2r+y/YlrcrMt+H19818HZFOM/D7mNXpDM93H7G6zxb5kH+ 7Ubl5P5jpP7symPe/iXY/usatJ//T4O+Ad3P7pu4voVxqp9/uj6cPvSV/r+ffhVuv/D5RaT/Vv7z N67nfxHPfE9RqP/C54wx38710f33SP7DHvbrv4bTB4FiF/F/DHn4nkHUN8H4B331X/XVWg/qj6z0 sftnvDd/gs+Jl3m61Pv9L/b8AXgWTB9sk8efXy3zfvyx/a/zNAt7s36B2++eJ+mYB/eF+R6h8P3r 92+cw77/YH2rfaD9fWO+3ff++zuoDPYfYr/dPaj3/o1840P1/9K70HrvPMHu/Fus0HLli5BvsD8B IrmZPxa2PJXwTQoHCvXt6XCfX/mColORGC2ahvMP70hKpM/MQPEt/+fVr37z7o3Illwn1Vnt+aok /hsymfB5HXt/Z8rn9ZgPpA/e31nkycf2mfIZDfuU+r5An1RfEf1p8uzC+JSiHJc35RkqS37z5jkx 7zMl/r4s+Uy2H9FeztWvzaW+fzjw/L19LL+hdE9T//0xPNb+/gI8eH/Ntl/vOjv/mdH/imD/M+8P wvePTP8vHO9d98J6EFf8+NXq/g/jj95bBfNauyD04hd8T4b6J8xhOmrnK/X+VAuuIxFv/iJJ5+ts 9PlF7Og8K9d5Pv785f/+lnxxx+nfsfeef//o/Nr7d9f5v3Vf3bIvb9uXobMLfDHqvfcvAh4lNPkK oQcpOUHXcjqRIHTvp+LPn6m5SjHpx4/p9O/Wk5WeTng+4Zms8gfOXzkcHsmU749/s+QPf94+vL9r 1K9N+urlxtmXn/CTx636mzv2M45R3z34uYnO6UZ992JAUnMCnvJPezsPaxPKq3W+BC8DzvBdHEzo VXJE+t2Hh7rJj/Gl9T80xavwJfN84CHBPP9u4EM5GPMtKijdZPUX+eFDU7xl6Q/gTZFx/7gg6POU ovRAmgJTDP5G1bhvNvLNAEwRPhD5xkUSaAPjPheREItl256wT/G+Wu7rM7yrU3RNt9n+OV3o2ZO8 fpQeWH64rrf5PqXghdQJ/zRj59mBFcI/La7T+rJc5GuUsSvp6XXdFC9TegmvGfep8QfpEVroqe8D MWjcY+2J9M/SUAwb84T3/ukR/sB3pv6lF413od/zXa38Xvo9bhZ6zCvls3RXP833SR2Yl074y/OU MJRVdJMnCG50jPo24QidYbJFObr8PJP/fkOxzLfoC+VLdCHmEiRZ6DFHX5+nlIl80MdZUoMNxXFv D5aPfDjHF//jPl/nR/9Zkhl+9J+F+RH40eOu/X8Axe2jvwZ9a/0AAAAASUVORK5CYIJ= ------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0025_image018.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODdh7gB0AHcAACH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACwAAAAA7gB0AIcAAAAZ GRkDAwMVFRUfHx8NDQ0FBQUeHh4TExMHBwcdHR0XFxcYGBgcHBwJCQkSEhIGBgYCAgIODg4REREE BAQPDw8WFhYLCwsICAgQEBABAQEMDAwUFBQbGxsaGhoKCgozMzM3NzclJSUyMjImJiY8PDw5OTk7 OzsjIyMsLCwkJCQ2NjY6OjowMDAoKCgrKysqKiogICAhISE4ODgnJyctLS0iIiI+Pj4xMTE9PT00 NDQuLi41NTUvLy8pKSk/Pz9BQUFVVVVFRUVbW1tYWFhaWlpfX19eXl5XV1dHR0dCQkJKSkpGRkZJ SUlISEhZWVlTU1NMTExdXV1QUFBcXFxWVlZOTk5DQ0NERERUVFRPT09RUVFNTU1SUlJLS0tAQEBz c3Nra2tsbGxqampmZmZlZWV/f390dHRjY2NiYmJnZ2dpaWl7e3tvb295eXlkZGRgYGB3d3d6enpx cXFhYWFubm5tbW14eHh9fX1ycnJ+fn51dXVoaGh2dnZwcHB8fHyenp6GhoaDg4OFhYWcnJyKioqI iIifn5+Pj4+VlZWUlJSTk5OQkJCRkZGBgYGampqSkpKMjIyYmJiZmZmCgoKOjo6Xl5ebm5uWlpaL i4uEhISJiYmHh4ednZ2NjY2AgIChoaGmpqa/v7+srKy4uLikpKSlpaWoqKigoKC7u7uwsLC8vLy3 t7eurq6pqam+vr69vb25ubmioqK6urqzs7Orq6uqqqq2trajo6Ovr6+tra2np6exsbG1tbW0tLSy srLCwsLJycnd3d3Dw8PExMTU1NTLy8vFxcXb29vR0dHe3t7a2trV1dXPz8/IyMjNzc3Ozs7Hx8ff 39/Y2NjX19fAwMDBwcHQ0NDKysrZ2dnW1tbc3NzS0tLT09PGxsbMzMz+/v7n5+f7+/vq6ur39/fr 6+v09PTh4eHv7+/w8PDp6ent7e3y8vL19fXl5eXk5OTg4OD8/Pz5+fnj4+P6+vr4+Pj29vb9/f3s 7Ozz8/Pu7u7m5ubi4uLx8fHo6Oj///8I/wDBCRxIsKDBgwgN/lvI8F/ChxAjSpxIsaLFixgzatwo 8V84MGHEjAEljqPJkyhTqlzJ8uK/cUAAyAxCziHKhjhz6tzJs6fPn0CDCsXZsqjGf6Fkgihn8+Q/ c8DO/UMHLli6qcL+qRtGrBhOY+H+rRvak9wxZA3Hkl07VBw7nGONyq34D5DMQE1NeowZIISIEQJI lBAxoAQBmQVMnFgcwsCBEihCLJ5MubJlyiVSAEBQYrKKFZ0rs2AxGQgZyyyAlLlsWZAZ1phbuAhd YkUKUXnn6j5Y927Ojf/OyBxOvLjx48iTK1/OvLnz5y/a5d5NHVxvAIN2YlwoRGaCIWjSiP8fT768 +fPo05tHQ0TBAgbwGSwgUIRQISPpjxg6dET9eTRIJBGeeGgo0QB448HggEwPBDNddbpdZ8goaoSx BhphkOLOgxAttIRMbLAl4lDvwHPOiefAs+GIQcWDkzzzwAUIBDIhwiGERv1Tyl2JDLcgAC3ERdc/ TAAQQTIOsajkbz0J5JOTZFmX5EJSJlnlYQAociOOLf0TCAAQlKKMBAA0UU4bABSwoUuIyOTGllzG SRc9McikpZwR1uMCAAaYskwBAIDBTAkAAPGWS4vUCCeejCb0jzwy2Llooxk5NMZwQDQzAQAUUCBT di79U4ZMb0xK6akCxeOEpKi2dAoc4cX/QciCiKBSAQAkOGPqQAvJAYAAuLUqLEKP1gkAI7sO21FD asjUzD9PuJmsk6n8Cs+0ykL4Dz0zAGDBM9hm6yhDZMg0ByF1XqAKtv+s8usy4Yq72z+NALAANPGq 9Btw0/3jSHEBsBLuP49wqky+8o7L0T+QyBQJwsTuuhAxkkziIJXb7QuOOdFQQgcchkiD8ZBB/Kpr qA0lzCtRldbbwDQQF6RTh+/UQWaaULRiz3bU2MFGNcQQc0+TlboiUyXTLiSNNVzVFHOO/6TzChhk PILPyHTVS0M+TzuZDyhkqGHJNVgrBMtxd7Clj2bEQYGKPiNWiVM1Rh48JZU9paLErTLV/3BK1y2R M0oIxNnwMLv1YvD3TcvcQFwClJRE7DVRCGDkDDDIREAscgOFzwPHnbDGHY+sAvOShxhJDFmyAOoC HjdDgA3g+oqCXBgurjWJpEsuVE9MAOCQQwsyXcLhP4zIpAS+8Owp0wgsmCD99NRXz4IOBjCXgfRS MJFEEdVTP8UkbOTwhvQswAFEBjItUMIYhwySgwmUoDJH9U+4YQJis/yTDRUysQPtUvKPWcjEADaA Q7dkkgdaHGMf74hgBOExDHdIUIL7MEYVPgXBC3rwgx48BypAAQ9tWAEAGrhDPR7liAhsIEYHuccQ lKeWKzznhjjMYQ5dsMJ/4CNSYxjgTf/yIBM9vEUZgBpOBAaAAAYEgAMcmIAGOICAKjaxAx6gkUwk wEQrVnEBC7BAADpAxjKasQMBkAkDQPcrkS1kH2SixoP+UYvhKGAPd/AUAAJwAgZggQxJgMMOskCG MpCBBSRAAxqEUAY6lOACyMEAFj1AyUpa8pKVDEAAMOkBDMgEAljUJCU12QFPImcAZPvHK24lByHq 5R91kIkRzmEKQXxAJhTIwAAmwMYMPOABu5yAMNnIKeJU4AHCHCYudQiANjBEFjS6Fm/MQSjjaGEb 9oCHPP4hjn/AjSHmUMdC6LEQfhBzOAjgAzDewY92uvOd8IwnPOcxDxtq4BDukOc7RKH/CEwkwha2 SEQiMlcmawQiUgDghiv18owEyAQBPsLDLIrBznfcAhfSmEc855GLReiCGHSQSRnOoVF3voMUooiG KxKBiZa69KUvtUQRFkQBNLwiEg6dgouIpY4tQFImKhjFNhkiN+t0jkqFIM4DiqDQ3uFkVRqwBFne wQXLEecJ8RDXQvqwgccZT0SSKJ5TF5IKYw1nCFd7yD/i0QegynFg/VCBAUyAB6+UTS+ZMFI0krUt XShgOFzwx0KdAg5sgOGvALhAsFxSryx1bSHUOAMLZsCHXawwIv/Qg0wysNjtKOMaVeqSuwTwjqT9 o1kAyME2VcaQbBxgM8MYWGPvRECN/zlKGK+VSQnMka+UFaVdRuosRf6hCcsh4a7ZWkgcABCCmmxn tgP0bYf+QTjiLGKwThmETOjArmsAKgX7wC4B7/EGAPCAt89lFZ7+cYoIFMcDq5PXPwyBQl50F1AF eJbKBnIPP5gXvYxVb5z+UYwkFucBa0quLVCoC3Y1A1AjYMp+rUMPEAAAA7SQrYC59I9eaIA4WDBD Ceaw2uSiSQOhcDCgtIDcYS0EEx/mgH4D7NhGJYMVHJBJHKSrrH/4wlrs6gagrNDiVq3VDTLhwCji RS+ZPEK806WHB2Yy1IT9gxVAZqzlusBjYf2jHDMUABCAUeQONfYPWW2UOMIgEzkMjf+1t0DhLthF C0/2gBvzWFFydzETorasb/2AcofoC4AVSAfOH16cRf7RDatOwAMK2ESCvSwKT03ADlIps6Mau4NA N+oflJDJCewhaODcQgMa4ES42lEJGXx4ODzwtIt/0QTLweAQ4mRXwwDQA1mvN9QAGHWpj3JqAKRh YP9YxiUgKpMskLPHDkmFCmRCAz0cmi5t4rWv5QRqmejg2vLthUz4wK6FzMMLwzmBNYa9aHOzDQCb 4Gs80A2ATrObN2yQSRcua2VWuJfcQ6KHNw5abyBA4lDJ1Uoi6MAAmXygE3wFxxFkAoNtD1gXBDhB aff7j31kDuDDJQUPhjMHUmt6vcz/OAOWANCAOZyMIDzh1T3ozYk0fzocaeW4NSAJ8o78InsyoUSX ocQybXUjjd6JAjK4IYp7FIQZr6iG1F/hjdzZ5B+2sAEbnEspP3P8xwDoOWZ7YUoACAEtPCZadcqB CzWQAExJmEQKSHAVXq3BOD4QwynEKRBx5NrL965UsUtFl1UwoeEAIAAa1ECLTDsJGEN4wxvQcAQq oMEWpNbWQtyxBD2yvLP/UAYXZBICQiDCAjK5wjjuxm2WFV2rxd6Dac/hjT0YmAFnSOs/iNHV4Wjx BQLD0UJ4UfZfaaMp/zhG9kr1D2TsDwC3CLxBtDGLSaxiFqAFRzo2kQZOcM7KcY7A/4yHtJBTEEcD SHJS8gCQhWdo40MAUMLOqNMQfDxfJk7gu5NEkb1jL2Ti0Cd9K0NEuJQIC0EKpkQA2yCAHRFnpGVa DPEvMlEBf8B1/9AJvOMN7uUC6FBq8ZAihPAF7gUAVtAK/OYkr5A9QfAosuBQL5Bz68UP1cViDnEP aAAALmAM9QB+RpIK8uYNm0AHWiATFsAHuoJ8uwMAnvAP7DAqAKBq9HcJYCQTDXAGrdBNuaFK2UMB UKAEnsIC0cdkJ9cRq7AgDLAm/5AGADAJY7hexQaFE/EPzbBAw+EG14I1/5CEDTADexIAZkAPoQU1 eDAcE3A6c5SCAAADPSATa5B5MP/nWylDVE8hCgDGLzcIAP3zD9jwADGQadI1MwNWbDsWh/HgOMPB AbjgdbyShMMRAEcIDspgCfAyF/fQCDQiAfCCXP8ADNkTBsrgSSPwd0SnDk31D9KQCsHgJPjANf0Q BQkQB/7gFNFwSywQD/fwIZmwFqFoJK+QLJ1wMzjYDV2Whwx0gxpAbgtxBwCgBVg4dAvjY6uiBcJw DjslM7/gKdwFCJAEAs+SJMNgBCFgAgKwBQqVA79iCeDgBygAXq0wHATwDRDzKAYJAIcwDQngATDj DnUAB2kgBVTwCNUgCm5gBEdABEVgBGcwadXxD3GmAavAV7CQBEhXAV1ABr8gFTD/VzAAcAn90AUo VAUdyAoIMGcL4Q+rcAxtOFzclAhTxABGAINSAgcyAQcH2AAs1wgLsQyoRwXG0B0PUA2vAEnsSGjT wA85NgS7YHHbEVYspwQAoAcLAQ2olxwP8FOoEHgsKRMp1m784AkvQBwy8H1Oggoy4X+oFQTIIAQV YAdBwAMhgHhtYFQrsRAAJBND8GbWgQ9uYFUGsAdD0w0r4GT/UAkAcADhJQx/VSp2AAAG+AoaEAHZ kA9TBgpJqVbukFsAMAFkYx2EAAAf8Aqs0HsyIQXj4A9twAGkgJfFRpXttnl/ORwqUHf/MAzvBgfu sA5uaV4/4C3GUgHTBgC/QDsN/2ELP1ICmOlDVMACP/ADJ5AIQ+UORnACd5k8DWA3o7cE9EBfEEcK r5kN6ZBGhAA4/0AIVhUF3WQd5jcBxTALLnABncACAFAH/8APiqAL3FZshcBXC5EPz0AF7DMcbCA5 /xANBnIAHfADDpIPboAFk2AXOWAKBqABr+APAwAA2agSo9AIiVBeANABW/AKMqMxOJFXAGAICxFL TkAPoSahw/Ca88AOaYQ0jyUPWFIKV7cjAMA3KQALNgAANrAFmwII0seSH5YHEhMMjGAEM2BgqXUJ XCNz7hAO+7BTC9FNiVICq5AAGrAM4PBXmPBY9zAC0FkIehakqig3zYACAMAAtv/AC13VYGZwYZgg BTLRBvuwKR2ABMbwWLqAAlngiP9gNAbgCZ5QARHARjQgBWl0CGN6ahoQoHF4DT8lEz6gCthgDFJi qCNTlEngm10KAHDQDxBVBM/mFKkzE1eBDC+3aMMgAjLBAnzACi6CDOhGATWAAwdwBPPgkwDAAfhC QOPAddbBCZtRE04oE37wZbVwCbzgdMIXfusWh5ZQHK3gjo7yDQ5FHCwQDm6wAUHwpihxD57grImH CUjwCbXpJNhgDbhwCquHN/IQC9HADukQFlMBCoRwfJOZF/+wCb8yCLBQXTLxBPwgDWDwACNwgvSX Ch8mdHHoD2DwqwCAF4caEfH/0AzOEAw6iw0mpw2SeRNfNgU+0gdZwVfekAAxkIkcyyQ1yxKhShwG kAXv9gF6VAIqGyH/sJoyKjEdtwYfhgBGsG5NGzFM60r/QA6S4ASIZwOa0A50EQlHw4APgQ+4sAZ8 0AfPggyHoAdrYEhjoAfd4K4r+Q9gwClZQX7WYEMAsAErYAjFIDnytRDA8CMAIEfDBV2osrRBMWCj hZOL1g5DCGJqCXjikG8AMACVgHAdgbldl7BuiEKuoKHjAAWkFwaQ4AzSpFX/YA/K0FYZYAtulDUb xm3FUAbdOGFkamwS4w6/QCgfMAaBNran8mWWwAI1agB/ijjDO2CaBQMKxXHF/yZ2anUMBKsB2ctx 54ADp5gLrmsdrMso/0CuAABx4PthhIdZ8UADwyEG0mtk6wcAXIAkTPa+A7YtSCATtdC+2sIKH5Y2 HQEO58oD1SANP5tczBApBhAG4dVbBMwlTPEPE5kGu5APrKUKRrKbExEPjmAsGLAAfFB3ydUNigoA NfBmCtxkNSYn/UAM28AImzIceGFl2RYiSnkOYpBbOqC6LvYJxLEDIAACTEBm6ZXDHOYLDJBjxfEw VgYLH4aw7VYNkLQFCrwb5dALgEAE3zmc9Si8VCx8WGYcA8AMcotZ5CoAMLRo4nBCRDbHahWBISET UFCsbExbcVIP6lgcBhCvuv+7nRqANKGihns8YfsgDl8CACZwtR1Bmm0sfOxQo8SxABqru74CAHNQ bkZAgmOseZEKADeAyZglC5ZDyAMWCa/mMHzcIe4SAbMTKhMnxrc8Xf+wyq3MLtBAJrLsFK/HG/9A uzLRAh0IZygUC+xymwCABamMtfuQDY2AUD9QYnSBDDl2zPxCD8ggDNtQWluyED0iEzdwzRHiqpCQ lAshDGgCAAnQBt7cY516Tu3MLuTwWuJ8FN8ABQgwABwQA42QfrxhyFYpExuQHb9MLPwJAGXAD14R h7SAdMOhBYLsZbMAdMSxAUb6EwpxDIDyZI8IJQqDN/9gCSA9HAewegoBDuX/Yhx8wFtjldMMMQsf 1gb34DRAsQye/AIWJhMG2GPKQLDB1gd5gFBhEGj3MDT/ENVUvROKIBN/MFazwGwA4AAaDQSOyCui 4F5M4A3WwAd8kwbKsA1s3dZu/dZuLQzPAAzmHNeqcAq7sAzKMAutMAzeAAnVEA27sA3KwAqqIA3Y gAvZIAzKsAqZQKqeUAmmOAOpEAuWQA11Ddds3diKCgFpkA70sAmopwAy7WVJhUKqthCMMIIkAAIj gANq8AQjMNuvLQWNANmkyghC6y2DUAm5nQZFcNtdUAeMgNuQzQh+IAeNQAdUAAlV8CMV4AnFMA1Y IBMaIM0yMwqcssH/MEMo/0RFCCABH1AAVZQBBbABH3AB440ABSAB6r0BGyAA5G1FDyCcHyCcr+ZQ 9/1h7t3VF4AAL10cEeBeE1BFUIQAUJTgHGAB+YoBL7kQBrkB/BDRUtIGH0YBapEOxMNMHO4cRMAQ 1NB7RAxzdaQBVvoP7XACxgEBB/Chi8sBDdABDcA+BSBJDVCjG/DDwzEfB7ABY3QABKAACiADudUA aeQBWOwBHUAcBJCvHQ4AVLAP4DAMr3UBd2xkw2DdiWAO9pAII4hAJRAEXhADNqACScAEKrAGXCAD U3YcERADMiABMmADdF7ndk7nMtAFX0AALBACWGADtzSX9pKLq9B7WCkzxP+QPQYQCJ5Q3TKBBKYg C6CADeuQDaYACqLADcpQDuOAD9NgCsXwDeVQDvCwC9ewDKUgC6ruCu9QDv7wDeEwDrI+6+NwC7fg 6qqgUafwC/4wDrwACrJQC+5QDbIQBam3C6qu6qFACVig21fw7FjwBTTwBTZgVSrgBD8VBfk8veNg 7DIxAyVQy4swDtIRD+owDuVAD/TAFPcwDsIQCskeCgccoergD8bQ67Se77IuTuTgD+2QD/JQDsSg C9Mw7wAAArYgBRzwYRVwMEHaVsYhB0el0yRtdTqRywIMFHBTDrIAjrrl8D0mDT5wHGfQjkMxDJ4U Ik4lDr16HHmAmTAHDpn/oL8AIAFfwIZyy4ThRSzvQAMa4INBOvEMEQ2yoAZXgAWVICTJhQxBIJwV gCzskg9WyQkEpAzdYUxPALAK4U2v4ArZ0L/0dyP/4AwZ8KoQmMzQpg3fYAvV8PUDow9LLlUEZA/f IAUxsASUIMdwgvbJ9Qso9KeV4s5hz/cdAfeb/I7g4A9WN2GLVmzHxviZa/jx7LSCD3sfJr6Qz239 YJV5ALmZ/2nhS+EcBw81qgmfn7mhf/rwCwgfFgJar/oDNtGYD/v0lws0kgIwTPsc5mFhJ/qstX4+ kPu6P7inDAACVLYsIvQU3ztE9xNseQTbPvxYWyQA4APQAA7ikP3kNE7Z/5/9DOEi9ND93U8PQxP+ 7Wj+26/9LmLx4GD+4v/+3c9N8J/968/98y/+OOH+9y8O9ECAky/9AAFO4ECCBQ0eREjw378rABxm GNFCYg8rld70kNhixJMjSFYEyRiyRYktGFuAQUTGZAsndSK2MNFnBRY7XDgpEZkzI4gqL3Py8AhH i06ROp78yZQJyUqiLXpocNgmXkKqVa1exZpV69WFaxx+BRtW7FiyZc2eRZtW7VoAif5thRtX7ty4 /9oVGoHCS50XKkSIUBH472AVKJSM8DuYMIkgTVAAVkECwQIONAKAvVAAAIUHGTI8ABCDwNcAFhxC iGDA4QISJCR8oKEYMP9k2bUjOMRA4wCACS4WAIAA4EIMAA+CfyUwZN9bus2dP5e7kN04cf/0lcOX Xft2fOXq9cPOPbs7dvLC49PHbVo3dMhOmQplKpqxXLCSQYOWbJe7d7XgI9MGvmpmgQW+bPTRx5hj 9FlnHfEe5G4WU0wZBp15bLkGHWpMESUXb9yxJRlR4DPFlnfAYQ46FVdk0aCFXoQxRhlnXCiVPuSh MUcdd+SxRx91bDFIIYeky4w9qltRHmA8kaKYf9YhJZm3FsJGiiBuWSWWfIjksksvv1RongsAeCRF 5/4Z5qtP/lEDAAv4WSgXzQBIwqFrzAQzTz331OotLhwiAU6BfByURnP/RuEAgEH+aaUBLvz55xcI ajhkFVIWUOCcKWFEUUY+PwW1y3/SqeArRpj7RxlqzPknFFiQ+acebajR9K12pqGmHGlwdedFGwDQ ZCF42lmoEQAkeTGbeV7Up5hhClHnxWXxoWbLUK/FFrp/KIHAExoA+IKcGiWowIQmHEKgjiY0MKCD QxZSo4IMYJhAAAoUyAOddhQAIBN3nmhizXv8AAAOZOLhxAkownHHEB84uA2OYtLQQoYtUpCAFDyz 5bjjquxiIIN/CIkAA2AWcueHr9powaEIxMCiuDsn+UoFMb5wqApuJphgGX90AEABfsRJFIBCytnD IWk+AYAJbCxRAYBS/8NqZWOPr8YaRUQ06OEXTBwAoIwXu3nt1F6gGuUfaSYAoJR/xEkBgCz0ebsN DVooJwYOoh2Gggm6+cerNIhFZ4cIepEBgE3AuacOh0r5LQRZTnnH6qwvvzZV08JKYBXpLHABxVk0 iADOcxI95Z97cADgjxdvEQAAZ0gQANlgAOhiIUwAQGShek5wgGAAeCgiCB5IWGKcXxV5EXPnOV4I DQBkIMQVVzAZ7QYc9RnAA2r+YYV0ZVJFAABd3m7Z9YWKAMADeEgAIJB/sIHAg/ETAaCShYBJAAP2 AaCDOsrRjnzQ4x+7gYTlnrfAPP1DEhDQQDRg9AaHDEIcmaAAADDxj/9ZAEAD2PiHMNg2CfQBIAe+ WEYkANACbmSjVHHgYHB68Q+mDWEhtnAIJBL1AFqcAxtjWEMvNGMGBTLQiET6BzM+4JDeoQgYmwMA GX6DO3oI7wXp4IcEitMMcLTsNBkoApwaAgAD1EILDlGBGW4DgEWsgwUOAcEexrQZhyTuNLEo4hH1 uKJ/bOMOcbjDM6aEjT7EIQ59eEYuztAHVdyjGnc4QyLkQQ9ZgIET+LhHywJgBzMwYyHx2EQf+vAJ ZkhiD3uAhCz8AMla6AMRp3TLM/QAhjn4wRLhcIQoPwGPPO7Rl2fiVKFo1KkcjQAAMGweMX9EqF82 83n/yMe3ooAkZ1Yi05p1AQcVvkKIXl7Tm95UHSP2cIc9aOyb50TnQWKUTugEBAA7 ------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0026.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Module No.3
Input resistance:
It is the ratio of small ch= ange in base-emitter voltage to the resulting change in base current at the constant collector-emitter voltage.
.Output resistance= :
It is the ratio of change in collector emitter voltage to the resulting change in col= lector current at constant b= ase current. The output resistance is vary high because the output junction is always reverse biased =
Output resistance of transistor amplifier is in several hundred kilo-ohms.
Effective collector load:
It the total load on the A.C. Collector current.
To study the collector load, it is necessary to output stage of the CE mode transistor amplifier.
------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0027.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Module No.3
Output s= tage of the Amplifier:
Impedance matching:
<= /span>We consider the CE mode transistor amplifier circuit. In transistor amplifier, maximum power transfer to the output device is achieved by matching the impedance of power source and impedance of load. If the input and output impedance are not equal, we cannot get good results from an amplifier. = ;
Working:=
<= /span>Output stage of the transistor amplifier is having transformer as coupling device= .
------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0027_image019.png Content-Transfer-Encoding: base64 Content-Type: image/png iVBORw0KGgoAAAANSUhEUgAAAcEAAAJrAQMAAACiGrq+AAAABGdBTUEAALGIlZj0pgAAAAZQTFRF AAAA////pdmf3QAAACV6VFh0RGF0YVRpbWUAEXicMzIwMLMyMLUytFAwNLEyMrQyMgMAJekDz453 4hUAAAAlelRYdFNvZnR3YXJlAKh4nHNMyU9KVQjIyC/JL87IL1Aw1zMAAEQnBnUjABTwAAAMmElE QVR4nO3dz4slOR0A8NS8YavBYd8c9zBrrXfBvXgTa/wrPNr7H+xJRGSqmlEEEXZBUQ96UFDBFfHi D3ShM6zoIoIKgnvaqcVf68lqd92JO5mUSf1MUsk3yXf69et2Xg7T/V7Vp1M/klTyrVQN6ZDpAcHK d/YgO7R8Hy1fQcufo+UP0fKfaPk3WNZV610GS1LS0rMocIQA+cfA1nZN5Vn0HVhSv/wBLJuq8S36 K1q+EZJv+RadQvKsa6t7voU1JFspX/Mt/KmSp35ZeuVv4TxZ+Rvfwm+G5Bd9C38FyaZjRe5b+AtQ VqzY+hZSQLYk508XXV0yV8YngGwI4TcKQXKaOZZCNVtKcb1gZENcK/0hIEnZEpmq9dLvApKTjZRN QTLqkN+Gz4ogVVPR3NUY/RqWHalk5d665BdCUjYLbflfx8JAXZEN0T0pXQu/AUmu5IlHfi/Qxt/z yl+i5VlA/sUrvx+8ItUe+XaMLFzf/z0oaeWWr4dlyZy1G2wTBrmlG9f3gSuSTM01Qk4c34Pltk99 /XR8/5+gZOSaU/4pKDnJa1c79OVw36QuG9chCu+nL30JLT+Plg1avpsm7y+/fhWd58uDFP0ZE9W/ 4iUbJCeqpNwou3K9yrJVD/SvvzbLKWWEfOv32hrCsz8/WskhPXVEyFEmt18uqpzyzVHWNp3TbVI8 cMmpJ0W9sk8feOsftvzKKNmtY9gO6Vr+72nbuXbk3jlpA1kP6UV5JebZT1ZH7tHvsvoowj/nK0MP u/oElJ+ESx+Xp9OTPhsst4IU3afO1jvwQrjEk9L42Dw/yA9HtEOVYztull8PS1eXpou5OvhkxJiX er5f5Cla4vM8SKz0jcwiyu0TIl2doYM8yIM8yIP0JdegbNfyLlo6x8oHqaV9nM+rdYQO8iCfKCn2 IBlaNr47LEFJ8NJ3byYkhRVOiJe+kFRYMl9DHZa+kxKULTrP1rtCcGvRR4iTAik7gi631Le5EfH4 EimFr+BGxME8OxoRw0BLXynapazRW+trTiLukmy7F1wx83DbR0pOiKjSJSUq/v3xdClUQSCuChOu n0XVkWNHCYyq2ZnrlllUO7ThCNkoeRcj+xYMJZmq2Kit7St2xop02Rf4jevmabgMZaokYGQrT6jz ln9Qcpmf85ZiRP0s1L6ur2kRbcJWNX/raRcRbV/eZVlXr3Y1qtXMiOPwRrXUWS2yJlmyXt7JWZUq G9n2ZfRj23SpWpKseabgqwUBKFuvTmTtUbH+kwGpdlNkzNGEhWt2KfP9jKPIh6W6qfg5lOz7fqit Ve1CVafLsSfVrhuiyJ6Uo6mO7FPz9UU0XPo2Q9bJZWjsJoh1UxRRVyqkHIcACDkeonXHMaoFk6nF tX3ubQlKdF+z9XXHY/pDSOmdgxXVH0JJVwsUJ1v0SMc/rSSqP3R55CksGXo/BfrYdo6WNlJSdCRi XaVjpTcsENEHq5DSnk2RIH0HN6InhW7B8LLGjgXx7a03iBFxLSuR0hus2WW5RdcV95zLg1ySo8e3 8zxZsYc897G1B7kz6Z6HHSMbdEnwhTVBKfoV0G0fQV+zndGWGKlmXd5y2hhJyDXHJkds7ZSyU6yU ST+3aVKnEWMHIyVISp7XZZUi5QF+9fh4lGW8nIYAD7m1o5Gj5SG9TrRwd+J1RQuxJ9ZshpYCLTu8 XNKVl+ZzS5Zk6DzbCi3LeFkaH5fA6FWQ+P28mCNUnZPcx37GlL43n+1/WNH0iP1sx5tkyZJPDXqy bJRUmaaeT9ZfCjaIPOl8/UmV9XyhtWUFS6GyY/3mJp5P1vef+n/t0heQzXAuVc6JeY7dxLflH7Ae Cg+1muOlWcgLrfdxcqecJ5nIC621nwE5T6GQnYS0POdH7hgp0/KcgyyCFGmyLuffttbWnoFSi/HR 3JINKLVHqprMlvNHl9S6LowkyXbpaHHyXIpsiuV3ewAAS/2dCfbdS1jqTz3ZdypgqX9nx6lBaTzn Z88CAiXXByd2WBOWehTKjhmD0ohfrfKcf3NIoxedJPWCsJo+BErj5Rk0SWrbJ+z72KCstd+5PdUE PLb6Vy2xojzLBjmkXhBoZsUYITkOLLj6IZtq6/4ltLWj7G9VcFJacychOWbSR19bUglziA0d23Fu SS/V9A1TLu8BWUs2yWoIYJgSam9ZMcv+lldtLIVku8j+zp75RCUoy1n2r7Mwn4uEjtB43PsZKuqM mG+PgUrCInl/6Ta7NRGyIdVQN82hDiRpN8lhdoopoTK0yCEcZVYWOv8GyDtDDyVenkzyxaE5MGc6 QWclm+QYAePReY61qiVj1M2soHFyi5ZFmhTjis0U6BPpcvzFbE6i5HRM02WRKPksq1S5neT0jdEQ JUnjIah9yOUZ3ZVkxWPL+cAYEmjj+UpSexWfLG1Z26toUn80eZ0nJGst1MlGSd1bu7zrSckhFr25 +5L6YupHeeRrDtnr5taPcXJKufwuRnYr2YfCndIqCS/L7aRx8sSUXffn7mF3CyX7xAm9iZPyWN3J apzshvN5n2MkK8Ytx0pfSbggadSV3chViTdak+XJzHOUHJbLu9hSpdkmmDK3pTE0/IhfClBq0aJE SYsI6bzyalNlAOm62mtjrbXcTHJjfhGU3SyJS5Zh2UzRC6M/BN4vy+Y8hy3j0fJkkuMkHkNqE3vW cqxUNBujYUYvVZvxsi59dJLjxDWzT70UC29vnGZj1I8VXVc51gfkWGDMscNyiCA5RDdNuYzSHCOd WQ4dGyMwAY+RykkOER5zdNXePo2Qw+NPVvBt3lzv+FPVz3rLVm/XiZPNpq2sjtQSL/KOs5VkRA4+ ze4QD0tV9oQq9eYar84f13Is4X3UQ412jDXYjbnIO6RWkynJzUhE/dRcitdSX7W1JXhvWV+VkYwb Qwf4rrT2lZRGlEfAd8K10yB7Gkb1FGALpgctpDwuDLksc0gt9MCJFQdLkqW+DJZaheTEihmDbZ8e pha2hNo+MyJaW1KL7bqkdu7fsybHCKgF0wP5q3nGsBSABNs+49B39jsKm5dAWS6/ryYezZ9dUp9P unq2EWgTzEnJqylLpBpHbi6pne719HgV5Np45fIltyWtpSQ+qcXDW0uqpzTYUK5cUiw1q7GkesiI Z/3Bd0mttalzU7bkE7Kz0njlchJJYcp+Zk/eX0Ccco4IcFKaUr0wE5LzcxUtqUypdltK79ayqXGU G2dJeQTE1i+noZW6i2m+xkX9SbH1H6HpvlMrV3RJ6pdjKKuWJ84Mx9e97CupWw4FjKvCYt0CUPs5 7Itb9jekWT8GNaVqF7m/xHfzaD+3pWqjVCh565XL3XdrUnStHjfbqkujR7aD7FZSnhB+I1cPB3ik mOcKWPVTFjx+PVcdWI8cbvkX6zzl5ZQ/vWkB2U2je0vyTHays/a48stmvHLa7RCVsm4aQE53GFay 4lt63EJyTNbWygsLz+mHEFL2eVneZOlSFWW2aRFSVYU2YwhZy9KBk+ocs41Il9Nl5gQhi/4nRciq /9lApc8pp85HcwyUeI8c84TqCiz9Ndsri/5n629NPHKKCrB0OXZbhL/t80ntfTCJUqAlOFoOyBIr l+54qqRgjxGSS/8sVUIjV1hCo2VYdo8hy0gpVluLlW28tB5aaB5DVkgZX4bs/SRAVMBKpmTYWiau gaNIMxn7qQ9CUmXCzHpDMjieAMoCLeO3VlgyvtUU1hGC4pqQ1CeWJZfb6NK3qivR7a0t2/i6Ysnl Id1UyaNbalsKtITjCbvJk6OPEP6sUHRJWG7NpEp0iYcjaKBE18+Ep21siW1NHkN2FyHttzrFH6Hz k5f7CF0tyfdfbi+5xB+hfUh7P7H9Ib1jlVo/l7RDWZyXLLFSLB9TJT7PPUjt46WUZhn6/5WF72Oi ZAd5jtI8nxci2R7yPK9jK/aQZ8dKrHwfLbW0O6ldghIl279MuCJZcpqnfZFS+3iQ+5P2KxsuIs8r JssnRBa+j6ly2YQLk/towbT3qyeeFS1dRun+L5MR8lG8tMttdfESmpNvJe+rRnYo7a2t0DI+z3Pb z4Sa/YRK7UJ8GUvfZSgJVbwszklq7w5PlFoKSfNphxSpPQyk0vK44CDrzc+8f9mU2vNQvVQz8mh1 /zQstZnOsxzS7cy+42TeId54ZZ9uPjsv5ub/oaJNKXdKma4/c1tugJp5aT5BbMt6TZfUvHE076w+ X7qXDJJaMt6/O5/P9x7B/+u1SsZ/KGCWhHc/HbCdT47H4eiDHpgFpEpnH60dMo+QfVo9AFvFStsa 5SlUV8Z5UbQ7pUdmGQ7WMi0f84V3u+tJ+dPVkv8DFzT3LxHUEVcAAAAASUVORK5CYIJ= ------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0027_image020.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlhnQBwAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAEAAACc AG8AhwAAAAAAAAUFBQICAgoKCgMDAxUVFRsbGxkZGR4eHh8fHxcXFxQUFBwcHAEBAR0dHREREQQE BBMTEwcHBxgYGBYWFggICBISEg4ODg8PDwkJCQYGBgsLCxAQEBoaGgwMDA0NDScnJzw8PDo6OjEx MS4uLiEhISYmJjQ0NCsrKywsLCoqKjY2NigoKCQkJCkpKTc3NyMjIzU1NTk5OTAwMDs7Oy8vLy0t LTIyMj8/PyAgIDg4OD4+PjMzMyIiIiUlJT09PUBAQEZGRkpKSlpaWlJSUl1dXVtbW0FBQVhYWFNT U19fX1lZWUNDQ1FRUU5OTkJCQlBQUE9PT1dXV0hISEVFRVxcXF5eXlZWVlVVVVRUVEdHR0lJSUxM TE1NTUtLS0RERHJycmxsbGVlZWRkZG1tbX19fWZmZmBgYGpqamhoaHFxcXNzc2lpaXt7e3l5eWNj Y2JiYnh4eGdnZ3x8fHZ2dn5+fnp6enR0dGtra3BwcHV1dWFhYW9vb3d3d25ubn9/f4GBgZCQkI2N jZeXl4+Pj5SUlIuLi4mJiZGRkZmZmYCAgJ2dnZiYmJWVlZ6enpubm4eHh4aGhpKSkpycnISEhIWF hZOTk4KCgoODg5qamoqKioiIiJ+fn5aWlo6Ojrq6ur6+vrKysqenp7u7u62traqqqqioqKWlpbW1 ta6urrS0tKKioqGhoampqby8vLi4uL29vbOzs7Gxsba2tqurq6+vr6CgoLCwsKSkpLm5uaysrKOj o7e3t7+/v6amptLS0tbW1tTU1N/f38vLy8jIyNXV1c3Nzd7e3tnZ2cHBwcPDw9zc3NjY2Nvb293d 3czMzMbGxsXFxcTExNHR0crKys/Pz9fX18DAwM7OzsLCwsnJydPT08fHx9ra2tDQ0P7+/vz8/PPz 8/Hx8eXl5f39/fb29vn5+fX19fDw8Pr6+ufn5/v7++Hh4fLy8u7u7vj4+OLi4u/v7+Pj4+Dg4Ojo 6Ovr6+Tk5Onp6ebm5u3t7erq6vT09Pf39+zs7P///wj/AMEJHEiwoMGDCBMqXMhw4L+H/wRCbEix osWLGDNqXBgRXDhgwIKJEzhOGLlyG1OqPPhwpcuLE82FIRAi2MNAAsSce8lT4zl0PYMahDhsTLqH 6oIMIPZQiIh1EKNKbSk0KLudVasOEzRoSAAigkCBK0ZghDEyJNo9DEaoUCFCx9yFMlTokKh0WYN2 zMvzHzJEYkoEKFJmlLp/ZgIUMJDsH7ozB4wkSnQEgYkSYwShSUBqL9/PoC1CfFdKXMt/59KcAPXQ VAAUUZEEOAXRHcrQuHM3nOjwn7uI/4CZCJDklDJUKQKoUKQs1TJ4untOnU69uvXr2K/HQ6SkyBIm iFAt/2nCxEkYeZ4Z7i0XLjpBYapWHWPWzFmyefSePWOG7BmycdDUEw476ahjzznhJKggOOyV42B2 EGLnzj34RGghOBZmV9E/ijxxAgIrBLECCy2coIACLhyQwAImMFBCCSi8sEIDL6Rgo40qwNBCCy7E 0IIMUDQhAhRRPGGkFGo4MUURRj5BhRBUPFEEFVVIEcYaWLJhRRtXYrmIGU8ssIALbjDCSCOOsNLK I5C48spxsMQiSzTS1GlnndPEcmc01ERTTT74BGPNPO/os48+/Jyjz6KM4gVRP4X2I9o/+yTDDD7M zHNNMiAlU4w12MySjTG0aPPKLKuIouqqtYwCySORSP8yCSWVWGLJJZZUomslmFRixhu5ZgJHEmNY cQUZTDCBxbJLNjEFs0XAEGMA1DowwggzzJACDSPUYIMMMiwQwwo3llvuDebioEIJOQQhAw4yKKAD DiaosMOJ+CrwAAw1jMDDCwgo0MOkGRZssMHnOBIABNJ05Bh0/4gjjz74rIOPPvlkrPHGHOdDjsfx xHMPOchAc0wy2RBTDTQss5yNLYw88kgpt9iSskvnsOMeRelBtE0AJRws9MEuUbVzRv8EEgAS6R3t 9NMcxRGAHE1DbfXVGM4RQCVVY+31zv+oEUAgXX9tNm5hB2BG2We3nVXEMwzgCttu193XPj4UwJrd fOf/9Y89MUSADd19F47RP+n8IABThjeuEkTMSBBAMYQ7bvlQ6GiCRgsGXIHe5aDvho4U1CqwjFSh p47QOctskgUOOETBhivItEcdhqo7HlU9dExALQrx/KNOP+H0A08/EJmjc+6Fn6MNIUnYgEMVVhgS DDv/5HMGCTbUEUcUdsQDjD7M9/3PMLJRa8kwUWF4RwBM1NMMBQHgMl35bUfMTSJGKHCAErkYh0Tw EAATQEEGPDgF9vQRC1OYQhnpuA3+vAaRecyiCdQKwBnO8RAxBCAGZwCaMMBxiRhQQQ5l0IERODhB rP3jHVOogACWZgZISKMd5fhHMx4QgAV0Axc/IAAO/wLQhArSo3ItDM0/xoEHEUiOCMvAEHD2YQtV mCIbviEFHiwgAUocgx7CaEcSKfgQfzTCAAGogBWOKMWJQGQVWkjBDpqwBUIg8SV3ZN49aOGGKCzA ACgoQz7KVpt9rOM30YGHBMfoEFHQLwAXIAU8eKOQqURnHNhjZEH2oQs77AADRmiFPYzmtjyqbiLS EEIAMqAEZGgydP/ABydEEIAGKMEmr7ycDjUQgDa8g5S5NJxfEBCATgAzmFc7JkEi1gACNON+yIQa PMyhkGu4YQIbkIQ/hgahaF7kKgj5Rz9YkMECOoEIU1BDHeCQiUpIohKTkEQkHmGKXZSiFKooxS5w If+LWWgDGsYwxjWa0YxhsOMwlPQmR9g2igZkkANXyAIXqLAFLmwBCT0QAg50RIMhyAAFPXgBClig gA5AwAM6OMEJPMCADDDgBDoowRYuwYxFnhI0/7hFADbgCGRYJxzCQx46+MGPd/ADHfWgBz2GgQxm PIMYeYoFKUbBCSeY4AiHYR478IHTUgQAA8wADjevo49V8IJ8uQuHANWDnUruIgA1MIcpD8cOWiZi rmerWnXY4Q51kGMd5pgkNB3SiQAsAa8wOQcPAnDXJEalHNZAhSLskIUniKAFPmjBAgLWgBEIQQqT IMU1sMebf+QBrogVzT4ceonU5vUh6FhFGnoAgRT/jOAJarjEKlJBi1T0QheK2IQk4MCDFSDgAyfQ QynQAxE7aNC1FWHHHnZgDOi6UHi64EMIXtCFRRDDNBDqRzxw0QcSCKACR1AF9jIRAE9YdzfA4MZ7 oYaUW6ygAlSAxChRt9CoEAMPLgjACjixWE3Mt5L4CMEPnHFgsP0DFjYIABeo0T6WKHOZEOkFBqk1 igaHMx8V4EB1U/cPebQhADaYRUKHUmEMR8Ues5DEDCbASyWwkC//oAcDVoAXWOIDBgEoAzou7BBr 1EEMePCFw6IiDl/goQke8IAXFiEMZ2gtCGHF8TUYYIN7eBht/hhBACZB5GWmIYM6AO8/+FEMOQTh /wEdkEEaTAGVqHjwBrjMCz5scAXTgO4fZNhamR0ijhpksAHkCIYnsOCDDLiACYoQBn+laIkAtMDL b4vFAGIAFV0aIgBeuLF6zqHKDErABy+ogiauIdcV92axdPiyRN7KtLdFSCIb0scJAhCKOyIuwtTy gBu4MeQWJ+Qf0ZgABTAtlH/wIgAzkDVVxkqdbgTgCQXrxwoyiAhjqwccOQgAI6RdjS9AQtbqEEQJ VuAFKUjBC19wdxSw0Ac5vEEOgoiEHxJhhkOYiRGQgIQqpPELRvwiFLsARRkCUIVpdCMaEIf4w6Mx DW/I4x0Yl0c+RoGBDMYCrw8hIB+kvQ0x6EPW4f8AxSUikYmW3+EPmMAEIkoxCD0AYhGYgMMe5jCF KQAhW18QUg26UAIK/MAGKnBAABxwAhWYywchsJENdIAvHaCxnLRA7D8EEYArSDvQlJB1Gw/2oH/A 45f9qEc+3OGPMARACmonh9w/Ro95ZAwZxMg7MY4hCz+UExZaX0MA5uBhiJCuEWJPSXaWMYEG1DlC 0yinLrzNEXTsem560YcvisCECv25CAHYhK99UYAMqsAJmggr5YfSizQGb5kqKQceOADXTIJOHaSQ AARGvBtslJ5aU+DDCxQQhE0cY+zG/ltyHOGZcPBD8eVoBBGQUAI+KNnVdmMHOyph2KPsJhXl7DX/ OqAhBhR4gAVW+EWFSnwUh4WDdFggZTmg87iHPEIIXPBEIVgBlMY9pB9EIGFqQTf/kAxOQAM2UAXP BBHlEAyPkAQ6YAJokAY/EAKCUGzusAQBQAO2B3uKdw/FgAutEA1nsAEh0AeTZDnidGIPoA3Y1xtE hTu98RD6oAjlFAAiAArLIBtZwHvSkWDUogKqwA/0QFp/9g+foAEbQAdeRmSr10ZysAMqEAMQEAAD EAEBwAmDphFmdwtiIAMssARzYzS3UzcPYQ1AsEqWsIAv2F/gkA3pEwCxlnhR8QtqkARZUAm+cBvn kAzXkA72oA+CZTcPAQ+y0AUOIABdwAgMNlgS/0Ed8OALZWAAG4ACGRAAHYZj4dAMt1AHWhAFDbAB VwBU4DAPWJABP/AHcNADTHAMiYdHD5EMeqAAARABMKAHtsAMHHQd4XAP2NAISaAAAtACZJAN/SA1 uUCH4FAGShcAMCAN7pAPWIEhsRAAQ6AOxkA/oteGyfQQ4iAMfgAGVagBCTACTHAGklAIlyAIgsAG cBAHXBADGBABDQAEdRANu/gPUwACjfEZ0eAHXRACXJALv7QX/zAIATACW4AATQAK4VAPkDAJ8sU3 UrEPxJAIeiAGVBACCpAAEcAAEagDMiAFa2AI0lCQUrEFERANrxgV5/ALQAAEa1ALDqGBS6AIB/9w A7TgDDjQA0AAAg0jTFMBD+iADvkgD+YwVI74EFzwAdfQksJwCnIwB2PQBSqwAG0AVDm2Ag7gAs1A D1owARAQAfdwDwEgCK+IY9ZxbP9ABR3wem/TetSCBaaQDP7gfQLhDsJwDdRQZ8kQaGdABwEAeAol RVSQAWz0NtEQBySAADaQCi2GOrBVCVvQBcZUmFLUBSDAPmppDvTABy/CBILwlJU0ad7kGyRAAfPQ kv71BNQiAQy2UJgpEflAASQgDzjGDsjgDNOACD5gADxABoLQabO5G+CABEEwjVXBDmdgARnEBt7w hMU5FPGQAVnwiuFgC5FwBmqABjWABonQDTb/NZ3HxgwCoARpKRXfcAPU8ghpeUrIMAHoiRv1UAhf 8ANdcAjMRp6V1Azy+Z4YMgsB4AEsuYX8+Q+kUADziVP3kAEjkEP8yTPGEAEL+hnINgFUAKDM8w+v 4ADYpkQ2+KERuhuoEAB/AKD/0A6Z8A0amjv/MAkBUAoo6glZAKEjqh6f9gbv+RBbAAJqcaPq4QkB cG44tQ4eIAGcCaSVhAgBcAdp6SDeEAAf4FNKWkmfRqR80Q/9MA9AIAUnV6XH9gYxuqPg0AySBqbh 9A/hVgs76g84wAJfiqYFgRq0RBs45QwFkAFUKqfLxA48YAHdsKPOsAEXkKR8+ohCUAC9VqQI/yAD iHSoEgEPO0AA1oCi2xCdkOoQ7/Ah+7Cj2BAEv9Cip0QOCIAAxIljrpEE6cmN5tMMA/AAo4RTvhAA UGCjVUFtuEptwyAAEIBLp+GIh/MQ1JAChYBj2sAG9iYHl2AIifAInfAItlALnVAL2iAN2IAN0fAK xbCt3EoMxgAN1XAMx9AM2bAO45AO6Iqu42AO4yAOZUdtq/AFSmcIuXo7weAIRYB5fiMKUbADNkAD LMACMrADM7ADUDACKwADT9AEMOACKHACMrICEnsCDJAAP9AAHMABF/ABB6ADHvuxOhADFLAvKJAD YMADPDAEQKAEIrAF/QID4AIuPAAEKAAuSuywBEZgBGgQbg+lBZKQBmkQCG8QB21QBnHwjnCACW5h CJMwCIPwCYXwtJcwtYkwtY6ACsGAC3SAAhbAAG3QqRZKFQ7CHgnCDkTZD+fgDu9wD4ZUlm7bDtwQ DMPgDSZDDOC6DXiLt9WgDDHDCKYACb8wDbygCZpACZsgBzI3CHegB1iyBnrAuGsQBldQBUJQuVRA AxnkABHoAz5gAiYQA5wbA6IbA54rORvgsR7AIg5FLc6ZQT2gBU8QBp0wSBpar7ZrIfBQDKzwC98Q WFr6u8D7u/CQDvOAD/AAD/wgDkSZD2VpD3JHULQrnRcREAA7 ------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0028.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Module No.3
Junction= field effect transistor (JFET)
= Overview:
This unit will give you deta= ils regarding Junction Field Effect Transistors (JFET). They give high input impedance and low noise level. Hence they are better than the BJTs The FET= is three terminal and unidirectional semiconductor device in which current conduction is by one type of carrier either by electrons or holes. JFET are widely used in many application circuits
= Unit Objectives:
After completing this unit you will be able to:
1. Answer the merits of = JFET over the BJT.
2. Demonstrate the oper= ation of the JFET.
3. Find applications of the JFET.
4. Integrate JFET applications.
------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0029.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Module No.3
Construc= tion of JFET:
Field Effect Transistor is a majority-carrier device= in which the resistance of a current path, or channel, from source to drain electrodes is modulated by the voltage applied to the gate.
For both channel FET’s t= here are three terminals:
1)Drain
2)Source
3)Gate
For n-ch= annel FET:
Drain and source terminals are taken out from n-type substrate and the gate terminal is taken out by making short two p-type substrates. For n-channel FET, electrons are the majority carriers and hol= es are the minority carriers
For p-cha= nnel FET
For p-channel FET, holes are the majority carriers and electrons are the minority carriers.
------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0030.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Module No.3
Symbols = of FET:
= In symbols, drain and source terminals are symmetrical because both terminals= are taken out from the same substrate and hence they are interchangeable. =
Operatio= n of FET:
The operation of FET is studied under two conditions;
1)When switch s1<= /span> is off
2)When switch s1<= /span> is on.
= When switch s1 is off:
<= /span>Switch s1 is connected in the gate circuit o= f FET. When it is at off condition, the gate terminal is not having any kind of potential.
= When switch s1 is on
When switch ‘s1” is closed, reverse bias is applied acr= oss gate and source junction.
------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0030_image021.png Content-Transfer-Encoding: base64 Content-Type: image/png iVBORw0KGgoAAAANSUhEUgAAAqsAAAITAQMAAAAaTMeqAAAABGdBTUEAALGIlZj0pgAAAAZQTFRF AAAA////pdmf3QAAACN6VFh0RGF0YVRpbWUAEXicMzIwMLMyMLUytFAwNLIyMgQiACXWA8j0sIHb AAAAJXpUWHRTb2Z0d2FyZQCoeJxzTMlPSlUIyMgvyS/OyC9QMNczAABEJwZ1IwAU8AAAEBlJREFU eJzt3c9v3UgdAPCv66ouUlT3RpBC3RUHuJFjEaHelfg/KOLCMdwKimJng1RuOXJcuCPtSlyBugKp x944IcXVLlt+7rosbGap12bG7z17vt/xjD22J0mXTA+Nn+1PJuP55ZmxH9Quwidw8WyVrH/4vP3o xa8/Td7vOdSGLeCwhLeBh2u3oAveXQjJkf+1YAvQhwgf+pEFmxnYAB/6mQWbGlgS3b9ZsCaVpO7z 8WxlZHEq/HM8WxpZDx1rkQil91vtvk8BOxbFofQNO1NI5E2L2LLAsLPC7Ifj2SIy7c1ieeuvi7Fo b7EUm6O9FmlrZhkqDzaJEJv2lufB5kuxFcp+ny6Vtpj9z2KxRWVwsbStEfvnpRIBs/92w1rUtzas TQYzs0fyhkXLa8MuVjHWqNX5uxuWuWEtuh827GLVOGYdXbJ/uWE/cMNa9MGaGqykPdk2oMJrc8kE m4KubzO5ThAs7cNpWNuKEUB3AmL/YslmMe5saViLHmOTCFmcxiPYf1iyeZyPYW3asjUbjWBtM1ge 60oFYm0qxmTF0jvGPtY23+YxG8Na3PO6ZIvl2cTIHl+x89mofzfq1dizulI2M7ZLs03VVUS6qmYm i29u57OrUhalybJsE1u2M6rRsWGFV4xrIq1zgrZBx4MYttU4HUhrw6N5bOKE1Q7YzMpg+nDFXj5W 1/m6pGy0OJuDdw3gJmjL2FS2d6xaDlOayJbVD7ZOYbNhdkoiOGIvLhFwq7EY6yi2V2x9OfLtyeq/ tH9GaCqbwrUbsM3/tSGp4+89qnp0G1Y/kZW4YSM3rFLxfoHZRN4Sc9xlclqfPo3zWax2nlAdrLAp vOfNqne+F89W2prlUrJuEkE/ET2PdZMIEnt24oKtyOD1QjmhJM2Nylr0amzYiYmAD1TZdApbe5kT 1h9ip2WwYzexdZQIg7F1lAjTKkZHl2yQvVQZzMexWYr1nLCVh4csLz2L9jhqy2Z1ls6dveQN+uvN RkuxZSJvLMfK0nKJgFl5YxaLIrggizbcsOr0lsXtng1rE1s5OQtHrNxxnpfB5JNzR6zccb70bHYe bOSGdRPbeU1k5IaVT04RG5FDp7PyoQuyjmL7RWJt7h3OgUUVo8pajCcgdsEmErHLNehadrmcwCLd RhNs0lYrqazFaopzYePXitVu1HXkhK1Cu67dxbL1UiwpZeFCaTuP1RZewgbTWRT15VhmYO0uGZJM sZ3Bog2VndoHM7C3AhdsBeA7YAsxrbw8mwt2+cLriGVu2Drjl8wBK0alr1g3bL0UizYuCzu2Gj+Z MQQkS+rCO5uqRnuvj5+ztWXllSOIVZeUWLFSdGU2m8XyqinuZdO5bHe6xLKedTV2bJcXJDbvWali cUvCbm53a1UkNu2J7chejchCDPa6xJXuy/oWF42MLQRJw7ap0MW2hGuY5Yl1D/a/JS0K0LGlWETF 4GCnm0ZvpQICzG7eAxEPsk3eYsD22jTr2BxuYTYfzRZr9rC9ZqyVMriD2Ww0m4eZYIvD9tjuksGN +1Njm0eFYKGrFlq2gluErT+uTz/4rvyZjs1i1rDs9ubgdt18CVuUVYKOTZMVWxxsIpltLh6D7b3p bLli26q8ZYut7Z7iMJKtV+z3W7YdWcp3dmey18BrVwK1bLa3P4OtxcUvvHJzRMumDx9MZo/qTJSA 0mOb8iCxfVXNONar04izFbzcpyzwJH+TsAw+R9sDbA1vbJ4c2LAV8KqGDliJcjaO5RUuPzn3NsKG Lb0ClAesBJuMZXkKMp+yzMtBGV4by6a8+FacLf3N6PqmOBQ+/2k+mxM297NQeVRjNJtkiWArP1sX s7z9P411sX0SPzGzGWebStFP19ym+5gFvF7ti63QovXjvlo2WrNHPlnHx9lEfV7lD1veGJb/qSs2 CwibhqB9DCYdYnlb1rAvslBhAy2bxc1TaMaWt+mHvp9HZNl1eic0sOtVPTq2WrNnRUQOMbH5UE4Q E05N2jLKwp6eLaIh9rN1Z5zdWZSttezDkAzmdoGFx6NYCModfEgF+9Fc9g745faDBLPFAizv1hSE zVW2evbqrDkjDMawEcAh5Jj18vv+M8xuunZRGYxjvTQhbOnlB+Bjtl36Xt3Y4nY8zOaxR9nsADwN W1/bglCsOBhgj4rYyxDLvPSQ9/g0LOyAJ+p7E8sa1icLzHzBPkSfpR3LL/Kbo9hjvN6fBcBbjH30 Wf7i+BtwW3Sb4X4AXh97Wr8isVXY2s/34/6YpHGQe8cq+zP0VEPMWehj7+nZwntfYcl723g2iNNt zIaegc3igMEgG/FsQNgi9CoDmwRNX5CwjLC8ModdRBQ7IrY4JxA2UljyXsBYsLhuLbY5mx1o2Lzm bKiwvL33Un4x3zlKV7H1asCPb7LdI953eBjXvYGzJailLGsHCl6UL5mob2uPsPCkpqWMf/r8x83/ L0Vs1XyLRowEm9Qefk6+EKzHEuWv9Fesz3jiUxbNhDOewXgnjBRe70lFa7BV1bj6yWe3VJa8LUmw ASkOgg30bMBzoMKSd43ER3UVUjarIKZs2sU2D44oW1GWx3aLsH526Nc0bTvWS33lkuFnUlbszds2 rCimgyzv0VSw28fGmG3TtuxjS5UtYZcckvawL7P1uGEpitMQe0f0Rh+QQ6CHbQO/MRANPmHRYFzJ WybOZuQQI7sOJpbBfUiYr7AH89hSjOnkZCF6Gdy7581nIcBjndX1g3swMxEiweJOfgUHe/Niu2JD cu8AZXJCikP5o6ePbVgeJ7hF7nRA9LEwK8qYh25Ph9N2h95Aiczd31nqPiSFV2Er2CMLnFPm0dgO sTi2zR063CPj1T3spg/WfWhixbhKCfuEzcSbpHAPvYCf2LD8LoF5dBFgti9upZOahIR38LotMxvX mU+nbzKP/xG4K62GITb16fRNM/oxk+WtoXR9Vx+KsZqBN0oMsQxIw9t0x2EmG+UQ0h4w89/mVfUs NoStW/Qp7tJ/lAbqG4FOLViArR1SyHijf5ICTfAMtt+yYfduq5NCocriwjDA8k70Q3WuCaJ+Vv4I s0yJ7YM+9oSylZlVEsHrmR7MI54KPax84EAi+Bn9c8UQmcLWluxxSkuD+DR8RNnUivX8tJuB2vgl hCHNt5lN2oqi27Gb0zh7ohSHCpi8ab5kN7a6jNA2XxVsnfawaNPMXpdSrLs94+mt1AmVaS5SLQ7S FGf7C3LOJjPYQi6SHcuzAh4RsWe7o7sSWIL6Egkjqxbe7oOuqaysWVwLMrjRnS61wJlS1VjGVoqU xOYqa5yVpixafN3tKwkLXzLPoVNWThP51WC4AirFJbBh0bpxia0o6xtZtbPUz+I3wi/HosJbDbE0 ERArn4jrBLHowgErwlQ2Ow82ccKq3WZHLK5NxrP46QxHbPxasYkTVm0ip7LmnOCKnZpv8eOWCjs1 tqhOX45l6HdQ1pwTIrR5/mxsxYap9/EkdiBt0evPl2SlwoRZlBOs2MLA4g3KGtO2CPOprLGURe1b 3CxZc9pGaHMptjAVXnlDvSW5ANZY1Vx2lrlhX69EcJW28snLFQeGpHNgrRLh5Bfk5jTSbdj0xsUd y6OJLI1t9eX65x2LX1pmYJMBtoT2OYFyQZZhFs/IatnBnMBju4mhBTuctl7butkkwhBbe5WelU+2 ZKGbyHmW+ag8oBS0ZFM8PyQHfZ0w3MlPq6jWBEMNNsweOGEzPctmsLluHcdMFi9wmcri625ksWTH FpCwG2Ls5+UAi0avxrAZ7EJT22ZvPfuljs3MLE3bgucxwW6+ZjLWsKldbJlg73asRCEWvQV5OLac 9fJmta3CMj0bD7GlV/kFiAXSRha/RHMcy+4+SOqiOv7VXX3agnHASknbyi+D8sFu3RNQxZhas+Gr /CuLs0EZdt9dUepZu0EVwWa3e1/yivOtObZKZ0nEdpvOjxL2VWrPsiCnK40pm4I1e1IGRTzA8uKS 2pUysVSmCJrFM+XXDaxlVSPmmYtALPURxRftRexAfauyvPD6GxbliI7NHsRoXcYoFvZhw6IcIbGk Ehg1GAirRWIlAH4sZiabWrPqNFwPm0Hz8q/KwJIO7Si28FeTCpk2bZ9QFm/2s+2Xcb8Xncg79azd XSQJBjbBR1qxXUf0nFj1ktFq3BA664hmMLxpyUbtYWSJ0azYMgvWJm1b6+WU4jDM0mDBgv/Hx/w/ KVpLsJs+mJT2S7CbBe7S/kvMliqr+x44G7aCm7y/eF1O2yXYxgnQCkXdV/fZsnR4bSk2wptevBT7 VNoseFp7H14/TLrHXz/6Zv4Q7t5WCqeRLaP695hdh5u+/yeQgxXLY/ukl1XCJWGfy5taVellD6Vt Lm9qWboK0YoVC2j2cSx/+LUUDiB6PIttj5JiedZ3wBDr9TYX+j9+JAu931GWLsDGbtjIAVv0xnZ2 2vZMDLtj20TQVsDGzhLjbN9Jw2x5GVlt2hrZ0g3LcMWoshMTIZ7MWlTj58bq09ain9CGfHZstYF3 yKay6uvvEUtX3i/GaoOZjYdY3S8212CDLOtrkwZZTVw6Nu+r5euBitHIhiZ2qE4YYHvW6K/YGfm2 VseCFmLpwMIm2HTy+1jNc3DT07bZl2ny4Fw2TpywmspmqC3ThtWv1H1V81xW8wVskxNhta/oHZsf 7tUMsEwzCjOdjZvTNTXY9ESIVycszK5bh/V7bmiYnAgr9h3Nd83PZHXPwc1MhFBTg83Mt8HSsV3t 8xdnGw+U4ZRl2MXzbcOmSxfeFZtNqcGM/YSG1X3Z0kxWF75IrLa33bdgbTSrH6ucFVtXbPR/wuIz rdsyHTuziZzEmnKCmcV7z4c1nDqDnXFzegEsc8Qql6xrDEy/0pYtu/1mluwdqG+lB7vNiWDFyg+X LsgW4CK2LJWmQ8ws2UtY3AvI5ZUrA2xsYskybfRQs5ElDShm8aPJYi2IFJ8ZbLd5VJ/hUTozS/qn lN3sLeEwwxNNAyzeJP1Kid0hMxtm9qdGNt2c20yV+bW0ktjMko4kYbNNdJuJvUh+YC83tBxK/5Sw 6xHV7zQjtgG6z9cNUKzOM7No9jESsW93pdoh4eZNDUZWniYUEU3B5/H+dvKDM7Tq8uwsKU+Cp6eP xWtXPvkN7NP5JQMb1dLo9Sp4d0ETTo2s/M7AWmW1gd6oqPdDb2SrI5vUGqmOYD+r68/zR+vZuLEs zSW6BTBsVcLGJgI9Xceu28YU3o3u/y6pmZj2Y7DFhbvZNYA3+Q9fhesNeVtNA/1ynVUt02XW5sWF h93+3imlYXa1TkEqWm11MSYYFheJci4tJ3seL8PmmgG6mazuHn8mK/oI7yzP+kMvqprEVkHvlO9s NqRvR1yELaPXi52MXgRramkvHasbBZ/Nagbo5rG12pQsxCYu2KJvKcx8ts4iQ7drOpsrb4lbhC3u OWGZI/a+A7ZMWOyELRIXbOyGjTJ6W7QI6x85YXkN5oCteM9zck1u6oPFLmIrwhX7urHV5Lb3Itj6 XTfs5HDFXrFXrGv2f72qzZNTXf4YAAAAAElFTkSuQmCC ------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0030_image022.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlhyQA7AHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAADJ ADoAhwAAAAAAAAAAMwAAZgAAmQAAzAAA/wAzAAAzMwAzZgAzmQAzzAAz/wBmAABmMwBmZgBmmQBm zABm/wCZAACZMwCZZgCZmQCZzACZ/wDMAADMMwDMZgDMmQDMzADM/wD/AAD/MwD/ZgD/mQD/zAD/ /zMAADMAMzMAZjMAmTMAzDMA/zMzADMzMzMzZjMzmTMzzDMz/zNmADNmMzNmZjNmmTNmzDNm/zOZ ADOZMzOZZjOZmTOZzDOZ/zPMADPMMzPMZjPMmTPMzDPM/zP/ADP/MzP/ZjP/mTP/zDP//2YAAGYA M2YAZmYAmWYAzGYA/2YzAGYzM2YzZmYzmWYzzGYz/2ZmAGZmM2ZmZmZmmWZmzGZm/2aZAGaZM2aZ ZmaZmWaZzGaZ/2bMAGbMM2bMZmbMmWbMzGbM/2b/AGb/M2b/Zmb/mWb/zGb//5kAAJkAM5kAZpkA mZkAzJkA/5kzAJkzM5kzZpkzmZkzzJkz/5lmAJlmM5lmZplmmZlmzJlm/5mZAJmZM5mZZpmZmZmZ zJmZ/5nMAJnMM5nMZpnMmZnMzJnM/5n/AJn/M5n/Zpn/mZn/zJn//8wAAMwAM8wAZswAmcwAzMwA /8wzAMwzM8wzZswzmcwzzMwz/8xmAMxmM8xmZsxmmcxmzMxm/8yZAMyZM8yZZsyZmcyZzMyZ/8zM AMzMM8zMZszMmczMzMzM/8z/AMz/M8z/Zsz/mcz/zMz///8AAP8AM/8AZv8Amf8AzP8A//8zAP8z M/8zZv8zmf8zzP8z//9mAP9mM/9mZv9mmf9mzP9m//+ZAP+ZM/+ZZv+Zmf+ZzP+Z///MAP/MM//M Zv/Mmf/MzP/M////AP//M///Zv//mf//zP///wECAwECAwECAwECAwECAwECAwECAwECAwECAwEC AwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwEC AwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwj/ALEJHEiwoMGDCBMqXMiwYcJWggRdmRix 4sSLGDNilKix40UWHilmjNiqlcOTBE0aVFmQZcqDLgfGFDgTW82bMHOuxCaRhcSfV4AKDUp0qNGi SI8qRfpRUEycO6OinEq1qlWDLALUvMp1aisWLLZ2HUu27NWsgsyqbdgqwJW1cOPKLZh1K8eIQeda FeR2LtSWOgFLfTlYZmDCggeCvcn3ikm+LA4bLkxTcmWZAdJatrlZr+eyYB8GCNvqSt/PJ9tqRs26 9cLRCos6de1QK+3bejl2DODW42rcbE+b/Yu4+OTExi8nNlnSKXPOz5m35U29uvXrfaNDLwmdM2Xv yI8b/8ycHHx5scBRjg6pUTf790krDiUKG3Xbt+nzFzSNv2rJ/3FN15pw+uln2m9THZiVXKOhN1x9 AW5GnHgUKlceWuFZONBEpUWm0ITKCYgQiOZR6BaJJBaYIHllQeQgSm15+Nl9KhYIFoJcZWUbWV8F MGB/NQJnmlmm8YajVTGylqRaKEro5HcsLVaihlRyllV/TRoEWYZTdimaYxV2mWKQCV0hI1l8vZga gWZJVBBfR5LJWmhEsogmhGOVFNSVbgpkp5y0malWmm2y2dV/B3LnJ5BrZcmlo48pShdvFzl15IQH PilTaRfxduajkgEo3YndPQcloG/eGJFPk66XGUgcev/Fn5opTQTWldQxiqZ8vAaF10+0orpSXQKZ iSVklrpnZlgn8cUbrSWBFdRosAqS1adwVSpbTtoJq9Bd1jIrkI5nNgdrpg65mO61Pc2GWZzD8RoR TJnCyZCj5x3Xban8smRSrjxlRtF9E+1YZZam+WRac445phqo3/3q60/yJcWcghS7aGmYw8GH10bs 6dgXf2aaxB+Gja5HLGQJP9zof/JW9B+AG5K3cI/UBntVY2lp53O/pU534qwDrbcwXNNJNHKDPbPq F0hQG6umtOHeqrNVCzaq41uiLluwrmUhe2CsRV99b8xoy7yQvw9piliPbZ+aUmOP9dSbmZqNGbG0 xnL/aDJ5+OqrMUTyEW4pRF6mlzXS1oHlaV5Umd0TSG7BaqReti5bOdhBwh0gtSLNi7WhbHF67uWD Dq5SY1V23mBcW4ZNndn0/pmnvKvbnqfbYQroYJY0xs1lwM8evBmh+X6XEPLGy814ZKUBRfubeI6F 7p3wrnW0t5j5WJmpXN03/UEok8Ufa9s3Gmv0kX9EKeQPYstV+tbrLhf98Ta4/c9s1+3UxA4DT+AW 5TyFlC95iSHWAMVEkCGNiHfdgx7erLUskBAEXGm7C4+qlyNPjW8/BvNMyfRSGpqMximgMxRzdCMU 8B2KdA3BiIfCxbmqEAs1+CMh2sSStpTJL4Zaud5a/274mRweqjMHiY9QkhWUp2iKg+la3VyKh8Aq NtB7vYNg5GY2swb9ByQflMmVOqIso1TMIvORDcWA0p5ltcaIqAoNXtDirvDxRHWDO1xEsMNH7DhG jxq7o3MkhUMscs8mBFofcK5FHZFVx5GeOqSU5LJAf1nwgQXMolT4h40rbUc6xZKPFispRkNCbHhr gSGq4EiTW4EpSHQ6pE1iKUtWQmRaTlPRV36IKlUCanEIKZycaNmiUcKkenq7ypgmmbhMNu+UKSEm KRkUwuEQjijwqworuecyWc4SJCQBpDhdlDlsmvMnUJsNJ/k3Ha4BbZ3vjCc82bmqOnrTJhnslUgS BmBOF8XEWqALyRq1ZabHKYs9LIQPQRXqsewNx5hMauU1AePCwPRPgPrKaIg0itGNelR4Vmydt6z1 q4re86T31NjCSIrSlqaUJCrppku9OU1oavIh3KlpSBnoTJ7a9JkpCQgAOw== ------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0031.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Module No.3
Output characteristics of FET= 3;
<= /span>In curve plotted in between drain current (Ib) and drain-source voltage (vds= ) is called output characteristics of the FET.
Parameters of FET:
These are useful to determine the performance of the FET circuit. T= here are three important parameters of the FET:
i) A.C. Drain resistance
ii) = Trans conductance
iii) Amplification factor.
<= b> A.C. Drain resistance (rd):=
It is the ratio of change in drain-source voltage (Dvds= ) to the change in drain current (Did) at constant gate-source voltage.
------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0032.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Module No.3
Transconductance: (g)
= It is the ratio of change in drain current (Did) to the change in gate-source voltage (=3DDvds= ) at constant drain-sou= rce voltage.
Amplification factor: (m<= /span>)
It is the ratio of change in drain-source voltage (<= span style=3D'font-family:Symbol;mso-char-type:symbol'>Dvds= ) to the change in gate-source volgage (Dvgs= ) at the constant value= of drain current.
= Advantages of FET:
It has a very high input impedance (Input impedance is about 100mW). It permits high degree of isolation between the input a= nd output circuit.
The operation of FET depends upon the current carrie= s. They do not cross-junctions. There fore the inherent noise of valves and junction transistors is not present in JFET’s.
------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0033.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Module No.3
= JFET as an amplifier
Junction field effect transistor raises the strength of weak signal= and thus acts as an amplifier.
Common source amplifier usi= ng JFET:
The basic circuit of the CS amplifier using JFET. P-channel FET is used for the amplifier circuit. In this amplifier, gate is kept at positive with respect to source.
------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0033_image023.png Content-Transfer-Encoding: base64 Content-Type: image/png iVBORw0KGgoAAAANSUhEUgAAAogAAAIKAQMAAACa/ywqAAAABGdBTUEAALGIlZj0pgAAAAZQTFRF AAAA////pdmf3QAAACV6VFh0RGF0YVRpbWUAEXicMzIwMLMyMLUytFAwNLEyNbIyMgcAJf0D1BVq ALAAAAAlelRYdFNvZnR3YXJlAKh4nHNMyU9KVQjIyC/JL87IL1Aw1zMAAEQnBnUjABTwAAAQtElE QVR4nO3dPbPdRhkA4FVkLM8QrDRMYPBEyVDSuKTwWMm/oMNUtO7wDJ4rXe4MLkNJlx/BD8gaF+mA giKd906K0FnBBQuRV6y0X+9K7+qclfba18lR4XvuOTqPd7XfH9IlQ+qDnMTogxeiSSt2WZ8nF7O0 oox14jD2xVCkFUUhysRifv3FIe+ray+e93VqkacWW96kFP+bDTSpKAip6cOUYj+Jj0lJ/wTZfWLD HnBSUFKlEGktSDawjzjJKIEFZ7MoFVoMLOMVoQ9hBbRVFGRSRpEyryLfKvZkUjpZDFk2wIp8s1hO IpdiR4bzBCKvLqYfRV/xLI1YT2IvRdl4PU0g9vUzINIkogpjmU5U11EkFMtJHKp0Yv5k+vn5lNYp RF1mxugnyj2DqR1kDk8ktpUVPxlSlGtZm6mfvGKfiDRio8WSUJ6iNnNishrXiXmqVkGLPSkZaVKK Y9f+c/jBdjH0wUmME5uTmEJkJzGJ+DakdfpSyE7iSTyJJ/HgkbTuafPEYksISSpyCcpObcLrSEcx TxjGnkxH3SYTOyXm6UQZ6fd14qQRBZmGmG06UQ6INJxK7PRoqPXGMHtEI3XJRKKHqb03ctsh9qSe 0XtFbiNLQ9+MFJmdc6OhaEeK1I7N/UH1dtEFjJLFOsoWUbg8Q0NJEydyN3VJ6WI9aovYuXBRFvhq nMhcajAeKDVxIq2cGCo1cWJbO3EIZJ84cTpbLcmwocWzT5QopuTl1fgvHSiefaJENZNuRIZnnyhR zY8ZscO/GyV2FRR7PPtEiawe/+2tWO8W2waKA54ht4ilEdEMGSWqxLVhxDNkjChmIt0t9oUvMjSL bxHNdezQLB4j8kqJlRY5+uUosfZFPIvHiJ0nNglEPcVjRYEWmhhRd711ykh+t3i+EKudYjYXW6wY xoi2oyePqS9AE4lcjRYSiMKsGlmRYQU7QuzNqpESh0DBjhGruYgW7M1ilkKs9c93JHhjfIVWFRGi 2YzhNo6kF9GqYotoc6HYKXZNclH/dLHeK5qZCbClB6vOIsRLRKyWp0WIZrHfXcdkomOwCjJCfLYU sersjYoXiIhUkBHik7dANN9OJ5pUuFIRa2iOF8X3UrQQELv0ItK8XjeRn8Tvjbjcyx0l1lcmciAi Xz9etHt53zIR6+TO37pcnrIiHhNG5lr6ZOJyd/9MhLnnDYnLuyR2i4GZ8+0iD4hbywwbusB6AZrW R5RrpqctEbGavziuNmNmViehyAKiTZB4sUkthjbuCEQ8pgfAgou+Loy1E4/o96yIJlfxyr63T0Rj fZR4vjwpVnx1pIj0SAOid+sGC1W4rmcPw4intVdI4kRsmmtNnMUf64cfIV4CcTYLMY3i5MkwjPjY VZ7U2d9bJ87XNsYPxqlbkMMDo2F5ErP/beviymdzBqNIjxPLgd4i5nBiS8gv/jJ8YU+VHzBCvFjj oiD5tJvBiOC1OW7CX37woOx/OLxYFckhETumvA1WJL1YQyWLE2tUpMnFToo2Oc6HP0SIapkKE6m9 ueSpy49qM8a/f4yLU4lul+AkVgP9jfmd2gkOmR/9OHXNeEFu/uoIsR7oR+Z3UAqXoswWMty8fPkF WxW5DKOtlS5hKfRPHcvKeCXk+aYeC8zjyjMYJopZ5TeVPqrFqV0VAVHWTm5N/zJcm021GPPEwHy4 qEFdfEjkNRDRrqYKnGsvLoEzF8dCLI4UXZ8RirP2wax9TOLUz0O7mlq0dchKGD1RHBIr8zsDeWze zpoVn+nkzAvIRjGD4sijnde5SEEv5bBYHyc2IbGF4sijndel6E6b9wWWYjMsD0S0r+eiDr0T0W7c PPdQcLkPiljVY8oMFO3ruaivhxLHlEG7cUvRZdu5qEPvxJU1dk+0hXUhlr6Ij3KXohuZzUUdeivi o9wYUQtWxMekSnT9QAoq5rmoK1gr4mPSufgUdBsXvV11shoW5wPIuWviV6BZX4qNe53jPQojUija srUQzR2AWgT7sFbEAeyqXoiwc5cvetWe2MJ88E1QhB35HG9bUdEeCxEOiHJ0SsGK+EavhQiH0zko XJiI/ncLEfZb8qFb28GGi4uqBW4bydEu8xAZa7iGmXt5abPodkbJEolvDjNl5kgRnJcFMo+pe9CL vBTB6DcPJLVpZ+rjRLfwL/LA1sJVcdmMCJs0IgskTGQY3Ta48TENSUQbVUFC27kjRXuzrCCB7bix otnCbp5ZsF/s7a3h+oqKwU1gbBIHs2O/0wkjvyn2ia0OGzX77Su4d8GJ+LwoJjJ1/XqTMLKFxcXm WLFX+bA1CSN7AbPp7thYjwP6evgHMSkkS/deUd9JYkRBGr5TFAq8YZj9op7HsD29tt4tTlviSivS arc4Rdv1HXnJ9+Xw6ez8ORCL3WFUh80yVyDmCWI9iTbWycX+Got2J00q0UwxyGb22opuvJWhNW68 6Lq7fhi/im4VzOFuVvDFy83i1BX431J8ujnWjLz3HpWVUPs+yD3f7hGpm9DlrneVSjSdqnEhIoWY 6X3O5IGs2tOKY2Mhx+dbxdbFurcv7xVDuyOMssPz6IWEMyc+LjjJtuce9ZU/3wKiKMb+wUbR3AMp znIosu2i2+0xEzfH2o2Pcln5tr/+43Qdy6H9+e46XIpTmXnR/5aO4v4a14iD6vbbHN5Ei7Z6cCI/ KIbWdEOiV663h1EUrlVIL7a1q8NRcTXWti0EIq0PtArRInPiseNrTCw98eX2tLa9FF9cH3MdJfLS FZ/uKsUdse4qJ4JYb0gZW5ihWO0RDUOhWB4Q0WWDpeiqIepEPGWOEtsaFQNhbI4QSYwYmGD0REFq dx2nCeY1Eb0Vaib2pIkRQ1M6IbEFYoN9C7/HUYv2VqwhQsR2ai3EDDRixIk9+q2jwlhAMbcifqxe R1MKP40RQ3OWngibnIMiqdvQtKU3WWb+YzWDuCLKjNGGHnUAouoet+dEPDeOnaXggwk80QWBGBEP iCwy7HYouZfPafZE+P99Zl/Jcs/qreLXNlRgwlMmNasP7meD71mxL/TSFiOVOFbEahFmUkaK9fQO JwU4sy1lTfwU+WJQtG2hKK2YgzNl3dQ1QRFLTScWuifFyww8YVzGoWtiriMmVi0Q5QCjq4P5ERUb LQ6F3hPHK7BhaHzICvtlqBrfJA6k7I4qhYh4wYzIhr+7E9rCTvofEsVc1Hvhec3gabQYx2p49XMo jFb09jPIMH7cCDziB8SnRqxgZhGkYA+qDn/SyiHxmRa9youTkj2s2E4RnieThT0q6X1UdE2qcMFw ItUjF/+BJZTUnRSn/ETmie7mzXq3PuVE9sR8WIMvtfnQPS7aaU8lmaePW9QFa2hANMsOd6EoLwE7 y1VakXnzAKJDPjYvjfjCib8E4rg2yJpcXRD6k4Xo+iZ2F4QLo3mL36uENSex1qvv9Gwh2vbinK+I d0q3F2dcrKaVXg2mzUwEj6g671fEDwqw60KGsS31LgbWzJqwAyLXDK+gKFuFtmABcXB5xonciSaM 1YV/EyYtO9VOsHms7WKcN1EBRNUYdtW53VdunvSUT3mZzVMGPJjrwkQRiH2ptpiwigJR5fdzLc7K IigpF3bsAsRabTFhBT1zolqsblWsXZlRzyPrXMqAMlMbUdSqq9jl7L4T1fCkPVOifV9NiVKXH50N xq668ykbRU8cLfquEk04RrEeL6Pfs53F2m2s4QtR1Y/gIc/9VA+BymhdhFveVde/M6JJM5HLPAuX 2N9BRbudCIiqheHTv+xBY3bA90VXeUvsuX3piQbybjKaXk9769jD2mwXEjkfYw1EmzJ8GGYp44vw oVaywQmL/qjZiNitA6Aos4elL7ZuSJD798fMRQ5EUEzYIzv1JPIx27liPeT+xsq5CLaGwuG1LNfC iqMAMmjeVTCU85QBe148scmsOPWx3a0H8iqUsMXTog04D4g1sf07VercfpKM34Rtrxa5+R0sWkGR 1u2ZL9rNQ5w8JrdA27syimO33esW1EpSJGBrVU/OyJ2FyAfkYDehyIwo1ENngNiQe6P4whMbRIQb k2jJbcrczMa6GG7/aqe+UasaUjjzAerv6U0g9q7nLYp83IEP985096eatASzXKpe77PPxx9mQnjW obM5vMi6u7W3G6f7ICByvZ/DnOg3Vq7MtN3j2utqKpHVINZK/FIthdjyMxPNLFROH57VXkeV31bi dPHmIvmdq5N9kVuRyS6cNzvA3x0D11WgfrSxVoc+0Z9hN+snsqYgPxNeF1UVSUQURiwwsdN/+0hk smV1zfX4TbUNjZdQVB93N/SCnToZDL+mWKtQinE57545R1XVpmdiX7tVAC/avmhWonryaBTVNdDt +LRRtEfF4V+TWCOxHvStJVyWY3JHhxEmUF8+daKbnxF3R7HyxP5HAjS0sk8vay8VD0pCIlz7EMSc ZsRpRTR7+kzvkXo5fCZr7Sm8RPX4/6nE4gIXxwVQJebuDXPo+2zGP4xTDvayq9whNon6IvWVGp65 xde5yGdi5Yl0LnaPKjVWsG9P977kZVDUlN0oAsTpxM7UZhSKAxT9WJvkg7VZn8EwGpF7IgmF0Ta+ Xn5spvvsMi02Q6sQeTm/NR0+dbEQ8SvzYp7Dmcn64wSv6qZ443lQIo9c3WOmeMqqsjdPBw6Ix+3b gwHSzxv27quUndDPYkV3mi4/Xp+Y1uMutCgRVOotKYb5wZpxHL8mzmszeEvPYpphEqf5oQgR9jyw zbNMZVQlYuBCBAe6eZZNvcq1MK4tz2DT2t8M9O66uLbajE+U026HiEaA8uo1iyuLKYEnh9JH67Fe E/FVtUMps5LWgX309EAOXxPR1Y1XjKzXZmuxxtdLxrW2tOKhuideHI+kYpdcRPtmyUT0W/Fic0Bc qR83itE5HIrNdRWHqxTRb73mWFepxeXfnh12xvqtFQ/WPbvCmEhsUovL8fUbFfkmca3G3ZYyr1k8 UPfgzz7aI+J7rOLFxol1tFgdELHPo0U1NaVFtBcTL7rZQrwPHC8WyUW3Bym9iD/hf5eYJGV6cB0p 8vl3UxQ6P74KirF1uAA5PJVYHRDjY32VIkM+31CbqXlTJdavR4xur4GI7/CNFqfGRYvY5/Gxvlqx TiLS9OJwVSJvtuRH7BtWrGQpfL78PPRg0sNil8v2Oq1IGrQtDD3qNCyanhQn9RNscB56FENYNOsz o/gM+Xxto3Qgh2uxJ/WnmBj4K0/qwMau6o8jjPmR1MUlJhLkTXNgT37sbd3DmicM+VK7JmI7vWFv 7wJ7jlP4z/8N+NNLOijCZaLlcSsbzvum4s1zJyIR6O6B1nUV9I53SP3XoUYj0J1tEu1xk5DbHxYM viWcyLCvxB9DKTvOZuEKP9qDb3hHU3ZE783BZxNVcr788sb9sxtHhfG+E6dV6IW4yHKN2nhLPwyI d4CIHaFHGOu0bF7de4+NTmWDQMalzhURHaiZwxZ68XsoDqJZK2lrB1YKO9CniD+wS6J2q24WsUsS fN7iMQda4w4n8c2LgftZTmKsWJ3EayrWJ/EknsST+AbEKrlYn8STeBLfrBj6mzLfbfFtSJnvpxj6 q0nXR6Q/DT4eYaPYevM8ycTABNMOMRDv6yKy5OJ4hP562XYxdHyHRUpCfxhsq9gubmzfK4aLzPUR 08e6Sy4O//k69Mm1yY9XIP7teWJRBDPPVjH8+PDtYnAxcXOsU4tDehH/Gw97xK+/SC2Gj/Ti/wF7 nFY2TuG8dQAAAABJRU5ErkJggk== ------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0033_image024.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlhswCRAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAAAAACy AJEAhwAAAAAAAAAAMwAAZgAAmQAAzAAA/wAzAAAzMwAzZgAzmQAzzAAz/wBmAABmMwBmZgBmmQBm zABm/wCZAACZMwCZZgCZmQCZzACZ/wDMAADMMwDMZgDMmQDMzADM/wD/AAD/MwD/ZgD/mQD/zAD/ /zMAADMAMzMAZjMAmTMAzDMA/zMzADMzMzMzZjMzmTMzzDMz/zNmADNmMzNmZjNmmTNmzDNm/zOZ ADOZMzOZZjOZmTOZzDOZ/zPMADPMMzPMZjPMmTPMzDPM/zP/ADP/MzP/ZjP/mTP/zDP//2YAAGYA M2YAZmYAmWYAzGYA/2YzAGYzM2YzZmYzmWYzzGYz/2ZmAGZmM2ZmZmZmmWZmzGZm/2aZAGaZM2aZ ZmaZmWaZzGaZ/2bMAGbMM2bMZmbMmWbMzGbM/2b/AGb/M2b/Zmb/mWb/zGb//5kAAJkAM5kAZpkA mZkAzJkA/5kzAJkzM5kzZpkzmZkzzJkz/5lmAJlmM5lmZplmmZlmzJlm/5mZAJmZM5mZZpmZmZmZ zJmZ/5nMAJnMM5nMZpnMmZnMzJnM/5n/AJn/M5n/Zpn/mZn/zJn//8wAAMwAM8wAZswAmcwAzMwA /8wzAMwzM8wzZswzmcwzzMwz/8xmAMxmM8xmZsxmmcxmzMxm/8yZAMyZM8yZZsyZmcyZzMyZ/8zM AMzMM8zMZszMmczMzMzM/8z/AMz/M8z/Zsz/mcz/zMz///8AAP8AM/8AZv8Amf8AzP8A//8zAP8z M/8zZv8zmf8zzP8z//9mAP9mM/9mZv9mmf9mzP9m//+ZAP+ZM/+ZZv+Zmf+ZzP+Z///MAP/MM//M Zv/Mmf/MzP/M////AP//M///Zv//mf//zP///wECAwECAwECAwECAwECAwECAwECAwECAwECAwEC AwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwEC AwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwj/ALG1wkawoECDBQciPLhQIUKHBiEmXMjw IUWJBDFWjHixY0OPFj+KDEmSosmTKFOqXMmypcuXV1hcIXjlisaXOHPq3MmzZ09BAVjQDOCzqNGj SJOuDEowgCClKTVKBclxZNWSE61mxZqR6laTAwW1eooN6FgWN7121Qq1rVujreIWZBGgLounrQLU nLn3iliZNdO+HUzYbV66ZMf6dVg3QFwWaCHTtRlUcOHLmHnKbBUTJVCh2GQOddx0ps+pbDd+Xb2W q+rWV2Ozfk0bW+fOtFvdFSi6bGWCkNXmzkyceN6gZFf2pktUoNPi0KPjvKK35XFBkKnf1WtZunfp QJOv/xQkaHFZv+KPona9Xjbs2e3hC49PPf17nPHvf99vNDz//wAWBZRpARZoIEv+BZjfcKkt6OB8 EDZYFlrySWihawdm+BBpGnbooVkehijdWGJhBGKGD17oHoPsRYjVWcw1ZpdNA9Xn4oopiugddjLK RF55MTUGGYc6FokUj8ilFVeQ1RnpZE+c1WWTddQl+V+OON5YYYsWHkeghFXaheWWWT7Z1mfdmWQW UL+Z6eZJA6bVm5qk8bjbm3gWZCNKwcHJoW7IXamlfmMSOihDAxoak0MS7Tlhm1xGumKeO+X15Um4 mUQdRMdRSKmTTaqUKUWOjmbfpx1uyhJ1ffVFHmILMf8XXaEslikpmVvphpdXYcro650MeVkrroai ihNQLm3647LkyUURc2ka6x2wK43qEpunSnslkdWClhO0Ix5K67hqYQfhqAv6Fiq5qWmrErXd7sTm pe7ul1e2J/WZU6f1BnhiS9a+RJenl7F7a7EHD4cdo7wSbCtwdYl7aL8GmQuTtzmxGS3Fg9WEE1M7 VbmxhhYTVN7IbgUsKsbH1oXvYAafeBjDKhKrmsfCAYfxgxoj/PBsSp0IK38qp6RvTiJTujBvLO/o 8FL0uiSr0nVy+11eKB+N08DG6QkaygstXbRKzSrlV1QIzbkSp1JKrCKPjG7G7Nx00xXWnwcxPJBC USb/GdffAvGd6+CLJkRikATrFvWqdYFdVN/PYeOrXUJWTrmYtvVoeVCbT+5555x/rvnlv1ouE3Mx pQ5vxZAWNzBZ2jn29+y0095nTHTnvmyM6M3dKmCp1wT88FIO6blkok/e9FyRR5eguk+TDdrYKAlr 9tdlHW53V5DtnfdZrRfEY8K0ip92qC1Z/G+yzUGFfkTpaW2Qdpo2DyB1SFOY6HRWH6XqUssryPsE OKUC0QVpHOpeywwDsncF0DnL+19xpgIowaVme74pYIvQ5TY9DVA14TPIAD9jM4OBxWX8M8hkYNK+ tgyNTw+0FEJIeKAqvUxNnJJfSqj3uLZVLyXog1uG/6r0QJeADVkw8+G+QtUzQc3PLjXz2WoKF8Va dQoj8WlS0oYlxS7C0HFFwd9lbIifyqwwRDiDDg+TYqcbzlBIi0MbcdRGHCRiBnJnqx6SNAgnh+kG jD/8iOJKKDEqcvGQWGSSXtAzFs70yn5TEaLJINnBfMWRMGKclSKVZxNWWWdoZ8SMDsdYxIIF7kfO mqQbI9K4zK0SKXTMjB1T9UE+PeeFUMGIykw4xeghspJfeR6CqiPBhAnskh0rJX+O45TZ0e1vYkkU Bl8iEV8+S5kpw+Z3YpS84z1HO6crjzj9Qs4f1SQo3vojS2KJmVkOUUjM2gt5hDewtrGpm54by3Ps 5P8x1GSKl4pKHDC9KJXJbCwu+1wkkIanuslUBmuPWuS7XgmVTHZofeNJaJr4xhyM9e8i7CQlIO/4 Uc9UDWyhtE20alkYjB5ImMoBDUzXhr6bYISdAL3ZR3OKJYgKx5O+yVYkI6YfS4KHOx+yX0qwNUlk kgqFW3OqYbQzUsL4VCVeUshM3wXVl4hlRAOTS1XPZE1Sfele1GzM4iRCooEi8jOmGRhkksPTnF31 l+lpzz2tJpWHfpVsNfkrZ8C4RVeGpoX7celgkFTSheBPhqIKyp6Umr7JJIY0FrVXYw0TUjohNE0g EiN5KlWlmXxGgYEb608oWxjWosQp5QHLDDdT0xv/Aao6A9KiXKlZybvaynuyFSSw0hST1Z0Ql/Ky y1fNoizcRg07xZWqTqh6rHpKV4SrdAibKgtdgcR2iUQVSH0ANUrxNS6lR1Jr1tBSTKwaF4hfs4xZ 7qUbbT41VNnhTZPKFiuhQFYpt2WpSYKz1dfi6yaxpR8MhWK3vBjzthZUJaBCwqrNuOh0hhRfjHaz IHTOKT6DbBdCFFw9rZ6lJ0S8SOwCGKO9fXediwzvJBvzV+twzr7YDVkr2UdayS41leeT4XUAdks/ CslxTgFqbRoCSDQJbLMmhTJX9TkTtA7znPbpW1npJJT6YOe9OsEi4CY1w5Osh0c1/hmgTCs742pk /6/iReponoYa6D6FOTSUSDRPCTSTCDiDjExkmpfawDAD2crVckr3cMchxqLYMZnNyApnVkZkblJI gEHSZtJU3p1wbcyY4s6NS7RXbIJ6Q8g1b5U7C8TsRnMv3FSeG0vGkjHPDn57w1z90PKZxgQ4hooZ 0oFHexKmuLNFIV6ybGukPOBaBLUs6mjoKpcdvfhqL86OS2Kiuc+ORjjAMlJdQ+8SGAoT5b3dAbMR lWseo+H4cK4qrmSQl0+jcY6jvg7bIz08b3rX8rRg1BVcULZGzYR7lUBKyD3L+qpCW8TZC1HioFXi 2sIUXF4WDvOGs+uT/5XWzA9xs1sbxUdCVlEw9/8seVEPRewBtdfA0rk4WLtaxxhHS+DR6fSVpmkc 7VBUcj9PygFDxPOCEQiLHcH5L6sIHA3W9eRDN/mtttqdihOG1QAqemF8W2t1Dwbr/4l0S71ebNXq BOxEw7F6pKwapf+MoGlb68hvNLa6Kv2gVv+62qMjc6RwXTkOz4zOw45Yq675WzQXfOFruHefhDu4 Ftni069JM/K51TYsmzweRTyUxhtl8Gkvzj3BRmLXeZ44fYcLFHMSeFGePjOp/3ze31PfuWsF2m9f uqTqPndHpWVAsPuN2W38esykUZaLpwiSngLp66onrGgsvk4Sb2Zi38VSqMx+s7Qfze17v/vgB5// lMLPfRKB/5S3dhZdB7fD1Rds3jb1E+hIN7rSKc+b98+//aeNz1hveEjzljrXhmEMdRcEKG4HmIAC SCGkwRkn0x0PWDsSOIEUWIGP8VAWqG3NAk2604G60xcE+H/yJlfdpIAmWFw2lznuRzIigmaClDcw CHFUEihdMXwcAzDSF2a1ZnuWd3I86Ei6l3vpcoNf53xEaCy1d4RKqEJBZ0o++IQ9GIVCSEeTl3tL CEtNeIVvkmxaSIRo5x1VKHVC+IOiEYZe1IVCZ4RoaCZcuIb9QnbQYYZBKIZ02Bre82Vrw4Nk5obD dDz5xYd44kjy1BdyBoiBWCLZoyFyuIiXx0wyKJJlethnhogfc2ODkwiG5GSJl+gdYZKDScGIUDiG oSg+jSSKUpgQAQEAOw== ------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0033_image025.png Content-Transfer-Encoding: base64 Content-Type: image/png iVBORw0KGgoAAAANSUhEUgAAAvsAAAItAQMAAACdKCc/AAAABGdBTUEAALGIlZj0pgAAAAZQTFRF AAAA////pdmf3QAAACV6VFh0RGF0YVRpbWUAEXicMzIwMLMyMLUytFAwNLEyNbEytgAAJggD2OW3 kNIAAAAlelRYdFNvZnR3YXJlAKh4nHNMyU9KVQjIyC/JL87IL1Aw1zMAAEQnBnUjABTwAAAUEUlE QVR4nO3dz4/dNn4AcCoyIqfwRj4UiIu6oQ/9A+Y4ByOaY4Ee+i/41HN66hQITD0M0BzT9tTDolmg /8ACve9q4IN7c/+BduR1uu623Q29m9YcRBZLUr+lL7/Uk0gnk5qA7fHoPX2e+JsixUdk2PA7EhiQ XoAqqWPLof/2Aoi4iiyHrj0B1iv4T09RJG3A/3oB6kQmlkO/sQH1UUAsU8sh7ieb2oFvQwN+yoG8 qG3A//gBDjW1HPnKD3BpBX7pByiqzHKk3AtcN8BnNmB3IhfmzOVnTFUYtyFlL5A3wDnLI06ArPTv ewFC9d/8nBHyKQEqpP/YCdT6U38u+Ykk5OQuAPxqJ1DdSgSJpLgrL8q7nwCNwm/3AncSTogUkbyo CCuWL9jborWAatAuagWwxQt+sRe4r6IollUsLyRh5RLYm8jVPdPStABfAnsru+pe2gM5E0tgb5ss msKlmrQEBv5rN0ANkBgAiKJqbxQ1gGrQLr4jYHc5IJn59wsNZACwt8GpW0C1mpJkQDn49e7atPvB AMvjuzu/efeDqosyoC7aW5sOQKwaNKA2/cYbcChv34N6wN6AnJwSoAe8tz0YA+dQm/zSHxDLiC2P +0tkS3//hTfAEnYPY13A3ibTCezOpod3wDvg+w94LQffAr8LfgWXoYGbn8jBo6gBrm4w8MT1gr3A xY0HgkfRzS9owdPg5kfRzQdufkm++cDNz0XvAGe4+dk0eJP5rtuCBU5YUKAiekolIFAQQpKABU1d gAoBgdIAaTiANCEYULWAbTXCboCr6JF1QCA3N0lFMEB9dmqcUED30U1pDgGU7V3eqp8/8AwU3Sdv p1i8A33c57YlIfuAup86dqbyNqDq7+TnrhNsA0Qf9QdXNtoGDEtiDs2qAd9A2cf8oaQhgLyfrTlw RzbaBgyTKYfKtjZqH0C7ny5qRz7dBAwTjHoiPAAwmsPVk7D+ATFEy0E68ukmgA8Je5BlAKAcsuaF 5NQ/UJhcShtAWNeP7QD0uZt1Yxd6maB3wCwq6gDrMscdgHlT88lV5xcvaVuAegrgp9gERBMAnwTZ AlQjQCUAsOhnJyDiAVCdX7ykbQKSKUB9AzydAHhR3gGkHYAW5S1AEycNoNIbrys2AdkUQOuKLUCT L+sOwFtlDwDeKm8BmkayJnrqMQ4CyAboBoHoObYAzSduxplxOKDuAbRfsQGox0ASAohHAJUS77js AFQ2rWkWAKgGoAnegWQGoA2CF4D6BdracwDQBuH7CLTnq94igLU4PgC0xfl/CZTBgextA+gQxAuA dSveAeYnz2lQLADPV/ADAJj5R7xFAOuc3ggA7V5vB4In8g3Opu1jDN/zyq5mQYGv0cG1B+BpaOAC 7azxBXB0e3BAu5segAgdU7x94Oh+kaq8gGeC+iCoB6BA3tIBdDOg6nfsVmUHbL8CBWA1/H5AjbSP AtCJKBhAb3jvB6pjgWPHaFWM1i7tmfcB2EUvgBIHsv0AxYAaBLDP1OrDa/C7LQqY5+M6Rm/mHgtQ yWe5XgEUeUubxY4A5s/Sj64AiMBjAVVnFbPFESMAjKs5gN8UVEBO0pczgLY/llB20gBna4F/oe1S oTt/9M2P5C/Y03+TIu5nQ3OoxOk1RTkdAHTdACH3urVIQ4gFIRHTD+GBq29y8/h8D9T4nV9CZFwC QBfeE+b5m6spII4AIhzogvyzP/4r/RSv1N3rmpBkyGn43fecypivALoLuk1Ifld9ooTH8ufmFOgA x+SiY4DFhTlnQFRRisrsTS1/k1a3sh/Tp89qBdz+a0LO1gC0m7fDADIraKIrB1/cdgKpc5JIAfks I48Kms6mQscDL2EgcbSYICDjvs9jlg+1xfy1+vNTfdJyBuDzaAoo5hl5aA/mFa3Ug4fqvTOdTZO/ fGkAtEFTAButtVkCUAJWyW/zthzotkFldAyAzjI0mWD8qvqak8R8iDrptg3BgEU2cAC6WzYC8DVS BphH4tBtgbOgqoyKhLcAXhVZgBoHCp11qiOARRT19Rfc+hdMtWcdgFdFIDDq/MKAHv982eS0ZM3K kEVKugAzROyAFWtbAKCLV/jdTRFogRWrcwCga8fNqb6ev8nESgeojuMLB1AuCtoAgB/PZLIOyLN6 VhuvAbq+lCWCoxFAsm7bDTuwqIv6DrMF0BfY1LhJRRi4r5AD6KpgBGi2jUpUa8FPHMCiuk5cgLnA zLxU1ZTl42OBuD+xBRjamEQlYGnfJqwB5otSVSapcGBo55M8VVXTly6AzYFuotIy1Bl6KonKQdh9 BwPMexV67zgc6Et6rd+7AqALoA22iqZrxWrd9Rovkfql3lLKCTxzAkXaAdF0lKmwacUDAkOwAV0z XptuxagcqSpgCcyHUCsAQTog1evUh/eDQGlvtm1A3b5F6HOLUQyo6JrWbKa6tpcTa2vSVj+mjNaj uki9YQkgbZL1UNHEezPEGu0Is9iBcSvQbB7FmzXw9QiIgTTYAlTm1EX72Ydz1r4AVb9EVz8hSyCq /USR5H33fQJIb0AzjPtYn/rFGDj4AlQcqfB4AeS1pzQwl5Cas12Ot40sHgMA3QKoCiBqMmhxOjoB CGy6AnWwLQGTuqx8fFQa4AO8FpjUZSXzlcgDMNnDtGT+oki2Pf9JB94zsByFegYWncIR8MQHoJ+J urqGgSZv7QZu6QJ9eq7P+tr8pisHbTO0E8iXt0cek/N/VBnrVa4BtrccgMBwo0TfKwoIxB6A4i0A ZzbgjuqkewBY/3OdVXcbIDLA/VgPs3YC8xv3V202Lc5SfQViN7Dcq7nsykF5K9aD9J3A8p7pAKhE VsOfvcDiTkgPcJLU5AMvDY4VkMWPdgOL42VnCgUIdxrgN4MwoFJ1kSkHb1Ag7jq4a4Gi7mtTuqag aQC5KbcEDn2yKKBmrn6RyucKYJuAXF0Bc41wOGEiRmaZlkDcA3wNIAirEmQNxDKbToB6FZDyI4A6 GYC+yUSAimTHAdUANJN8BqAegbQfH6wC+LGAGAFDr8IOlCYNGHxQ3E0XAKdAFCFArgHbQpeSJAug zPpfFQNgT2Q1xqhS6zqUfAnkbADiHqC2M5j6BNuuYA7UZADyVUA2euB8BVAReRRQqWqoaiqtlUA0 1B7NE/Y4IDRwm9of918ASftIq+zul+DlQN8Oqu6k8Lw1CIwHtGQNoBL5w8SezotEHp0q7wF7NtUJ XKVxldjuXC5r0zHApLOq0Hu6p7Gg3A5Y26NVgKmLDpzZgXpxW/d4oODs2nJc5UnrTdFVgCoECvjU elwB+YklHdYD5QMMKGwz4iuBTKTI152oglXYclL+gVwHJGIb0Ew0ubstPNoI8B5A2gM1guGRqiJf 2oBYXq4AqBVQNWKtJ3RtbU4d2QGxAmh3NynsAJGFbZZkDdA2NmVmbTUJK2xvHwHIzVFzqKTWaZo8 s84+rAPMi3hqBYpMV/tXODDLps9Gr2kyqIisUaSAqF12tBoYZYp2aw2kY6GiKJfwdyqNADo5MBox tRO5tRXQ3y5SSPhbodYA/UyKreESkSxUZ84BCDtgPXMbyngn4PreKDUOK1R/F4xBENBbN40/tHBs 7qMOF6rHDn4MCxBP5iLXAFWy+C6OK9mfdpbI+pb9UYAeecfVI+gYmIv4+2RSalzbaOkrYJFYD4h0 OihWI5ya5dLaHuj58IzwR9DHGNqDCTDdP0M13EWWM+uuGqrBJ6pbA9Z3YCILOjmV6lUxkqlf2ZZZ CX1Xq3QB4yugkwFZTVQWzFTrbUsKVRsWek0vhY6tAFQmagH4/O0tdrjNAaOoosX4/ob6gA2A1KZS 7/O0A1CZobTUBbLbiykCm2WwV1HRw/jFlQsQLQDViWA2re7GUyDTQGpdKGZmuOoIXBEKlwPVjRj+ Z8bJKNCMw44C6ORFqnJFgWaoGoFf8LYKKBTAikTYgKbFgysSGLhLJ2t5Sn0FLxAA+ugocD+d5Aiu r+BFwm0bUGKVrQVIpoBKZPbk4pUVoJYDslvyMs+mH8c1ALywAth8MwxEcglcPrEB2J6FHAQoCDy1 AQVyL2kAxBjIgSgqEw1cASfB2mywLhLTyk7HYw9AoTLAGyk/Wg9kS4Cntr1qzTKgpyKBarsRkA2/ TMujgSoRMTQYb+6GzjteMacAQG2AjiKuPj80EgYLWhmLOVBqwJYGOpGLBL45DAI8reZRVGQXPLMB ZQtA927BKNJhDCg7T4mAvtbLBF1dGwA4NgDTAcg8myrg/LGtV6GHubVqkqErtAKTVRJUvroiVW0p T2bevo7qFGzRVgKyexkI6OMKABv9HhAToIIAS2iuLKo/XN1tkbMJ1pXAHehlNmDSQ3Cs2jZNpr7z mB0BVOP1MC5ADQINwI4ATOhaeRegl4VqADoGluQeaBtbRxqYeZqNQLoK4OYKKkcUgcB7bA0g2iiC XgYAqq/8Wv3NmF7jZn7pSoOqBfBy0J+lHK/wiFYBTRrcWdl9nwDmElYCH0K1LQAUC8CxO2oXRSmU jfwASQuwdcBtkkdnE4Au37gEqhQaRzuy6XpAqAanAF6HAnq7PbYS4EQ1mWt7FSPA/HJNGgji6njB AFsL6BoeerLRATTvcEVR3QLQHfgRsPyY3Xbr6wA4oED3RldJXgksz9J1jpD1AiZgj3KhQPdwvRNA xmhoFPUvAuzjAeB7lbvgLGirACTgwLPQwBc4QNcA2fcZyNYAdAdAdwMJsAQLAL7EgAw5WDuArAFE hDwHjwIloSjAWoAgT7eiQLES2HMFWCIL2QCqMbKvNcQTOUZzkWyBxZMz64HPQwN4OegAGRyIkKyw GXg+Ag4YkG0ECtp+NgPQjcAVCqQdcAnOX6wBkBatYMMVFOC98xaw2y6gbelDAeUIKM9DAFm7QlID n4YBZA+cMOsJNveLePa8B7h9fZITsC7JmABIs4lvdiHt+4WI7LIHrPMnGojz7MCyv7OtHgc3zDAA fbIKGA1so2+y3/+9xQewLrjobhYTie67snxK5fQz+no4bv3Ooyr9vAeqePbM8vgTLoAunH2ds2fC ui6+6m5ENoA1me1AF6xAOgCWO1Y6zHfVWQ+8PwD1cl1EH9y79FjeWL9Px8A9G1BtBm4NgEyrOzZA tSm/k/JaXv364vlRQD8J2QCzlzHbx/pIyr99xER2XnTnt5ahMSDhu4bO8PVXP7M/H9J/v1kDZFsA KeF9vkzIO2gfYH+MJm/3GmmAR1sB5Ans9jZ+A5xsBew9u8u2EjWA2BxFGMCLHtiYixzA83IEbDw/ MkZ7KS/N5Jo5teOLkTYBUj4ZgO0BAy56QIQBDrwDXHedvksAG+EUfRQFA6QHALkpOHqCYgeALdwY ngEJBCShARoayEIDLDAwmhEPBMjQALvxgHwH/OCBV6GBb0MD1wPAggA3JJHp/Dc/v/HAEG5IGoQG sH1dbn5V4Qeg9mPBs2npBUgn2+UFAQrbM+T+rsAyRvUFcHD1kpwkMtsMqILGqWUo7AsQtmcq/QFF WICHBZLQQKyiyLKk2U9VEdmBobJzzcYhodaAbfLCB6Bn1G1PuXsCmF6aCj4b6w/I5ltVzYEdiWwA VoA3Ff0ksgIeZCX4yKAXoCKSn9ISLEleAL2B0mkaEChVVfEw4eAiLi+Afpzs45gHuwK9Jp3TiDsS eXs2Nc8M0hwuB6M2GfJXBX0Hn9MC3sd3ALCvsXIDZVI8ACN5BECHVwUdRUVcPhA0GJApgD8KBpjt h754U4JdVB9p0G6CFBBoNlMowaUfz30AzeRMOXoezDPQzESX4DycTwAsaF6ANg3AqsIL0NzChxc/ eAGw7QB9ABX2ZKkPYP608SSMGpzNALqdhRcAm6Mc9ey2A9i3mPioi/RuE1e2gz4SmZMP5Je26UY/ 2ZRUVA1CwC2WfCSyJKSgqroooWdX/VQVhFB+xsIBXAHPS8YpsNrMU4tG6CVnIgO+p85Te/D3CsjA 0b4fIKroBafgUNYLIBUQCyo+AUaafq4gVlcgMvEQKAh+mkwFfF4pgAYCeAucZoGAPDEA2C54KQeE KkClAVRt+wDUECo0wBoAatkGwLa1zxpArrmCHUAkBU0UECqRDRCLDNyoyUsuypkGGH+QLY95KQeF Ai4UAN318tOiZYLqnTFPgWy0ArhyA6wBHgLZyM8VMJ4WpeSfANnIE1AkemvGDMhGvoBYdVALGqpN VlGU8EQWKbDM30s50G/VO4SmQL/IR1XRf7YrQRfHhijyAIDHfADYvSw/bXJwILMfu3wHGAB56wjY fP4fApCtAfYUtHeAE0De2gMVdtvKEZAiVBwCA+3TG0SPdbcDSBq0+0XsBRgC0BYIFUX91zahu/c7 AnIFeQ/UYYB2xchOAJnbGAAZBigHIHc+ZGw/C0OA/ls0wgD8bQI0BCD6giahjW+8Aq4nbDEg++6A agTYX7ULyMIC9QhgoYHN55fA2K8PeQ9cbgew2B0A/MvYNwP9FyzYdiT0Bmx/nm41YH3Vm10AawF0 ts0RsLeOAHJrls6X7TcIvJaOsArgp/2juv/80Gy/cSAkrvXdIngL4jGAPS7WAeJ08UxwHyLyh5/S qzfMcg50sjSX3RU8dD7lrEP26uJnc0hg/YW+68g/WQWMw4fqzx1Czh7pTqGlth/qIn7/aGAZ7pNM NcIvRrmCD4A6Hl3nH5EfE/IPJ+o/f3P2nvvpdnvI1Z/TB3HZNzi2iPzXZzL7yZ6r6gA0K8jqp3/w q3rT+e8NAJxKY4XWn/35V4zpZ6b/6epPq79I5JuaRzhwOvSumQuwBfMlhdf5n5ATE/MqRPffXwAS m5jHwyT5KsbvUf3DdQOc0w7YHqzJ96wk5MQDgFV2fOgX7QhIo+8HQB5tFkO3JUwQfWUXKLS7bIQD 2hAc+D8j9XOw4OfVNwAAAABJRU5ErkJggk== ------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0033_image026.gif Content-Transfer-Encoding: base64 Content-Type: image/gif R0lGODlh4wCKAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAEAAQDh AIkAhwAAAAAAAAAAMwAAZgAAmQAAzAAA/wAzAAAzMwAzZgAzmQAzzAAz/wBmAABmMwBmZgBmmQBm zABm/wCZAACZMwCZZgCZmQCZzACZ/wDMAADMMwDMZgDMmQDMzADM/wD/AAD/MwD/ZgD/mQD/zAD/ /zMAADMAMzMAZjMAmTMAzDMA/zMzADMzMzMzZjMzmTMzzDMz/zNmADNmMzNmZjNmmTNmzDNm/zOZ ADOZMzOZZjOZmTOZzDOZ/zPMADPMMzPMZjPMmTPMzDPM/zP/ADP/MzP/ZjP/mTP/zDP//2YAAGYA M2YAZmYAmWYAzGYA/2YzAGYzM2YzZmYzmWYzzGYz/2ZmAGZmM2ZmZmZmmWZmzGZm/2aZAGaZM2aZ ZmaZmWaZzGaZ/2bMAGbMM2bMZmbMmWbMzGbM/2b/AGb/M2b/Zmb/mWb/zGb//5kAAJkAM5kAZpkA mZkAzJkA/5kzAJkzM5kzZpkzmZkzzJkz/5lmAJlmM5lmZplmmZlmzJlm/5mZAJmZM5mZZpmZmZmZ zJmZ/5nMAJnMM5nMZpnMmZnMzJnM/5n/AJn/M5n/Zpn/mZn/zJn//8wAAMwAM8wAZswAmcwAzMwA /8wzAMwzM8wzZswzmcwzzMwz/8xmAMxmM8xmZsxmmcxmzMxm/8yZAMyZM8yZZsyZmcyZzMyZ/8zM AMzMM8zMZszMmczMzMzM/8z/AMz/M8z/Zsz/mcz/zMz///8AAP8AM/8AZv8Amf8AzP8A//8zAP8z M/8zZv8zmf8zzP8z//9mAP9mM/9mZv9mmf9mzP9m//+ZAP+ZM/+ZZv+Zmf+ZzP+Z///MAP/MM//M Zv/Mmf/MzP/M////AP//M///Zv//mf//zP///wECAwECAwECAwECAwECAwECAwECAwECAwECAwEC AwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwEC AwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwj/AFthG0gQm8CCAw8iVFiQIUGHCRFGlAjR oESLFC9W3KixY8aPCzsKunKFIIsrDjmCbOgx5MqLMGPKnEmzps2bOHPqhNkqQICDJ3cKHUq0qNGj SJPO7CnIYAClUKNKnUqVaCuSFQuyeEpyoKCvAq+OFJS1qsuzLF9ORPuwZVq2a9/KbasWI1y7BQWx 2PoUm16SQb0G2CtQ0GC9ewNcMcwipVu6d8uanUzZrGHDP/2OXaxVccLM2LayMFmysunTqKVe8el5 KejLghsPvDI6te3buHGKtqmQqUG+hQM0Ra0y8uO4kOciX443uXPmxZU3jwv7uEXEqwGfFA7devTn ucOL/5/dOmer8wfRj1/P/rZhye3jy49ffb7Q793r4p/Of79/7wBe9J50/+kX4F32JUjVgAo26OBt PcH34IQUHlVfhQZmaJyGBB7YIYfgRccgiPltaKJ0GKY402oSqujiixKNCOOMNMYoW40hepgjif3p WOKHGrUyUmJ7gXWQYSfumOSP4OEon5B8sTbYlKydtNVwTmY5XiuJ+bTYeRaFddVqPmGp5ZmpXcUa WTeRyYKZKha4ZI88ygnknX6JhtKdl21VmpJ4Mikof2iaRuaeOrHo12AtFupoomXKJBmDevX16KVG rXYjTIHBRFtvWzVqn52AljooqaciRCZECmEmk4xcgv+Wap0+YmpWT7LyVN5Fq8HJmK3AtsndUkWS ZayQUOY60G7BNqtrbTRFSaWUilUU6YSo0jlnttxa52dke4UZpnrTGfanqdoGmq6zSPUELU274oSr qOxmaS5v8eqWb72Y9orvuTlll2K3tBa8bYD+anuvnJrGRPDB/EYVqk33CsUYvRHDGGujFe9EZsby IvQVhQnT1BPAODX84MOB+kYemwari5/L0nU8qMAy15rtad869a6D7v47VM8gEwsaoxgOJrRQXlYI 80NgVhWpzRNObPK+NalM4bDL+hRUWOKCjZyEipZ800gom0Z1Xg9h7XDXw7GMbnRuDpcdmdR6PeVe fA//xrdofwfOV1Nu/k3S4YgfHuWbKH1F1nnHPo6smOiBCTa5bQl0JdSVKu1U2jStSiFZwh3UK2ab ob2YlYrT1vqbJyWOt0DZCW5l333nLdq0u/c+re687y384nlXWeV2e9FWpLVuJ4job6xhHDB3F77t FV8lUS4km+pVvv32kSP71eGqjzWSl7mzBthgiN+eGMpaY9scZtLnNKC7GH8cXsLn0Yb02m0bjUKY pbMC8sgpyopKwjYnL8/tj2sJiVvzwkUQnDGHQoOzzGusRjEH1mVB1dJI82iTEAKS5DBxklL9hIUl V90kaOthDJy8MpOTqKk8veIS6EZFnioZ0CVcWkjU/xSmNLnNKjSM8k/vzJRD68HlKgwZ2Q95cqgZ xgeG7anUmyR0wzdRpG5WYWBofjYVXD3oV0/iEuBGIiTNnNCHktpKUTY2EKTdyoMJQmOCrtIlKSWP dKDDyhiNEjQstkuEPzPiupijxyPm7IMGqZxdEPOsLR5lYs3TSVYMuUc8qggz1fIe5MAyLo44poSZ oWCbvtRASykofi6SVvFm6cfh2dJ3slHflFxHJCJRS1WSsuMrPZkiUL7JWGBxHPgcx0xmLsZxslvf ebwUTcHhTXSCgVNvfOLER0IMiWRcyhTnJiBiToUw2MgkQn55vRAi8kFkamHybLg1K0rlZJ+TVwYf sv8picDSPp2T4BaFqSA1VmY1BFGnRIhGw5gA8Ip4ixsFVZlFtElwh0lRk0DNQ8DI4FGRpNIinPzW Kch905tigplBQZonrtEsXaBkFUweyp6IMqRIw1Lep+aDRe8lRS+nTBkcs2ZO9vRPTwkdzXtoMxwp XrFTfGtiTavEMYWKB1etoR823NQk8XQMNopiT6WexpMAdhNdZTXQ+a7lFctdLE9pY6l+rkS70tFT UuPszk4vmJeiFuV5RHETfGLlP3uKR3SM8eBIxoMknDRyJ5XDEj4JiRhLvoqUV8SO6YRTMg5SBT57 7SBGiaqYIi1rheX0SW8SItMrNo0g9xJYZb2aQEb/xus/QXPhSQ2iKXr6LzjnUh45YwYZ5YHJuH5B id88I1e2hBZFkyWKDWGjF6RwFbabm9dnaktb1XIqM97FDUKFGs5WWg2zc8TMu+7ntx6itox62mR1 hQTY1KDzbFaViWIqVr3A7kpRennPmLiLG6y+FzWeTeuisqcjg8oWgsNFIoMXJZgx/uS5EfZmQQ6V Esu1cTbpyWuP7kuohuR3pkj7VE+UIkYk0k6pngkrfbymqokVEoW2oWhNHqtJu9TVsDoh2pjIouI9 JY8+SG1IrAQYFHfmuLwOOzELHUbWGkJYnK41Z8X4BmTKJBg8VPuO2Hwsrrhg9UurXahCm/tIXE24 /4KZiRWB2TzG/SwYUsezHV9sVzzTeurKn9xXWGMnZajIkbyafGbqFL2YRi8alH7cIVthxON0euZX 2LRvP2lC06oAjjNW7jK29tW9wIzlNl8GSYAXyeqyoFfB2RUxnQUDMFHN2iIkbtGBTdPi0UUR0PZJ tRAlu+vJTHplJ5Nspxwk7A3/z69bavao/IeolzbIqSCJVYU1nGHwHPvWpAJ1Nlst64U4VaWPUdSy EyTt0QE7PG+ttH4BU+zJMPRFnS4wBVc8vXe3Z8mAaZ2j25c8RSMTfGgWZfcieTlWa7HeUBnQusVp xt+I25HdXossacnxjnv8liDv3d+odS5we+RkGP/m62zs9lqASm5ykZUcMpu5aJLUnHWNZmrA9Sw4 kkpJ1LeJZ6amVLTPmqTQanPg+KSHGKAXfY7+Pmx6YOdKMO8pzbvFuNbJTdy1+MbkkIQtV5SVlf4+ HYROv6rXRuvstJ+9KPluD0E5TeC3K8XswWa7XfwF9qxz3e/7qV7fO+TFrood4nZ3aNTbc3Giuj3x O1l1ZQ5cePwiHvIxWnxNDVsRs/2d21sfvJJgE5bNDBH0n0+nPcted8zD3aV+0tTli1J5m6Tc9Ujp 6HgPzZ7aE3X2uIfen3rFVNaOx/ew5o7oQ1/urgt/s1Yr7aZN3k+yaT74LxT60TUamsW03t4Y8zP/ 9o8SvYb4SaPSf3xUrr/98bdLp62S4le4g/SMIh88JGa+85ef+rUcSr98M2ao9x3clRXt5n41wUc4 5jCYAyGbFi0PiIDmET1Yd3oq52XhV3USGHl7djvXc19/URiNNxlcomsmIRv8l4LNJzKxJ0eXMVmx dVf7FxO5IiEHuIFL8VYk1Fgk5BRDAnwmE4EykX84aD9esllbVRuBsWS5wX5dU4RDgStYEi67VxqJ VV+Td3/MQYQqOINeuCEwqFp/wSA59G0rWEeb9F1AiHmTNWR5simuAz3qN0daSINCCIU1cWJYdxrf hxA6hocv9Id51IcK4TldCHhniC75cogLUXWS/3FDIwiIrqF3h3U+ogJpc4iHTugekXYTUbKGiRdd wzRUT0RjA5iI+oeIH9GGqPh3UhJXf5aJUChv8hFTL1R/eMhJw3SHjVgmojQoIQOKDfJPnQRlC0V1 wINLt9RLysM6yGM888RL0hhVzjgWsfNo4wNNjzNz4oMeMueN4FgY4eg9L7dV6hM2lhM26hgRAphR FlRi5og9iANN5FOPibMZ0RRNqlNNrrNzgUMtXbJxHzeQBPk7Hec7eoNLvYQ7JBU4zTiN8xSNVjIk U9IoahKJQLOOkfQ4fgGOHEk5DMdw5OiRkvSNkQNpx7RM9piPO9ePflJaNgcY++hLu5M3J0SJkhdI FH+xR5XziQpmMq3IiBnXf1f0YRoREAA7 ------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0034.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Module No.3
Special Purpose Devices
<= b>Overview:
. In this unit we will concentrate on the semiconductor devices that are used in the special purpose circuits i.e. U= ni – Junction Transistor (UJT), Silicon Controlled Rectifier (SCR), Diac and Traic. These devices are used in the control circuits, power electroni= cs and even in power rectifier circuits.
Unit Objectives:
After completing this unit you = will be able to:
1. Compile the technical information of the UJT.
2. Draw the characteristics of the SCR.
3. Demonstrate the use o= f the Diac in the electronic circuit.
4. Determine the parameters of the Triac.
5. Group the special pur= pose semiconductor devices.
------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0035.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Module No.3
Uni Junc= tion Transistor
The Uni Junction transi= stor (UJT) is a three terminal semiconductor device. The characteristic of UJT varies from the conventional two junction= s, bipolar transistor.
Basic Characteristics of a UJT:
The basic characteristics of UJT are considered with th= e parameters. These parameters are:
1 Vbb(max): The maximum inter base voltage that can be applied to the UJT.
2. Rbb:  The inter base resistance of the UJT.
3. n: The intrinsic standoff ratio which defines Vp.
4. Ip: Th= e peak point emitter current.
Silicon Controlled Rectifier (SCR)<= b>
It is four layer and three terminal semiconductor device. The gate = current controls its operation.
------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0036.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Module No.3
Operation of the SCR: <= /nobr>
If we ground both the cathode and the gate, and apply a positive voltage to the anode, no current will flow through this device. This is in keeping with the basic four-layer diode.
Applicat= ions of SCR:
SCR is used in the number of applications i.e. in speed control of Motors, pow= er control and in rectifier circuits etc.
Diac<= /span>
     The Diac is a bi-directional trigger diode, which is designed to trigger S= CR. Basically the Diac does not conduct until the break over voltage is reache= d. The main characteristics of the Diac are studied with the following terms:=
1. Break over volt= age 2.Voltage symmet
3. Break back voltag 4.Break over current
5. Power dissipation&#= 13;
------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0037.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Module No.3
Triac
It is a two terminal semiconductor device.  It is used for controlling current in either direction.
Characteristics of the Triac are considered in to the terms given below:
1. Forward and reverse break ov= er voltage.
2. Maximum current
3. Minimum holding current
4. Gate voltage and gate current trigger requirements.
5. Switching speed
=
------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0037_image027.jpg Content-Transfer-Encoding: base64 Content-Type: image/jpeg /9j/4AAQSkZJRgABAgEASABIAAD/4QvoRXhpZgAATU0AKgAAAAgABwESAAMAAAABAAEAAAEaAAUA AAABAAAAYgEbAAUAAAABAAAAagEoAAMAAAABAAIAAAExAAIAAAAUAAAAcgEyAAIAAAAUAAAAhodp AAQAAAABAAAAnAAAAMgAAABIAAAAAQAAAEgAAAABQWRvYmUgUGhvdG9zaG9wIDcuMAAyMDA2OjA2 OjA1IDAyOjQxOjAyAAAAAAOgAQADAAAAAQABAACgAgAEAAAAAQAAAbCgAwAEAAAAAQAAANoAAAAA AAAABgEDAAMAAAABAAYAAAEaAAUAAAABAAABFgEbAAUAAAABAAABHgEoAAMAAAABAAIAAAIBAAQA AAABAAABJgICAAQAAAABAAAKugAAAAAAAABIAAAAAQAAAEgAAAAB/9j/4AAQSkZJRgABAgEASABI AAD/7QAMQWRvYmVfQ00AAf/uAA5BZG9iZQBkgAAAAAH/2wCEAAwICAgJCAwJCQwRCwoLERUPDAwP FRgTExUTExgRDAwMDAwMEQwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwBDQsLDQ4NEA4OEBQO Dg4UFA4ODg4UEQwMDAwMEREMDAwMDAwRDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDP/AABEI AEEAgAMBIgACEQEDEQH/3QAEAAj/xAE/AAABBQEBAQEBAQAAAAAAAAADAAECBAUGBwgJCgsBAAEF AQEBAQEBAAAAAAAAAAEAAgMEBQYHCAkKCxAAAQQBAwIEAgUHBggFAwwzAQACEQMEIRIxBUFRYRMi cYEyBhSRobFCIyQVUsFiMzRygtFDByWSU/Dh8WNzNRaisoMmRJNUZEXCo3Q2F9JV4mXys4TD03Xj 80YnlKSFtJXE1OT0pbXF1eX1VmZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3EQACAgECBAQDBAUGBwcG BTUBAAIRAyExEgRBUWFxIhMFMoGRFKGxQiPBUtHwMyRi4XKCkkNTFWNzNPElBhaisoMHJjXC0kST VKMXZEVVNnRl4vKzhMPTdePzRpSkhbSVxNTk9KW1xdXl9VZmdoaWprbG1ub2JzdHV2d3h5ent8f/ 2gAMAwEAAhEDEQA/APVVm9WxOqZF2O7AvFVbQ+vIYXuZLbfTZ6rPTY/9Nj1i2yj+b/TLSSSU5tZ6 lR6l/Ub6KsauywmHe30SGegbbbGVenZW71Po/wDbip4x6nXktxB1HG9OulznsLzZkeoJeS71t36u 1t+LY6x35np17Gfztuvl4rcqtrHO2hr2uOgIIB99bmu9v6SvfX/I/nPprMxenY1Fz8Lp++i3CDS2 2xzrAW3vZdYzb6jXfRw2U1+7ZVX+j/mv0aSkpp64cV7sbKptsLXHHc4AMfuZV6brXV1v2tbd6/8A Ms/mfTRK8fqX2+i2x4GOyuz1A20mXvcXNq9B1Ia+utmzbket6vs2enXV63r3MWgY+NVjg7hSxrA6 AJ2jbO1m1jf7CKkpSSSSSlJJJJKUkqvUb8zHxxbh0fabA9odVMEsOjyw/vM+kqmF1DrD7XUZWCGm r0mvyA4tZYXG5mRZRURa5ra/Rps9J93/AGp/n/0aSnVSWTTn9ZD3suw983Xtqc39G0VVl32d1h3Z DnvyG7fdtr/4tWBl9RAdvwxLQSNlhIMC1zdu6tnuc6upn0f8MkpvJLKOf1Z9mKK8X0xdYfV9RpLW VNNQdusY7c2+xr7PQ/Qen/pfS9P9JqpKf//Q9VSQvtWN6pp9VnqjmvcN2u3836X57P8APUq7arRN b2vEAy0giCJbx+8kpBn5GVS2luJXXZddZ6YFrnMaAGWWudurrud/gv3Vl1u69T1TIe9vTg/KZUKq fXtFn6MWb3FrqPf9L2bGKH1nq6u7O6TdgZFtGPTkF2Yyptb/AFawx9jq62WubZ63p1WM/Rt/mrrL P0ltNdKmLasy3q2RgMr6gRVUccNcPTffT6xrrbkj2MfVksb+k3/q1iCnXwr35OHRkPaGPtra9zGk uALhuc1rnNY5zf7DEdY31Qf1h/1fxf21W2vNa3a4sc1zXtH81d+jc9jN9e3ez/SfuLZRUpJJJJSk kkklKQsllllLmVkB54kwDB+g5w9zd/0Nyp5nW8XCyxRkgsr0Hrcje4Ps9Ntbd1rv0dX7v/Fer6eV 9mNT1PDuda0P2mgkWbwWgQdn03ez/pJKc0dItqy/X+0/ac+rdZS17XAGprcirEod+l9L9FZl/pLf Z9o2f1PT18VlzKGtvcH26l5bMS4l0M3S7Y2fYuOrd9cWfWM24zbc3pt2buBufTX6eCN1dvo1bm2W Vvyb/Xof/O/Z+n4v/cldukpSSSSSn//R9IyOkdPyXPddWSbHix+172y9oZW1/wCjc38yqtn9hPT0 jAoN5pY5hynb7iLLJJ3Ou9rt/wCi/S22P21bPpq4s7qvWqemXUVWsLjkts9J25rW+oz021US8j35 NlzKqf8AhElKyei4t3pkSX1PFjHWl90EBzf0fqWb6X+7f6tFlVvsQMKvqLOoZmK3KrGPS2l1NYp+ iXi11+6x1z7LnXWD1Nz1Zx+sYuVa6qiXuFllIMHaH1Bjntsft/R/zntVDA63gnJfZcx1fUMqtr34 1bjcBXX63p2b2sraz2tfu3fyK/5xJTs4lAxsWrHDi8UsazcdCdo27kVZZ+sOCymy+1tlVdQcXlzH AtDWVXfpZb+jc9mRX6bfz1ZZ1Ct2VTjbHbrmXva/TbFD66XDndus9bez2pKbaSSSSlJJJJKaXVLX 49AvqxftbpDLK2iXlh52+127Y737VU6d1LJfY7HtwLK76BSzIvbW6ul73esLjiGwb7aKX1b/AOpk VrYQskWupcKvp9hO2dfczePob2+zf+Ykpy8fqOX9of8AaMKw3G3Iqoeyp7W+jSSazba7f7r/AGej 9Bl+/wDQ/wCEVz7feN2/FsAYCTtBdIAsd7Nrdz3fomt2f8KxVK+mdUrubk25Zvsqe4tqD7GMfUxl 7Mauyve6n1t99bsm70v0no1/6OtalDbW1xadz9zjPOhc5zG/2We1JTVxs3JyGU2jHdVVbYQ5trXN sbXsc5rnVx9L1f3v+rV5JJJT/9L1VMWtMSAY4lUc/OycbJpqqqD6rGPL7IJIfvox8aoRtb+lsydz 9z/0ddKyq/rXkljXXdPtqYQ8WXFriytwsqpqdb7W/ovQstzsn9J+r49f85ekp2c8X148YY9Oyx4b 6jWBxaXnZ63p/nbXbfU/4P8ASKjinrbXtyM9grY5tjbaaNj9p3UVYz2ez1XNc37Xluq32+lv9H9M ms+s+JjMcMyq2u2pjHW7WODdz6/tFbKvWFNjnXOH2aiuyqu2zK/V/T9RP/zowww3ehk/ZyG7bfT9 pcXNr2tfv93vs9j/AOa/4T00lOjiB9uFSclo9V9bTc0t2+4tG/dX7tv9RHDWiIAECB5BYdf1pY9r 4wcrcx/puc5mysOLxU3dZY5r/T22VXer6X8xZ6qO/wCsWMx8Gm7YL/s7n7Ww13qnD9Sw7/0dLXht m/8A0F1FqSnWSWVhfWDGz8yrGxarS2yo3Ote0sa2Nm6r3/zlzXWs9RjP5paqSlJJLLz+pZdGRdVR ULBTUy0y10u3/aC5tbvbW97GYn83u/wlaSnUSXPs+smU+kPOKKt7awx7vVNfrO9T16dwpbY703No xatlXq25t3o+j/pDn6y4xuuxWU2/aabPSAe2GPeHMrPpWt3+o1vq+pZtbvpq/n/S9Sn1Ep2Ulj43 1lx8ig5AxMqutoG/fW0Fulj7mmttjn7sVtX6f2/4Wqur1bU+J9YsfKyKqWU2BuQCaHkATt9Jz2u1 9tnpX/aGVt9Tfj12P/4NJTrpLIw/rNh5lTbK6MhpNbbix7ACGvbZZXPvLNzvRez2P/0X+BvptsHT 9aKr3VV14eSLLX1N91ZDWix3p277G7vdhOb6Ob/oMn9D/wAKkp//0/VUl8qpJKfqpJfKqSSn6qSX yqkkp+qkl8qpJKfqpJfKqSSn6qSXyqkkp+qkl8qpJKfqav6dv9cf9SxEXyqkkp//2f/tEJRQaG90 b3Nob3AgMy4wADhCSU0EJQAAAAAAEAAAAAAAAAAAAAAAAAAAAAA4QklNA+0AAAAAABAASAAAAAEA AQBIAAAAAQABOEJJTQQmAAAAAAAOAAAAAAAAAAAAAD+AAAA4QklNBA0AAAAAAAQAAAB4OEJJTQQZ AAAAAAAEAAAAHjhCSU0D8wAAAAAACQAAAAAAAAAAAQA4QklNBAoAAAAAAAEAADhCSU0nEAAAAAAA CgABAAAAAAAAAAE4QklNA/UAAAAAAEgAL2ZmAAEAbGZmAAYAAAAAAAEAL2ZmAAEAoZmaAAYAAAAA AAEAMgAAAAEAWgAAAAYAAAAAAAEANQAAAAEALQAAAAYAAAAAAAE4QklNA/gAAAAAAHAAAP////// //////////////////////8D6AAAAAD/////////////////////////////A+gAAAAA//////// /////////////////////wPoAAAAAP////////////////////////////8D6AAAOEJJTQQAAAAA AAACAAE4QklNBAIAAAAAAAQAAAAAOEJJTQQIAAAAAAAQAAAAAQAAAkAAAAJAAAAAADhCSU0EHgAA AAAABAAAAAA4QklNBBoAAAAAA0kAAAAGAAAAAAAAAAAAAADaAAABsAAAAAoAVQBuAHQAaQB0AGwA ZQBkAC0AMQAAAAEAAAAAAAAAAAAAAAAAAAAAAAAAAQAAAAAAAAAAAAABsAAAANoAAAAAAAAAAAAA AAAAAAAAAQAAAAAAAAAAAAAAAAAAAAAAAAAQAAAAAQAAAAAAAG51bGwAAAACAAAABmJvdW5kc09i amMAAAABAAAAAAAAUmN0MQAAAAQAAAAAVG9wIGxvbmcAAAAAAAAAAExlZnRsb25nAAAAAAAAAABC dG9tbG9uZwAAANoAAAAAUmdodGxvbmcAAAGwAAAABnNsaWNlc1ZsTHMAAAABT2JqYwAAAAEAAAAA AAVzbGljZQAAABIAAAAHc2xpY2VJRGxvbmcAAAAAAAAAB2dyb3VwSURsb25nAAAAAAAAAAZvcmln aW5lbnVtAAAADEVTbGljZU9yaWdpbgAAAA1hdXRvR2VuZXJhdGVkAAAAAFR5cGVlbnVtAAAACkVT bGljZVR5cGUAAAAASW1nIAAAAAZib3VuZHNPYmpjAAAAAQAAAAAAAFJjdDEAAAAEAAAAAFRvcCBs b25nAAAAAAAAAABMZWZ0bG9uZwAAAAAAAAAAQnRvbWxvbmcAAADaAAAAAFJnaHRsb25nAAABsAAA AAN1cmxURVhUAAAAAQAAAAAAAG51bGxURVhUAAAAAQAAAAAAAE1zZ2VURVhUAAAAAQAAAAAABmFs dFRhZ1RFWFQAAAABAAAAAAAOY2VsbFRleHRJc0hUTUxib29sAQAAAAhjZWxsVGV4dFRFWFQAAAAB AAAAAAAJaG9yekFsaWduZW51bQAAAA9FU2xpY2VIb3J6QWxpZ24AAAAHZGVmYXVsdAAAAAl2ZXJ0 QWxpZ25lbnVtAAAAD0VTbGljZVZlcnRBbGlnbgAAAAdkZWZhdWx0AAAAC2JnQ29sb3JUeXBlZW51 bQAAABFFU2xpY2VCR0NvbG9yVHlwZQAAAABOb25lAAAACXRvcE91dHNldGxvbmcAAAAAAAAACmxl ZnRPdXRzZXRsb25nAAAAAAAAAAxib3R0b21PdXRzZXRsb25nAAAAAAAAAAtyaWdodE91dHNldGxv bmcAAAAAADhCSU0EFAAAAAAABAAAAAI4QklNBAwAAAAACtYAAAABAAAAgAAAAEEAAAGAAABhgAAA CroAGAAB/9j/4AAQSkZJRgABAgEASABIAAD/7QAMQWRvYmVfQ00AAf/uAA5BZG9iZQBkgAAAAAH/ 2wCEAAwICAgJCAwJCQwRCwoLERUPDAwPFRgTExUTExgRDAwMDAwMEQwMDAwMDAwMDAwMDAwMDAwM DAwMDAwMDAwMDAwBDQsLDQ4NEA4OEBQODg4UFA4ODg4UEQwMDAwMEREMDAwMDAwRDAwMDAwMDAwM DAwMDAwMDAwMDAwMDAwMDAwMDP/AABEIAEEAgAMBIgACEQEDEQH/3QAEAAj/xAE/AAABBQEBAQEB AQAAAAAAAAADAAECBAUGBwgJCgsBAAEFAQEBAQEBAAAAAAAAAAEAAgMEBQYHCAkKCxAAAQQBAwIE AgUHBggFAwwzAQACEQMEIRIxBUFRYRMicYEyBhSRobFCIyQVUsFiMzRygtFDByWSU/Dh8WNzNRai soMmRJNUZEXCo3Q2F9JV4mXys4TD03Xj80YnlKSFtJXE1OT0pbXF1eX1VmZ2hpamtsbW5vY3R1dn d4eXp7fH1+f3EQACAgECBAQDBAUGBwcGBTUBAAIRAyExEgRBUWFxIhMFMoGRFKGxQiPBUtHwMyRi 4XKCkkNTFWNzNPElBhaisoMHJjXC0kSTVKMXZEVVNnRl4vKzhMPTdePzRpSkhbSVxNTk9KW1xdXl 9VZmdoaWprbG1ub2JzdHV2d3h5ent8f/2gAMAwEAAhEDEQA/APVVm9WxOqZF2O7AvFVbQ+vIYXuZ LbfTZ6rPTY/9Nj1i2yj+b/TLSSSU5tZ6lR6l/Ub6KsauywmHe30SGegbbbGVenZW71Po/wDbip4x 6nXktxB1HG9OulznsLzZkeoJeS71t36u1t+LY6x35np17Gfztuvl4rcqtrHO2hr2uOgIIB99bmu9 v6SvfX/I/nPprMxenY1Fz8Lp++i3CDS22xzrAW3vZdYzb6jXfRw2U1+7ZVX+j/mv0aSkpp64cV7s bKptsLXHHc4AMfuZV6brXV1v2tbd6/8AMs/mfTRK8fqX2+i2x4GOyuz1A20mXvcXNq9B1Ia+utmz bket6vs2enXV63r3MWgY+NVjg7hSxrA6AJ2jbO1m1jf7CKkpSSSSSlJJJJKUkqvUb8zHxxbh0fab A9odVMEsOjyw/vM+kqmF1DrD7XUZWCGmr0mvyA4tZYXG5mRZRURa5ra/Rps9J93/AGp/n/0aSnVS WTTn9ZD3suw983Xtqc39G0VVl32d1h3ZDnvyG7fdtr/4tWBl9RAdvwxLQSNlhIMC1zdu6tnuc6up n0f8MkpvJLKOf1Z9mKK8X0xdYfV9RpLWVNNQdusY7c2+xr7PQ/Qen/pfS9P9JqpKf//Q9VSQvtWN 6pp9VnqjmvcN2u3836X57P8APUq7arRNb2vEAy0giCJbx+8kpBn5GVS2luJXXZddZ6YFrnMaAGWW udurrud/gv3Vl1u69T1TIe9vTg/KZUKqfXtFn6MWb3FrqPf9L2bGKH1nq6u7O6TdgZFtGPTkF2Yy ptb/AFawx9jq62WubZ63p1WM/Rt/mrrLP0ltNdKmLasy3q2RgMr6gRVUccNcPTffT6xrrbkj2MfV ksb+k3/q1iCnXwr35OHRkPaGPtra9zGkuALhuc1rnNY5zf7DEdY31Qf1h/1fxf21W2vNa3a4sc1z XtH81d+jc9jN9e3ez/SfuLZRUpJJJJSkkkklKQsllllLmVkB54kwDB+g5w9zd/0Nyp5nW8XCyxRk gsr0Hrcje4Ps9Ntbd1rv0dX7v/Fer6eV9mNT1PDuda0P2mgkWbwWgQdn03ez/pJKc0dItqy/X+0/ ac+rdZS17XAGprcirEod+l9L9FZl/pLfZ9o2f1PT18VlzKGtvcH26l5bMS4l0M3S7Y2fYuOrd9cW fWM24zbc3pt2buBufTX6eCN1dvo1bm2WVvyb/Xof/O/Z+n4v/cldukpSSSSSn//R9IyOkdPyXPdd WSbHix+172y9oZW1/wCjc38yqtn9hPT0jAoN5pY5hynb7iLLJJ3Ou9rt/wCi/S22P21bPpq4s7qv WqemXUVWsLjkts9J25rW+oz021US8j35NlzKqf8AhElKyei4t3pkSX1PFjHWl90EBzf0fqWb6X+7 f6tFlVvsQMKvqLOoZmK3KrGPS2l1NYp+iXi11+6x1z7LnXWD1Nz1Zx+sYuVa6qiXuFllIMHaH1Bj ntsft/R/zntVDA63gnJfZcx1fUMqtr341bjcBXX63p2b2sraz2tfu3fyK/5xJTs4lAxsWrHDi8Us azcdCdo27kVZZ+sOCymy+1tlVdQcXlzHAtDWVXfpZb+jc9mRX6bfz1ZZ1Ct2VTjbHbrmXva/TbFD 66XDndus9bez2pKbaSSSSlJJJJKaXVLX49AvqxftbpDLK2iXlh52+127Y737VU6d1LJfY7HtwLK7 6BSzIvbW6ul73esLjiGwb7aKX1b/AOpkVrYQskWupcKvp9hO2dfczePob2+zf+Ykpy8fqOX9of8A aMKw3G3Iqoeyp7W+jSSazba7f7r/AGej9Bl+/wDQ/wCEVz7feN2/FsAYCTtBdIAsd7Nrdz3fomt2 f8KxVK+mdUrubk25Zvsqe4tqD7GMfUxl7Mauyve6n1t99bsm70v0no1/6OtalDbW1xadz9zjPOhc 5zG/2We1JTVxs3JyGU2jHdVVbYQ5trXNsbXsc5rnVx9L1f3v+rV5JJJT/9L1VMWtMSAY4lUc/Oyc bJpqqqD6rGPL7IJIfvox8aoRtb+lsydz9z/0ddKyq/rXkljXXdPtqYQ8WXFriytwsqpqdb7W/ovQ stzsn9J+r49f85ekp2c8X148YY9Oyx4b6jWBxaXnZ63p/nbXbfU/4P8ASKjinrbXtyM9grY5tjba aNj9p3UVYz2ez1XNc37Xluq32+lv9H9Mms+s+JjMcMyq2u2pjHW7WODdz6/tFbKvWFNjnXOH2aiu yqu2zK/V/T9RP/zowww3ehk/ZyG7bfT9pcXNr2tfv93vs9j/AOa/4T00lOjiB9uFSclo9V9bTc0t 2+4tG/dX7tv9RHDWiIAECB5BYdf1pY9r4wcrcx/puc5mysOLxU3dZY5r/T22VXer6X8xZ6qO/wCs WMx8Gm7YL/s7n7Ww13qnD9Sw7/0dLXhtm/8A0F1FqSnWSWVhfWDGz8yrGxarS2yo3Ote0sa2Nm6r 3/zlzXWs9RjP5paqSlJJLLz+pZdGRdVRULBTUy0y10u3/aC5tbvbW97GYn83u/wlaSnUSXPs+smU +kPOKKt7awx7vVNfrO9T16dwpbY703NoxatlXq25t3o+j/pDn6y4xuuxWU2/aabPSAe2GPeHMrPp Wt3+o1vq+pZtbvpq/n/S9Sn1Ep2Ulj431lx8ig5AxMqutoG/fW0Fulj7mmttjn7sVtX6f2/4Wqur 1bU+J9YsfKyKqWU2BuQCaHkATt9Jz2u19tnpX/aGVt9Tfj12P/4NJTrpLIw/rNh5lTbK6MhpNbbi x7ACGvbZZXPvLNzvRez2P/0X+BvptsHT9aKr3VV14eSLLX1N91ZDWix3p277G7vdhOb6Ob/oMn9D /wAKkp//0/VUl8qpJKfqpJfKqSSn6qSXyqkkp+qkl8qpJKfqpJfKqSSn6qSXyqkkp+qkl8qpJKfq av6dv9cf9SxEXyqkkp//2ThCSU0EIQAAAAAAVQAAAAEBAAAADwBBAGQAbwBiAGUAIABQAGgAbwB0 AG8AcwBoAG8AcAAAABMAQQBkAG8AYgBlACAAUABoAG8AdABvAHMAaABvAHAAIAA3AC4AMAAAAAEA OEJJTQQGAAAAAAAHAAIAAAABAQD/4RJIaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wLwA8P3hw YWNrZXQgYmVnaW49J++7vycgaWQ9J1c1TTBNcENlaGlIenJlU3pOVGN6a2M5ZCc/Pgo8P2Fkb2Jl LXhhcC1maWx0ZXJzIGVzYz0iQ1IiPz4KPHg6eGFwbWV0YSB4bWxuczp4PSdhZG9iZTpuczptZXRh LycgeDp4YXB0az0nWE1QIHRvb2xraXQgMi44LjItMzMsIGZyYW1ld29yayAxLjUnPgo8cmRmOlJE RiB4bWxuczpyZGY9J2h0dHA6Ly93d3cudzMub3JnLzE5OTkvMDIvMjItcmRmLXN5bnRheC1ucyMn IHhtbG5zOmlYPSdodHRwOi8vbnMuYWRvYmUuY29tL2lYLzEuMC8nPgoKIDxyZGY6RGVzY3JpcHRp b24gYWJvdXQ9J3V1aWQ6OTJhOGIzYTMtZjQwZS0xMWRhLWE4YjEtYzAwMWZlMWU5ZWM3JwogIHht bG5zOnhhcE1NPSdodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvbW0vJz4KICA8eGFwTU06RG9j dW1lbnRJRD5hZG9iZTpkb2NpZDpwaG90b3Nob3A6OTJhOGIzYTEtZjQwZS0xMWRhLWE4YjEtYzAw MWZlMWU5ZWM3PC94YXBNTTpEb2N1bWVudElEPgogPC9yZGY6RGVzY3JpcHRpb24+Cgo8L3JkZjpS REY+CjwveDp4YXBtZXRhPgogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg CiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAK ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAKPD94cGFja2V0IGVuZD0ndyc/Pv/iDFhJQ0NfUFJPRklMRQABAQAADEhMaW5vAhAA AG1udHJSR0IgWFlaIAfOAAIACQAGADEAAGFjc3BNU0ZUAAAAAElFQyBzUkdCAAAAAAAAAAAAAAAB AAD21gABAAAAANMtSFAgIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAEWNwcnQAAAFQAAAAM2Rlc2MAAAGEAAAAbHd0cHQAAAHwAAAAFGJrcHQAAAIEAAAAFHJY WVoAAAIYAAAAFGdYWVoAAAIsAAAAFGJYWVoAAAJAAAAAFGRtbmQAAAJUAAAAcGRtZGQAAALEAAAA iHZ1ZWQAAANMAAAAhnZpZXcAAAPUAAAAJGx1bWkAAAP4AAAAFG1lYXMAAAQMAAAAJHRlY2gAAAQw AAAADHJUUkMAAAQ8AAAIDGdUUkMAAAQ8AAAIDGJUUkMAAAQ8AAAIDHRleHQAAAAAQ29weXJpZ2h0 IChjKSAxOTk4IEhld2xldHQtUGFja2FyZCBDb21wYW55AABkZXNjAAAAAAAAABJzUkdCIElFQzYx OTY2LTIuMQAAAAAAAAAAAAAAEnNSR0IgSUVDNjE5NjYtMi4xAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABYWVogAAAAAAAA81EAAQAAAAEWzFhZWiAAAAAA AAAAAAAAAAAAAAAAWFlaIAAAAAAAAG+iAAA49QAAA5BYWVogAAAAAAAAYpkAALeFAAAY2lhZWiAA AAAAAAAkoAAAD4QAALbPZGVzYwAAAAAAAAAWSUVDIGh0dHA6Ly93d3cuaWVjLmNoAAAAAAAAAAAA AAAWSUVDIGh0dHA6Ly93d3cuaWVjLmNoAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAGRlc2MAAAAAAAAALklFQyA2MTk2Ni0yLjEgRGVmYXVsdCBSR0IgY29sb3Vy IHNwYWNlIC0gc1JHQgAAAAAAAAAAAAAALklFQyA2MTk2Ni0yLjEgRGVmYXVsdCBSR0IgY29sb3Vy IHNwYWNlIC0gc1JHQgAAAAAAAAAAAAAAAAAAAAAAAAAAAABkZXNjAAAAAAAAACxSZWZlcmVuY2Ug Vmlld2luZyBDb25kaXRpb24gaW4gSUVDNjE5NjYtMi4xAAAAAAAAAAAAAAAsUmVmZXJlbmNlIFZp ZXdpbmcgQ29uZGl0aW9uIGluIElFQzYxOTY2LTIuMQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA dmlldwAAAAAAE6T+ABRfLgAQzxQAA+3MAAQTCwADXJ4AAAABWFlaIAAAAAAATAlWAFAAAABXH+dt ZWFzAAAAAAAAAAEAAAAAAAAAAAAAAAAAAAAAAAACjwAAAAJzaWcgAAAAAENSVCBjdXJ2AAAAAAAA BAAAAAAFAAoADwAUABkAHgAjACgALQAyADcAOwBAAEUASgBPAFQAWQBeAGMAaABtAHIAdwB8AIEA hgCLAJAAlQCaAJ8ApACpAK4AsgC3ALwAwQDGAMsA0ADVANsA4ADlAOsA8AD2APsBAQEHAQ0BEwEZ AR8BJQErATIBOAE+AUUBTAFSAVkBYAFnAW4BdQF8AYMBiwGSAZoBoQGpAbEBuQHBAckB0QHZAeEB 6QHyAfoCAwIMAhQCHQImAi8COAJBAksCVAJdAmcCcQJ6AoQCjgKYAqICrAK2AsECywLVAuAC6wL1 AwADCwMWAyEDLQM4A0MDTwNaA2YDcgN+A4oDlgOiA64DugPHA9MD4APsA/kEBgQTBCAELQQ7BEgE VQRjBHEEfgSMBJoEqAS2BMQE0wThBPAE/gUNBRwFKwU6BUkFWAVnBXcFhgWWBaYFtQXFBdUF5QX2 BgYGFgYnBjcGSAZZBmoGewaMBp0GrwbABtEG4wb1BwcHGQcrBz0HTwdhB3QHhgeZB6wHvwfSB+UH +AgLCB8IMghGCFoIbgiCCJYIqgi+CNII5wj7CRAJJQk6CU8JZAl5CY8JpAm6Cc8J5Qn7ChEKJwo9 ClQKagqBCpgKrgrFCtwK8wsLCyILOQtRC2kLgAuYC7ALyAvhC/kMEgwqDEMMXAx1DI4MpwzADNkM 8w0NDSYNQA1aDXQNjg2pDcMN3g34DhMOLg5JDmQOfw6bDrYO0g7uDwkPJQ9BD14Peg+WD7MPzw/s EAkQJhBDEGEQfhCbELkQ1xD1ERMRMRFPEW0RjBGqEckR6BIHEiYSRRJkEoQSoxLDEuMTAxMjE0MT YxODE6QTxRPlFAYUJxRJFGoUixStFM4U8BUSFTQVVhV4FZsVvRXgFgMWJhZJFmwWjxayFtYW+hcd F0EXZReJF64X0hf3GBsYQBhlGIoYrxjVGPoZIBlFGWsZkRm3Gd0aBBoqGlEadxqeGsUa7BsUGzsb YxuKG7Ib2hwCHCocUhx7HKMczBz1HR4dRx1wHZkdwx3sHhYeQB5qHpQevh7pHxMfPh9pH5Qfvx/q IBUgQSBsIJggxCDwIRwhSCF1IaEhziH7IiciVSKCIq8i3SMKIzgjZiOUI8Ij8CQfJE0kfCSrJNol CSU4JWgllyXHJfcmJyZXJocmtyboJxgnSSd6J6sn3CgNKD8ocSiiKNQpBik4KWspnSnQKgIqNSpo KpsqzysCKzYraSudK9EsBSw5LG4soizXLQwtQS12Last4S4WLkwugi63Lu4vJC9aL5Evxy/+MDUw bDCkMNsxEjFKMYIxujHyMioyYzKbMtQzDTNGM38zuDPxNCs0ZTSeNNg1EzVNNYc1wjX9Njc2cjau Nuk3JDdgN5w31zgUOFA4jDjIOQU5Qjl/Obw5+To2OnQ6sjrvOy07azuqO+g8JzxlPKQ84z0iPWE9 oT3gPiA+YD6gPuA/IT9hP6I/4kAjQGRApkDnQSlBakGsQe5CMEJyQrVC90M6Q31DwEQDREdEikTO RRJFVUWaRd5GIkZnRqtG8Ec1R3tHwEgFSEtIkUjXSR1JY0mpSfBKN0p9SsRLDEtTS5pL4kwqTHJM uk0CTUpNk03cTiVObk63TwBPSU+TT91QJ1BxULtRBlFQUZtR5lIxUnxSx1MTU19TqlP2VEJUj1Tb VShVdVXCVg9WXFapVvdXRFeSV+BYL1h9WMtZGllpWbhaB1pWWqZa9VtFW5Vb5Vw1XIZc1l0nXXhd yV4aXmxevV8PX2Ffs2AFYFdgqmD8YU9homH1YklinGLwY0Njl2PrZEBklGTpZT1lkmXnZj1mkmbo Zz1nk2fpaD9olmjsaUNpmmnxakhqn2r3a09rp2v/bFdsr20IbWBtuW4SbmtuxG8eb3hv0XArcIZw 4HE6cZVx8HJLcqZzAXNdc7h0FHRwdMx1KHWFdeF2Pnabdvh3VnezeBF4bnjMeSp5iXnnekZ6pXsE e2N7wnwhfIF84X1BfaF+AX5ifsJ/I3+Ef+WAR4CogQqBa4HNgjCCkoL0g1eDuoQdhICE44VHhauG DoZyhteHO4efiASIaYjOiTOJmYn+imSKyoswi5aL/IxjjMqNMY2Yjf+OZo7OjzaPnpAGkG6Q1pE/ kaiSEZJ6kuOTTZO2lCCUipT0lV+VyZY0lp+XCpd1l+CYTJi4mSSZkJn8mmia1ZtCm6+cHJyJnPed ZJ3SnkCerp8dn4uf+qBpoNihR6G2oiailqMGo3aj5qRWpMelOKWpphqmi6b9p26n4KhSqMSpN6mp qhyqj6sCq3Wr6axcrNCtRK24ri2uoa8Wr4uwALB1sOqxYLHWskuywrM4s660JbSctRO1irYBtnm2 8Ldot+C4WbjRuUq5wro7urW7LrunvCG8m70VvY++Cr6Evv+/er/1wHDA7MFnwePCX8Lbw1jD1MRR xM7FS8XIxkbGw8dBx7/IPci8yTrJuco4yrfLNsu2zDXMtc01zbXONs62zzfPuNA50LrRPNG+0j/S wdNE08bUSdTL1U7V0dZV1tjXXNfg2GTY6Nls2fHadtr724DcBdyK3RDdlt4c3qLfKd+v4DbgveFE 4cziU+Lb42Pj6+Rz5PzlhOYN5pbnH+ep6DLovOlG6dDqW+rl63Dr++yG7RHtnO4o7rTvQO/M8Fjw 5fFy8f/yjPMZ86f0NPTC9VD13vZt9vv3ivgZ+Kj5OPnH+lf65/t3/Af8mP0p/br+S/7c/23////u AA5BZG9iZQBkgAAAAAH/2wCEAAgGBgYGBggGBggMCAcIDA4KCAgKDhANDQ4NDRARDAwMDAwMEQwM DAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwBCQgICQoJCwkJCw4LDQsOEQ4ODg4REQwMDAwMEREM DAwMDAwRDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDP/AABEIANoBsAMBIgACEQEDEQH/3QAE ABv/xAGiAAAABwEBAQEBAAAAAAAAAAAEBQMCBgEABwgJCgsBAAICAwEBAQEBAAAAAAAAAAEAAgME BQYHCAkKCxAAAgEDAwIEAgYHAwQCBgJzAQIDEQQABSESMUFRBhNhInGBFDKRoQcVsUIjwVLR4TMW YvAkcoLxJUM0U5KismNzwjVEJ5OjszYXVGR0w9LiCCaDCQoYGYSURUaktFbTVSga8uPzxNTk9GV1 hZWltcXV5fVmdoaWprbG1ub2N0dXZ3eHl6e3x9fn9zhIWGh4iJiouMjY6PgpOUlZaXmJmam5ydnp +So6SlpqeoqaqrrK2ur6EQACAgECAwUFBAUGBAgDA20BAAIRAwQhEjFBBVETYSIGcYGRMqGx8BTB 0eEjQhVSYnLxMyQ0Q4IWklMlomOywgdz0jXiRIMXVJMICQoYGSY2RRonZHRVN/Kjs8MoKdPj84SU pLTE1OT0ZXWFlaW1xdXl9UZWZnaGlqa2xtbm9kdXZ3eHl6e3x9fn9zhIWGh4iJiouMjY6Pg5SVlp eYmZqbnJ2en5KjpKWmp6ipqqusra6vr/2gAMAwEAAhEDEQA/AO/5s2bFXZs2bFXZHdL82Q6j5r13 yo1uYZtHW3eOcsWFwk8STSFV4KI/q7TRI683/vEfJFnLNZuV8u69q/nlkZrbSNYFrqyxfbNje6Vp cbNx/wB2ehdpaTen/J6mKs10rzI+peZvMPl1rMwDQxZMl0X5fWBexNNUR8F9P0mjaP8AvJef+Rhr qEt3BZyzWMUM1wgDJHdTNbwkAjmXnSK5aPinJv7l/wDY/bznfleS+jj17UdXgke6u9Dt9SmtbKvr 8Lq81u8it4eh+sJBLHAnxf3i/b/ayGtd6FYQataaa+k2ltc+VdXhQabdyXJup0S3eP65cSw2cdxq IRrmT0fTa7hieT1v3ckeJ2V7/jJTKsTmBVeYKTEjsUVmp8Ks4WQopP2m9N/9TIbe+XNG8w+d9VTW rVL6CPR9ORbacB4qy3OpVmCN9m4jVOMM6/vYllm4N+8w38kSPL5L8uSysXkfS7JndiSzMbeMlmJ6 k4qkv+L/ADV/ir/CP6C0/wDSH6P/AEr6v6Um9H0fW+q8OX6N9T1fU34+lw4f7sybRGQxoZlVJSoM iIxZQ1PiCuVQstf2uCf6uQH/AMrf/wCCp/3ccjnmCe3Xzl5hi83WGlXkPpw/oY65eS2sYtTCvqDT E+p3qvcmfn6zQOt36v8Ad/BwwEq9jzZzzyT5fjvdR1LWfMcZutbs7ixUiVi0UN0NH043E8MLfAlx JI/F5uPqcY4/s4TaZ5O8sXGh/lvO+lwLNfC2W/mjX03uFOk3F40dyycWuI2uLaF2SbmvwcPsY7q9 Tnlu47u0jiiha1lMi3MskzRyoQvKIQQiKRbjmQ3qcp7f0k+P979nBOc3sLCz0rzDDpunQrbWVv5r k+r2sQ4xxiXy09xIsSfZjRpppZOCfB8eBE8v6WmlHzCYS+qr5sJgu3Yl4VbzEbOSGA1/dQSwvJ60 S/BK8jvJhV6nhfp2p/X7vVrX0vT/AEXdpZ8+XL1OVrbXvOlF4f71+nx+P+75/t8F5Jr17oVn5hk1 FY7CzvY9ftGvb29upG1aKKO8gglZYfRSOx0mW39RxLLdvaS208fLjcTJEnSvLbrJqvmt0YMjapCy spqCDpWmkEEYqo6t54sNLvNRtEsby/8A0NALrWJ7VIvStYyhm/evcTW/OT0B63o26zS+n+xkhs7u 21C0t7+zkE1rdRpPbyrWjxyKHRxX+ZWrnN/MfmbQNR1HXfKttd6VownKWXmXVNQnitriaKWD05Fs oqcrqeGBvR+sXTxxW7/YjuEzoWlRafBpdjBpLI2nRW8SWLRMHQwKiiEo4JDp6fHi/wC1gHfaozNm zYVdmzZsVdmzZsVdmzZsVdmzZsVdmzZsVdmzZsVdmzZsVdmzZsVdmzZsVdmzZsVdmzZsVdmzZsVd mzZsVdmzZsVdmzZsVdmzZsVf/9Dv+bNmxV2bNmxV2bNmxV2bNmxV2B7i/sbQuLq6hgMUL3MolkVO MEf95O3IjjDHX45PsJgjOfasPrvlHz7rkoDS3NtqtjC29UttOjns1hFeg+tR3c/+vP8A6uKs6a9s 0szqLXES2KxfWGuy6iEQhefqmWvD0uHx+py4cMK5/OXlC1ZEuvMGmwtIiTIsl5AhaORRJFIoZxVJ EZXR/wBtMh9pdQWPlK68jakWaaK/XyvFESxlksr6ThbTIv21WPSZZHV/7v8A0Ob4v3fHCrzl/wCs 823/AGytG/5OWeIV6lpmt6NrSSSaPqNrqCRELK1pNHOEJ3AcxM/GvvgoTwtM9ssimeNVkkhDDmqS Fljdl+0FdopFRv2vTf8AkxTI5qytaeavL1/FQfXfrWlXA/mVoH1CIn/jE1hJw/4zSfz4qyPNmzYq 7NmzYq7NmzYq7NmzYq7NmzYq7NmzYq7NmzYq7NmzYq7NmzYq7NmzYq7NmzYq7NmzYq7NmzYq7Nmz Yq7NmzYq7NmzYq7NmzYq7NmzYq7NmzYq7NmzYq//0e/5s2bFXZs2bFXZs2bFXZs2bFXZEY9Dme48 y+WbxJf0Lr0c1zb3cPWM3afV7+3LsGRJfUb6zb8kbn60n2vRbJdmxpWP3Hk3SLnzZbecZDKNRtYf QWJWUQOQJFSaSPhyaeNJ5Y45PU+GNsT1PyVpWq+TU8j3E1wumR29taCaNkFxwtDG0RLtG0XNvQT1 P3P/AAOSTIzo13dTecPNFrLM729smnfV4WYlI/UikaTgv2V5t9un2sSeQ71Qf5gXnl61j0pNfjt7 n1bhhaWWoTRQWDuI2Dy3slwskXp28bl4/wB3LL63p+jC74pp9lLd6h5aFukI0nRtPFws9pU2kk88 ItbdLN2J5wR2xuXV+b/u5IP58l2bBSuzZs2FXZs2bFXZs2bFXZs2bFXZs2bFXZs2bFXZs2bFXZs2 bFXZs2bFXZs2bFXZs2bFUq0HXINdt7uaJRG9lfXmnTxhuXF7Sd4ASeKf3saRz8f2PV4cnwr8i+c4 /PGnX2pwWbWkFreyWcHJy5ljSOKaK4oUj9P1o51b0/j/AOMjZzK8e90qXVtI00Mj+frvUrCCYKCE u4dZurS5kY1+D/cXc8uTL/x6/u3ySajHZaRBqtkkFmllb+YbCCK61NXezsVg0ewaG5nWN4iwVoY7 ePnNFH608fqSccVekzy3cd3aRxRQtaymRbmWSZo5UIXlEIIRFItxzIb1OU9v6SfH+9+zgnOP6Tep efmHZytq9vrMrz2Ja9tbcW0L8NP8wr+6AeYXCICn+kJNMnxelz/d8FNo9NsIvLU14ltGLmfzes0s /EF2kTzL9XV+R3qsH7r/AFOf874Feh3j3iW0j6fFFPdAD0op5WgjY135ypFcMm3hDJkQ8u+b/M/m R9SFrodhEmk6jPpN20upzVMttx9V4VXTm5x/vP3fNomb/IybZz/8rP8Aptf/AAK9U/5k4VegZs4H YhrnyNa+VbnV7O11QTxrJpEWmSy61FfrMHNx8WoR8pPU/ePfPBHA0X/AZ03zboukw6C9rFZQrDqG r6W98nAETtPq1q0xmr/ec/Uf7X7PwfYwA2rL8SWSU3MkRWP0ljjZGDkyFmLhw8XEBIwET05PUf1W 9X4I/S/exm10rTG896zI1nAXOjabESY13jln1GORDt9mSOCFHX+SKNP2MhVn/wAoPrP/AJr/AEr/ AKhtVwq9gzYS6lZWOj+XLtbDTEuI7CwuEtdPiWhkQR8mtUKhn/0ho0Vv53/ys57pN/bSa55Lt49d 0q+gt7mSO30/R7UxwWqnTbxODXbzXLq7NwUW8voTSt8fo/uv3YtXpmhan+m9D0zWfS9D9I2kF56H Lnw9eNZeHOic+HPjy4Lkak/M3R4rFNaksL9fLzzi2XXjHCLXd/SWbgZ/rv1Zn6TfVOGGXkqaO38h eXbiZuEUWkWTyOeyraxsx29sgln5i8vefBBqvm/zJptjo0c/1jT/ACuLuCN29Jj6E2rPJJ6kkhP7 z6mixwJ+69X1X5Y9VevZs2bCrs2bNir/AP/S7/mzZsVdmzZsVdmzZsVdmzZsVdmzZsVdkU0H/lN/ N3+ppn/JiTJXkU0H/lN/N3+ppn/JiTAecff+hWV5s2bCrs2bNirs2bNirs2bNirs2bNirs2bNirs 2bNirs2bNirs2bNirs2bNirs2bNirs2bNirs2bNirs2bC7zBqT6NoOqavGod9Ps7i7VG3DGCJpQp oV68f5sVRJv7EK7G6hCxTJbSMZFos8jIkcDb/DM7yxKkf22aSP8Anyr7ULDS7Z73U7qGytY6B7i5 kWKNSx4rykkKoOTHiMhnnDRrnT/IA0rS5iNSa803heN9p72bU7Z3unNV+OS6czN9n/Y5E/Perjz7 5atLFFMcEWiXfmfVQvJCk1tBJBa2u9dhf+v6sbr/AMenwPir0lvPPklGKt5k0pWU0ZTfW4II7H95 hzaXlpqFtHeWFxHdWsw5RXEDrJG4rSqOhZW+jIL5t/8AJn/l1/2+v+oNM6Birs2EOmSSw+adfsGc vDJFYaknLfg1ws1k8a/5FNLSTj/PLJh9irs2bNirs2bNirs2bNirs2bNir//0+/5s2bFXZs2bFXZ s2bFXZs2bFUFrF3LYaTf30AUzWttNPEHBKlo0Z15AFSVqvxfFkV0m28/6ppVjqf+JbGL67bxXPpf oktw9VFk4cvry8uPKnLjkj8zCvlzWB42Nz02/wB0viXlBFj8p6DGgoqadaKorXYQIBucHUjyCpb+ iPP/AP1NFj/3CD/2X5EdB/L/APMzS/NWra7N5stSmoAhpGt5Lj1QrVhD2bPbx23pIW9L0rqX0v7r 7D51nCHVfOvlLQ7s2Gr6zaWd2qhmt5ZVDqG3Xkv7PIb740FQX6I8/wD/AFNFj/3CD/2X4A1Gfzto FzpEt5rdnf217qNtYT26ac1u3CdiGZZfrc1GAX4fgw90rzp5T1y7FhpGsWt5dlS6wRSqzlV+0Qve mF3n2NZI/LgepA17TmFCRursR098B7weoVl2bNmySuzZs2KuzZs2KuzZs2KuzZs2KuzZs2KuzZs2 KuzZs2KuzZs2KuzZs2KuzZs2KuzZs2KuxC9tIb+zuLG4BMF1E8MoGxKSKUan+xOL5sVY9YaPeXOh 2+i66SX024tDFeQso+tLp8sN1bXBQ+p6XrPAqXELfF/e+m/93JgSz/LvQbC38x21s06x+ZlmjvPi T9zHOJeUVn+74wxq1zNIiMJPjfJZmx9ypPqPlux1PXdF8wzySrd6F9a+qRoVETfXIhBL6ysrO3FF /d8Hj+L+fId5xsNH1XV9UstS0u89aS0gjtNcGnXmofV5AzN/uNFnbuIJEVvUkn+tx/6R6XOCaOPJ H+X93dX3lOxur2Z7i4ke55zSsXc8bmVVqzVPwqAq5JsHMA/FUqsNLmt9Z1bV55Axv/q8UEYFDHDb IQAxr8Reea4k/wBR0w1zZsKuzZs2KuzZs2KuzZs2KuzZs2Kv/9Tv+bNmxV2bNmxV2bNmxV2bNmxV 5/51/MryXpVtrHl3UNSa31X6tND9We2ut3liPp0kEJiZX5LxfnwxPyN+ZfkrUbLQvLVlqRm1c2sF uLVba5r6kUA9UeoYRFRPTcs/Ph8ORL/nInypHcaZZebbSB2u7WQWl80ScgbdwzpNMw+ysMq+krN/ y0f6uFP/ADj55Gna8l876lC8cUKtBo/McRI8gZLida0JRIz6KN9h2kl/aiwdb+CvofIpoP8Aym/m 7/U0z/kxJkryKaD/AMpv5u/1NM/5MSYnnH3/AKFTHzN5ds/MdgIZ/Uiu7ZvX069tyFuLedR8EkDk qOXZkZvTkX4XyIeZdW1GHS/K0fmK1a21CPW7GOWRpLVUuHiZlaeFVnPBJ/77034ejy9N86Tnkr86 fOkvmfzdNYW0h/RmiO9ragbBplNLmbqa8pV9ONh/uqNG/awEX+O5X1dDPLKxV7WWEAV5SGMg+37u SRvwxfIN+U3nFvOXlC3urp+WpWJ+p6gSfid41HCc/wDGeMq7N9n1fV4/Zyc5JXZs2bFXZs2bFXZs 2bFXZs2bFXZs2bFXZs2bFXZs2bFXZs2bFXZs2bFXZs2bFXZs2bFXZs2bFUPfXkWn2VxfzKzRW0bz SiNeb8EBZuKDdm4j7K5zz/lfH5cf8ts//SNL/wA050vPGPnbyXe6J58uvLFlbuRdXAOkoFb95BcN WDht8fp19F2X/dkUmKvoPy15v03yj5B0O+12Ke2tr6VktJSE+P61NLPC/H1OaRmA+tzdV+D/AGOd FhmklJD20kAHQyGMg/L03kzzH+fvmG2vNfsfK+mlRY6BB6bRx0CLPIByjHH4f3MKQp/xW/qx56A8 h6oms+TNC1AXAupJLG3W5mrUm4SNY7gN/lrOsivgArlyCsizZs2FXZs2bFXZs2bFXZs2bFXZs2bF X//V7/hdJr+hQ366VLqlpHqLkKlk9xEs7E9AsJb1CT/q4j5ruLu08r63d2BIvILC6ltiteQlSF2j 403rzAyMeV9NWH8rdE0/TbC0vba806Jr+3vbhrWEpdQmW7ZpYbe7bl6sjfD6af8AGX4PiVZ9mzmU uuznT/Lkek6ld6Vb3Wjw3cGjabanVb7lKqeh6s9xBcotrEpZPVn+rNO0b/vv5BUralr9t+Xesy6n PZz37wzTRWqW3piWXSL24klQXEFxIGb4oOPqen6Mn936/CZFXoebOP2/nTzPeeX7fzRZ3GpXepzM lyvl6DRbh7B7dnAa2ivRZeq0qw/Gt19f9F5f918M6ze3tpptpNfX86W1rbqZJp5WCoijuzHBaq+b Ip/yszyB/wBTFY/8jhm/5WZ5A/6mKx/5HDGx3qgPNXlG5n0bWp5fMurPC9tcyNZM1mYCvB39Hh9T 5el+xx58uH7eRyy0rVvLGh+WNeHmXUI/LENtavq1oFtyYFkRPSki423xWiTMiXSMvrLBzn9b4MPP MfnTT9f0fUNM8m6rYXd39Tubi+Zy0qxWUcZWZ1WJk/fl5Ykh5t6f23b7HHAXlLz1HoWl6VpXnW6s 7KKbSrO70fUULxxXEDRhGikEteF1B+658W4S+p6iJH9jBtv3KzybzBoNvdWdjPqdrHdagqvYwNNG HnVvsNCvKsiv+xx+3+zhNoP/ACm/m7/U0z/kxJnOtQ8vflf5q/MPy9caFLa3JmeaTU7KyMXoSG2Q 3ETzQcCretIOFx/v5PtfFnYNM0LRNEEo0bTbXThPx9YWkEcHPhXhz9JU58eTceWHY15FUZPF68Es HN4vVRk9SM8XXkKckb9l1/ZOcS80fkp5L0oaQ1r9bre6pa2U/OcNWKdmElPg2bb7WdxyI+fZEjj8 uF2Chte05RXuWdgBgl094V3k78ufL/kae5n0J7oC7RUnimm5xngao/DivxrVgrf5b5Ls2bCBSuzZ s2FXZs2bFXZs2bFXZs2bFXZs2bFXZs2bFXZs2bFXZs2bFXZs2bFUu1/Um0bQtU1hUEjafaXF2Iz0 YwRNLxO468MhF/5I8p6PodvZXlveNrkqF18x2Vre32oLdoq8rpruzjmuI/3reokMskcMn2UT4Xzo s0MVxDJBOgkilUpJGwqGVhxZSPAjIsPLPmZtP/Qk/mXnpvD0GnWzC6i0FOBRr312g9Ro/g9dLBJv 92f3nx4qhovNWuizglsrK21GxWxtrr9PX1ydKhvGmi9X/RYDBdlGZBzdJnh9Llxy4fMWp6lrvlm9 sYo49G1TRbnUZ0uLlomRWewcu8SQyxPJaxzqsX75fU+sXPxwekv1jaX5J1PQYzb6HrMVtFNb2lvc zS2KzXXKztorFXt5zMkcavFbxv6M9vdxpL6j/wC7MX0vylqemx+Xo21G2uBoljLpMytZuq3FpKbX oPrT+jcKlgnKRvXik5v+4jwbqhbL8wJrn9FajNpDW/l/XLoWWm6iZw0xkkqLaSez9MejDdMrLEwu JX+x6sUfqZN8iGi+TdS0ZbDTo9embQtLlMlnYpEI52Tf0ra6u1kP1i3h5fCiwQ8/93PJkl1DTdO1 a3NnqtnBfWxIYwXMaTRll+y3CQMtRiL6qhfMcyQaJezPcXFrxj+CSx9M3ReoEcNqs6yRPcXEnG3g jZP3ksqxp8bZAdN/LDWNSu9P8zeZ/MN/FrdqJvq0cDWjyWsU20Vu1z9W9OeWJGl9eRYPSaST/R1j 4erPOrHyn5W0y6S903Q9Ps7uOvp3FvaQxSLyBVuMkaK68lYq2HGFXhXlv8k/LPmzSI/MWr6jqb6h qEtzLdOk0FGcXEqF/jt3bk/Hk/xfbzpXkvyFYeRYZbTStSv7iylJf6nePC8SSNx5SR+nBC6sQlPt 8P8AI5Zvy2BHkzTwRQh7oEH/AJipsleCPIe5XZs2bCrs2bNirs2bNirs2bNirs2bNir/AP/W78QG BVhUHYg9CMJU8paDHRIbeSK1CGL9HRXFxHY+m1ecZ05JVsCj8m9RPq/7z9vDvNiqTnyvowNmYYpb X6jFDbW/1S5uLasNvX6vDN9Wli+sxQ8n9OO49VF9SX/fsnJNfKOiR6ZY6TElxHa6ZIJtP43l0JYG WN4F9O49b1/TWGWSL0fU9H0m9P0+GHmbFUij8neXoSFitpFth9nTxc3P1EANzCrp3q/UFUP8XBbf jyw9zZsVdmzZsVQGuW813ompWtsnqTz2s8UMYIHJ3jZUWrFVHJj+02RXRdY83aZo2nabL5MvHks7 aG3d0vdO4loo1jYrW6B41XJzmwVvasU/xL5q/wCpKvv+kzTf+yrID5Y/NzznrXm/U9Ck8sG4jtvV 42NuyxXNv6ThP9ImuZUtm/lb+6/ef3WdpyKaD/ym/m7/AFNM/wCTEmPKh37K7/Evmr/qSr7/AKTN N/7KsK9YuPNfmC40WA+VbmxitNUtLy4uZruxZUihc+oeMNxJI3FW5cVTJ/mxpXZs2bCrs2bNirs2 bNirs2bNirs2bNirs2bNirs2bNirs2bNirs2bNirs2bNirs2bNiqHs7611CFp7OT1Iklmt2ajLSW 2le2nWjBT8E0Uicvst+x8GBNF8waP5hiuptGuRdR2VzJZXLhXULPEFMiD1FTnxDr+8j5Rt+y+crs /MuoeVYfN9rDJ6t5qd3f3vl2I8DS7l1a50h41VhV+E/1K44NzX95J9jDTRLSPyTp2oaHpUl0skWu WltDDp8MM093J+ibG5uowLw+jF64juLiaZ5E9JefBsVelzXkMF1bWbrKZbrn6TJDLJEPTXk3rTxo 0NvUf3f1iSL1W+CLm+CM55B5k8yT+dLPT7+3l0q1mlsyNOle2mbhLZa28hMlrz+GSbT7Z+DTS8Wh /Y9T08Ex6lrq6NNqsmqSPI/mRbKKL0rcJHZjW/0SbX+65OHt6n1Wb1+fD959rmqzO8u4rG2ku5ll aOIAssEUtxIamnwQ26SzSdf2I2wgsvP3lvUnlSwN/cmCZrW4MWl6kwinSnOGZha8YpI+S+oknHh+ 3kmzn/5Wf9Nr/wCBXqn/ADJxV6Bmzk1p5u87X35f22r2ltdtqs3p3Y1SV9HhsGDSjlbH1blZY7Yp +4V3h+t+p+3ky8w/pjTNGleDVpvrV3qVjBDcelb1t4bzUYLYxQo0TI/p20/p87j1nZv3mAG1ZPiY mRp3twH5xokjEo4Sjl1ULKR6Tv8Au25xo/OP936nH1YuZBA2py+bdT09tTnFlBpllLDAI7f4Z7qW 8hecP6PqclFkjIjs0POST93w4IkZtvM+uP5Y1TVWuybyDydp2rxScI6LezQ6jJLOI+Pp/G9vD+74 el+7+xhV6TmwpujJpOhzXWoapKfqNnM91ftFFUlE9RrowxxheUIRvTiT4P8AfiS5GrPX/Mzaj5Xs 7qxvrO0ubiS3vL3UPqKSXZFhdXK87W0Mz2zetb+p8Jg48PTdX5/CLVmdhfWup2NtqVjJ6tpeRR3F tLRl5RSqJI24uFdeSMPhZeWZr60W+j01plF5LE9xHB+0YomSOST/AFVeaNf9lhP5E/5Qfy1/2yrH /qGjwti0HTdK/MOz1C0WY3WoaVqX1uae4nuCwiudOMSr9Zkl9JE9aTjHFwT4sKsyzZs2KuzZs2Kv /9fv+bNmxV2bNmxV2bNmxV2bNmxV2bNmxV2RTQf+U383f6mmf8mJMleRnRrS6h84eaLqWF0t7lNO +rzMpCSenFIsnBvstwb7dPs4DzHv/QrJs2bNhV2bNmxV2bNmxV2bNmxV2bNmxV2bNmxV2bNmxV2b NmxV2bNmxV2bNmxV2bNmxV2bNmxVI5vJ/ly4udPu5rEPPpdzcX1g5kkrHcXcpubmQfHRvUnb1OD8 o0/3WqYteeWtGv1uFubduV1cpfSyxyyxSi5jijtUnimidJbeRbeGOL9w8fw8v9+SczbNiqQWXkvy 5p2oLqtrauL9XWU3MlxcSu8iRzwJJM00snryLDe3MfqTc34yf8Vx8B/6E0v6p9Q9D/Rvrf6Q9Pm/ +9P1r9Jery5cv97f33Cvp/7r4el+7wwwJql/FpWmXuqTisVlBLcyCtPhiQyNuemy4qi8L9K0TS9E +u/oyD0P0jdy6hefG787menqy/vGfhz4L8CcY/5UyJ+aLrXvL/kOfV1kluNca8sbxoBI6rzmv7b/ AHHx0b4Lb0z9S4r/AHsfN5Pjmkwq/M3zLfX/AJcsrbyvey2UupWFzrr3sDsk0VjZW31tRWJlaP61 M0Fv6nqf78/vMVZenkXytHOJksSEE/1tbP15zZrcV5estgZfqSycvi5rb4dXlja6hCsF5H6kSSw3 CrVlpLbSpcwNVSp+CaKN+P2W/b+DOceZNKSz8++TNIttQ1WOw1g6odRgGrajST6tbLNBRjc84vTk bl+6aP8Ays6TaWsVlbR2sLSNHEKK08sk8h3r8c07STSf7N2xValjax302pJHS7uIoreaWrfFFA0s kK8a8Bwe5n+JV5Nz+L7KYXp5W0KOxm01LSlpcafFo00XqS/FYwLLHDBy58xwS5n/AHqt6zc/ik+F Muw1G5l17WNJuQCtqtrdWjDY+hco8XBhTcrc2dy3Ov7fD/deG+KqdxbwXcEtrcxrLBOjRTROOSuj ji6Mp6qymhwjtfJPl20u7O/jgne709i1jPcXl3cNCCjQskRuJpeELRuytAv7lv5PgXJBmxVD2Fja 6ZY22m2MfpWlnFHb20VWbjFEojjXk5Z24oo+Jm5ZnsbWS+h1J463dvFLbwy1b4Yp2ikmXjXgeb20 HxMvJeHw/afBGbFXZs2bFXZs2bFX/9Dv+bNmxV2bNmxV2E2n+ZtN1LX9Y8twc11DRRbtdCQKFdbm MTI8NGZnVFPGXkicHw5zl17cw+XPOOp+cbhjFp8OqjS9ZmAqEtrvStMa2mk8EhvooU5r9n6y+Ks5 07zJY6nruteXoI5Vu9C+q/W5HCiJvrkRni9FlZnbii/vOaR/F/PhhfXE1payXEFpLfSpTja25iWV 6sFPE3MlvD8IPNucyfD/AJfw5zryvqUrt5j8x6nz05rzR7fU5JgvqSxWzXetSWkvEBjJJFp623FO PL92sfD9jCae81PToNY08T6nFy8qapetJqWox3c080QgWC/iit7m8WxUma4WL0ZY45f2Y/3GKvZs ZK7RxPIkbTMilliTiGcgVCL6jInJui83RP8AKyI32mTa55w1KxuNSvrawt9JsXS2srqa1pcTz6gn 1lZLd425pHDx9NuUM37v145PQh4G/k+7uL/yloN9eSGa5udOs5p5W+08kkCO7t7sxriqU/49f9Of 4b/w1qv6W+qfpD6ty03/AHm9T0PV9T9Iel/e/Bw9T1P8jjkuidpI0dkaJmUM0T8SykivFuBdOS/5 DsuQH/yt/wD4Kn/dxwsv9UvdS82+ZdO1GLV3g0lIRZQ6Tf2+npDBJCsr30rSXunvcO0hb4pFntoO Hpv8fPATSvU82QDybDq2vX15rWt6heRtbS2RTR4pmit455NKsLi49QRlWmj9aduNs7fVkf1JfTZ5 nwqsNGnudH8g3n6b1eO41sQLqrjUbphMr6bPqDjhJI6QsZbVE9S3WGT03k+Pn8eKvTJriaO6trdL SWaKfn6t0hiEUHBeS+sJJEmb1T8Ef1eGf4v730k+LBGc9sfrNhrlvpS3t1cWtr5mkt4frU8k8ggk 8vSX3oPNKzSyxJcTM8fqvJx+D+TAyW2oCwPmGTWb97lPM5treAXDrbpaPrp017V4AfTnjaF34tMr vD+6jg9OOLCr0vAdlqUF9c6jaxK6vplwtpOXAAZ2t4LwGOhNU9K6jX4uPx8/9bOa6nqFzBrSalZX epzJN5gtdPF5LfRQWMY+txWdzpsOmCdpLluP1nk8tjHLxX63FN6Kq7zby9/x1/Nn/bVi/wC6VpuK o/Vtc03RFtDqEwja+uYLG0jFC8k1xIsSKq9+JfnJ/JHhjkO87aBospsdfksIW1eDU9Gjhvig9ZUO p2qFQ/X7Mjr/ALLJjirs2bNirs2bNirs2bNirs2bNirs2bNirs2bNirs2bNirs2bNirs2bNirsAa 3pw1jRdR0kkKL+1ntSxrQetG0VTTf9rB+bFWLKbzzR5ft7eRRb6pY39h+lIpvhCzafeW13dBCgfk s0UPqWjfZkSaHn6XxcI5pv5barZ2Hme0mubeU3mnXWi+WjVgLeyna4mjjuaRijercRrJ6Syfu4I8 6ZmxVi+ueW77U/OPlTzDBJEtpoX6R+txuWErfXLdYIvRVVZG4uv7zm8fw/z4J1q71S113y5Hb3Ea ade3kttd2/pEyuRY3lyh9f1OCxh7dP3foc+f+7+H7tz/ABOSCCZ4ZJYkke3cyQO6hjG5Roi8ZP2H 9KSSPkv7Ejp+1iqT6ba3LeZNb1SZOEDx2dhanu62yzXDyDtx9a/kh/14ZMPM2bFXZs2bFXZs2bFX Zs2bFXZs2bFX/9Hv+bNmxV2bNmxV2BLjS9Mu4bm2urKCeC9YPeRSxI6TMqoitMrArKypFEnJ/wBm KP8AkwXmxVQjs7OJmeK3jR2jSBmVFBMUXL0oiQP7uP1ZfTT7Keo/8+Fi+T/KKKETQNOVR6hCizgA HrKI5v2P93Rj05f9+J8L4dZsVUxBAs73SxILiREjkmCgOyRl2jRn+0yRtLKyL+z6kn8+aCCC1git bWJIbeFFjhhjUIiIg4oiItFVFUcVVcUzn2uj9I+W/PevTAkrY6npdhuCEt7OGSKfjTo8t8tx6p/a SK3T/dOKs5+oWP179J/Vov0h6X1b656a+t6PL1PR9Wnqel6nx+ny4c/iwNqGgaFq8sc2raZaX8sO 0Ml1BHMyb1+BpFYrv/LkKsrlD+Xt35W1SYi5gnbyhJKSoZmuJFsLSZdvjP1O6tro/Dy+3y/nyLec 9D0U/kZa60dNtTqq6TowXUTBH9ZAraR0E/H1f7s+n9v7Hw4q9rjggheaSKJI3uHEk7ooUyOEWIPI R9t/Sjjj5N+xGifs4mlhYxx2sMdtEkVjT6lGsahYOMbQL6CgUi4wu8P7v/dTtH9jEdM0TRtFSSPR 9OtdPSUhpVtIY4A5GwLiJU5U98K9RL2Hm7R7yP8Au9Vin0u6FTRnhR7+0b5xLFfr/wBHDYqnX1Cx 9b6x9Wi9b1frPq+mvP1vS+q+typy9X6t/o/qfb9D91/d5vqFj6P1f6tF6Pq/WfS9NeHrer9a9bjT j6v1n/SPU+36/wC9/vMEZsVSm68r+Wb6ee6vdGsbm4uVCXM01rDI8qqVZVkd0LSKrRofi/kTDGC1 trb1DbQxwmVg8vpqF5sqLCrPxA5MsUUcQr/uuNE/YxXNiqnNBBcoI7iJJkV0kCSKGAeJxLE4DV+O OVEkjb9h154pmzYq7NmzYq7NmzYq7NmzYq7NmzYq7NmzYq7NmzYq7NmzYq7NmzYq7NmzYq7NmzYq 7NmzYq7NmzYq7NmzYq7NmzYq7NmzYq7NmzYq7NmzYq//0u/5s2bFXZs2bFXZs2bFXZs2bFXZCV02 adfNfka4c28WrR3d1pl3x5r6Ooqy3dEBUF7W+mkd09ROa3EX8+TbNjSsSvPItvd+coPNLXZW2T05 rnSeHKKa9t0kitb53L7SwRSKifuv90wv/uvGaz5F/S/5eR+Qvr/o+naWVn+kPR5V+ptC3P0PUX+9 +r/Z9b4Of7eTDNirHfPhvI/J2uXVhfT6fc2ljdXMc9twDkxQu4TlIkvBWI+3F6c6/wC6po2ytREt /wCbtGtIlJg0lJ9Su5KfCsksb2NrHX+d0nvH/wBSPD+eCC6gltbqJJreZGjmhkUOjo44ujo1VZGU 8WVsUwUrs2bNhV2bNmxV2bNmxV2bNmxV2bNmxV2bNmxV2bNmxV2bNmxV2bNmxV2bNmxV2bNmxV2b NmxV2bNmxV2bNmxV2bNmxV2bNmxV2bNmxV2bNmxV2bNmxV2bNmxV/9Pv+bNkD/Ny00+58pTLPY29 3qVxJFp2lSXESSPFLfSxwM8DuC0b8P3n7vj/AHSYqzzNkD1/QvLXlPy28el6Lardah9W0Mm2t4I7 i4S9mitZYvUb0ld3jZpP386RPIn7yT9vIr5l0nSb/VdE8saN5YPk3XtRme50/XBHZQtELICef0xp ctx9Zf0tvq88tsnxJJ6mAq9mzZybSPNaeVPy9m84XSxtf+ZtSnvbS1lf0k9W8mKW6vK/+6YbWJJX kP8AupP9lm/LjWotE0nzsZr2LWF0i4fVrjULWRZI7hp7Rbm4aN4zInxTQTH/ACGfjx/YxB5eavWc 2c80vyzo/mnyp/iTzXBbtqmt231+XUmFDZxSp6lsLaVj/oq2lr6Ku8TReq0XrT8nd8NdV8xx+RfJ EGqareDWZ7eGGCG5BWH67M4CxNzLTJH6o/eSS85F4c5cPVWXZsgtz+Z+h2cLzvcWN2ltptxqV7+j b6O79KWCS3hjtfgROX1p7sJDM/pfGn93+3h5+mtWjj0H63pkUNxq83oXMH1kk23+jy3ZoTAnrsiW 7o6fuvj/AJsVT7Nka0jzemp+XLbzHJa/V4Ly8S0t4/ULkrLfDToZi3ppT1SyzcOP2f8AdmFFn5yi bzT9X/REMSX2p3OhfpVXAmY6fbG4UygRkyI07TQQx+qvpfG+Cx81Z5myIDzwI9EsNev7e30yz1C4 YQnUL1LYiy+Norpg8fJrieNY5EsYvUb97/fZHte81nzh5Pu7SzgEMWsa0PLdjcxymRZrdplSW9Hw R8UkgS4/dr6nH/fj42KtXqGbOZXv5yaBY6Nq+o2a2k36KuxZWenfXY4rm6hVo4pLiG34M6Ro0j+k nH95FC0n7vJLfeb3tbjzPDBZLLH5ZsUvJpXn9MSyyRS3P1cfu3EQWGJWaZm/3an7r9rCrKM2Qry/ r2o+YvNMcyhrWwttCtbi9sOfMLe6mwuI0JoiyG2t7Zk9Th/u/wDYw0PmaSfzXP5X060W4aysxd6h dySmNIXlJFrbhRFKZHmp6jNVfSi/34/7vH3KyHNkBufNmoevH+lvLMUWqaZpF7r0tpJPHcSQSQs9 vbwW9xHG6+pdoJOUyL8Eben8WGmm+atRvvMf+G5NNijuLWzjvNYkS5aRLV5jSC2RvQT6zLIv7z/d MaIv95JiKPJWVZsjtn5kvZvMUPly700W1ybO4v7iQT+qqRx3X1S248Y15/W0/wBIXk0TRL8DpzwJ e+YrXUL/AEPSRp8N4uo6hfxMbijLD+h5JUe4VWU1l+sQx+l/vt3+3+1gsKy3NkX8j397q9lqmr3U pltr3VLs6YpJPC0t2FlGqg/ZDvbSz8f+LclGFXZs2bFXZs2bFXZs2bFXZs2QP83LTT7nylMs9jb3 epXEkWnaVJcRJI8Ut9LHAzwO4LRvw/efu+P90mKs8zZz3zT5I8v2Plc6bomi26Xl3JY2bGzgt4rm 5hjuoJ7mIyuYFf1ILaSR1nnSOTh8b4SatbeXk8x+WtJtvKA8sajLeDUYNSdLK3Bh04rdXcQOlyXf r+rbq8bQzvAi81l+L7GKvXc2cm0jzWnlT8vZvOF0sbX/AJm1Ke9tLWV/ST1byYpbq8r/AO6YbWJJ XkP+6k/2WM/LPUNN8raL5zsrO7XVtO8vzNqCX0MiyLPG9mkz8ZImlTkXt5OXFm4u/HADy81euZs5 5pflnR/NPlT/ABJ5rgt21TW7b6/LqTChs4pU9S2FtKx/0VbS19FXeJovVaL1p+Tu+HOo6xe+UPIv 6WkL+ZrnTraEmWAem12CyR+v8P1nivBvXlk/e/AryYeqsqzZCb38ytIj0aXWNJe31hD9Vt7K3tLk GWW+u3eNbSRDHztaBEkWWZeUi+r+5X0v3gnznrur6L5dv7prBOP6OmJuIbmvp3rvFb29sitFHJIJ WuGeOdf98cHjT1I8el9FZbmznya9L+X2k+WNA1DT1eNNLu5L6aC45GEaVaCeVlRok+seufh/3V6c j/tYyL819OktPLrgWE9/rl9bWM+m2epRXM1ot3sk0ipGpf0m4pOnGPg7f3jYq9EzZCx511Y6b5Yu f0NENQ8zTKkNgbxv3MLQtdeu8wtTy9OFOUsfp/By+0+LRednfStY1OW0t7VdL1WbSomu71IIJVgl SFrl7iWNVg6yfuOEz8ouHJueCwrLs2QCb8yLa70jzdqOmpHLZ6BBH9S1CGUyJdXE1v6vBR6aen6U zxw15y8vtfu8Dvr155a1HQPL93p8er+YZrKytYb+eXjO8tw0x1FmuPTuHS1t1slnl48/U9SJeHwc lNhXo+bC2O81c629jLpirpQthMmrLcK1bjmFa1NqVWVaLWT1q+nx/wAv4cjWpfmEbHzFqflhLGJd Rto7Z9IW9uvqiai0wDSpbyvDJEv1dTx+2/qzfuuH2nVVm+bIvfecHstV1rSDYcrjTrK3vNPrKFF6 907wQ261T9yz3aR2yP8Avvjk/Z/aUi8z3UuvappBso0ttGtIbm/v2uGos06PKsEcQhLPGscfJ5+S f8YMFhWSZshes+eb3QE0ptT0lEe+sb/ULxFuifqwsIBcen8UCGYyM8cJbjH6cjfYlwCPOF35R8r+ SpNXs0kj1JLKwv5/XIe3keAMZzH6TiWNFjkef96np/8AFmH+1XoWbIN/ysK4GleXdZk0njaeZNUi 020U3B9VIbkv9Wu5E9Hj+8SMyvB6n7tGT98/7AjyjJJqXmTzfrbVEX1yHR7dCSfh02M+o47Ue4u5 +n8uJ2NK/wD/1O/4S+YfL6a++jmScwppWow6mUC8vVMCSCOI/EvD95IkvP4/7r7P7anWbFUk8w+X 21+TRy1yIIdL1CHUpI/T5mZrcP6cXLmnpj1HWTlxk/u1xPVvLb6n5k8v+YEuxD+ghe/6MYhJ6xvI RAD6nNTD6XHl8Kv6n2Pgw/zYNrXZiuleS007UtIvJrz6xb6DpyabpVmIyixvxEdxeM3qPzmnjRY/ s/u4+X22bnin+D4X1vzFqVxc+rZeZLSGyvLD06ECGOSDmJuRrzimdeHp5Js2PzVgdr+X2pHRLLyr q2vteeXrLihtYrb0Li4gjbnFa3d0ZpuUCAJF/o0Fq7wp6fPDrzX5Th8y6ZZ2UFwdOuNMuoNQ0y4j QOkM9tURcoaxiSIKzL6fOPJFmw9OqsN1jyRfeZ9O1LT/ADLrTTx39uttHBYwm1toWSVbhbj0JJrt 5ZvVii+KS4/u+cacPUwo1HQPOGo+a9Dtb/V2mgsrK/me+tLE2tvHLLbtYRSMZJbuKa+5XTzLFyii SKJ+MH7xs6TmwddrVgen/l/qkFhoWkX2upNpegT29xb21rZC2aZrV/Uh+tSNPcc+LDl+6WHk3xyc 8bfflmL3yva+Xjqzw3EOoy6pPqcUQWSSS4af1wqep+7Zobt4Uk5v6fFX45Ps2E9bvzVieseUb+78 z2vmnStRgtbm1sW0+O2vLM3cKhpPVM8KpcWjRT/Zj5cv7v4cTsfJV1DJpDX+pJdJpWoX2qsiW/pC 4nvfWZXlHqyKklvLdzurIOLfB8EWTDNj+PirCfL/AJEv/L1tbaNaa9Kvl+xunurWyih9K4KO7S/V Z731W9W39V+benbwSSfYd+OLXnkZ7zTfNNk+olZ/M9x6st2IjWKARxQJbcfV/ecIYXT1OUf97/d/ DkwzYPn9tqxzQfLd5outazqL3kNxbatIkqwrbtFLCII0t7eH1fWkjlijgj/3xE/P4+WAL/yRfPre savoutNpg8wwQQatH9XE0lbdDDFNaTGSP6tL6JaP4orhf92fb4cJlmwn8UrFYPJaW99f3i3rut3b afp8SSKXeO0sWJmgaYvzl+uq8iyyHjx5f7sxk/lHU7bzFqvmLy9q0dhLrcUEepQ3Np9bHO2QxQT2 7Ce29J0iPHjIs8TN8bx5Lc2Dbbn9qsIg8k69YatNqum+YwHnsLXTXa9sluZlS1Xj6sUyzW6iWWRp J5PWinT1JPscVTHaP5AbRZrOe31R5pdPsL2ztJJ4Vdlub+4+tzXz/GA7cvg9Gn2f28mubDv5qkfl DQrjyzoFpoU9zHdixX0oZ4omg5J15SI8tx+9Zy7OyycP8hMPM2bFXZs2bFXZs2bFXZs2bFXYS+Yf L6a++jmScwppWow6mUC8vVMCSCOI/EvD95IkvP4/7r7P7anWbFUBf6fLe3ml3KXHox6dcPcyRcOR m5W09qsfLkvBVNz6v2JP7vCPzd5Nl8z32nXsOo/UW0+21K2UegJizajbfVFlDF4/T+rH97x/3d/d /u8lebBturFdK8lpp2paReTXn1i30HTk03SrMRlFjfiI7i8ZvUfnNPGix/Z/dx8vts3PFP8AB8L6 35i1K4ufVsvMlpDZXlh6dCBDHJBzE3I15xTOvD08k2bH5qwO1/L7Ujoll5V1bX2vPL1lxQ2sVt6F xcQRtzitbu6M03KBAEi/0aC1d4U9Pnki8waLf6lY2ttompvok9ncQ3EUkMfONkhBH1aaAPD6ls4P xRrIn2Uw6zYVYDqP5cXGrST6le6rFHrTXVhfWl1Z2Qht4Z9OadoHe1eaeS55/XJvW9W6+L939hY+ OCNR8i6prlzHd63rvrMJrRpLS3t2gs2trWdbt4BbtcTP6txLHFzuZJ5WTh+7Tjk2zZHbz+2lYxr/ AJOTzBqFzeXF4Y459Iu9GjhCV9I3pHq3SsXoW4Kqenw/2eaLQPM0pibU/MXqNbQSRQLZWzWiPK6e mtzdhri5e4aL+8WNJLeL1P2Mk+bD8/tVI5/LUMut6JqqSCK30KC4gtLJUr8VwkcIf1C3wiKGNo1T 0/8Adn95hNqfkGS5udJvdP1CO3n0m+1HUUiurX61byyalLJM3qwia3bnb+q3oyLN/lZNc2EV0Vgt 75F1rUNN1Oxutat2m1S/tNSubgWDBW+qrCv1Z4hdA+i31O24lJo5OHqI/qO/q4J1byVd6lq2neZI tSjtde0yVpLac2xlt/Slt47a5tpIDNHI8cjJLLG/1iOSH1v9nkxzYnl1+21SbQ9GvNOnvr7UtRfU b/UHRpWCGG3iSJSscVtbc5vSQcmLcpZJZG/vJGyP6p5B1HW4tT0nV9cN75f1O8F69nNblrqBVkSY W1pe+uEhg5R8P943ZYWkRPjf1MnObArzseXx5w89Wnm2e1urPS9IgjhSC9ia3e5u4ZHngkEL0l+r 2jzu3OTh6tyi+mssSeph23k9zZ+a4Vv6Xnmd5SbwxEmCN7dLSGLh6o9X6uisyNzi+39nJTmwbWe9 WHea/ISea7y6uLjUHtorjThpaxxxhmjV7mO6uJVd24Vnjhjgp6Xwfb5t9jER+Xz6mEHm7VP0utvY yadZRQ262kcSzxfV7i6K+pcM97JF8Pq81hi+P0rdMm+bE0rDNI8i3NodDj1jVv0laeW0C6RapbLb qGSMwRTXTepN680EJ4RMnoJ/uz0/U+PDvyxoX+HdK+oPcfXLiSe4u7q7KemZZbmZ7h3ZOT9PU4fa /Yw4zYR8eXVX/9l= ------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0037_image028.jpg Content-Transfer-Encoding: base64 Content-Type: image/jpeg /9j/4AAQSkZJRgABAQEANQA1AAD/2wBDAAoHBwgHBgoICAgLCgoLDhgQDg0NDh0VFhEYIx8lJCIf IiEmKzcvJik0KSEiMEExNDk7Pj4+JS5ESUM8SDc9Pjv/2wBDAQoLCw4NDhwQEBw7KCIoOzs7Ozs7 Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozv/wAARCAB5AbkDASIA AhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQA AAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3 ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWm p6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEA AwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSEx BhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElK U1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3 uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD1aHRt LMEf/EttPuj/AJYL6fSn/wBjaV/0DLP/AL8L/hVmH/UR/wC6P5VJQBS/sbSv+gZZ/wDfhf8ACj+x tK/6Bln/AN+F/wAKu0UAUv7G0r/oGWf/AH4X/CuTv7u303xjJb3Gmaf/AGMkcKSyfZ1DQSSF9rk4 +5lQp9Mg13NVpdPs5xcCa1hkF0gjn3ID5qjOFb1HJ/M0AcpZXFjqHjRrO1tNPk0tbaVeLVcmaNo9 xDY5XEmPqpp8Oq6Jc39vY/2JBA15I8MEgjhkwQrEMQMjBCkjr2rp7bS7CzWFbWzghW3jMcQjjC+W hIJUY6AkD8qr/wDCPaPuRhptuDG2+PCD5G9V9OvagDDtb7SprTR/J0BLmbVIHljzDEu0KASXPAH3 h0rR0iLSNXtpZRotvbvDO8Ekbwxkq6HB5HBFakWnWUH2fybWGP7MhSDagHlqcZC+gOB+VV1urOz1 Iada2+Z5y08oiUAJk8u/1P4mgDlPE9u+katodtbC0Mep332eQPYxEouM/Lx1+uav391omh31rpVx Y293fXKtIhaCKNdo6knAHfoMmruk6vovi5DcragyadcHaLmMb4mGQHXrgHBwahj1Wx8RWst0NDlu RZXEkJ80Rq6MuMspLdCCCCDzQBWg1bR7u6SztPDcdzcsJdyxxRbUKFM5Y4GMSLyM+nWn3V9p1tHq co8MQyRaV/x8sqxA/wCrWQ7QeuA3tVrwvqVjrlhaarp2jPb20kbiGaTywwXd8wwCTyy/oKvao+n6 baTS3Vopt7yQJdMEBU7gE3P6j7qk+nsKAMK+vdPt4GFx4eSzZ7KW7icRQuSsYDMpHIBwR7c1aafT Dfw2Ft4cjuZ5LNbrIiiVQpOMEnvx6VvTWFndBfOtopQI2iG5QcIwAZfoQBke1PS0to5xOkEayiMR BwozsByFz6e1AHLf2vob2NjdQ6DAwvEZ9rpChjCnBz36jHANJBd6XqUugT2Wl2qW2pvMJFktk3YR GP4fMtdE2iaWyRIbCALCCIwEA2gnJAx2z2p1tpGnWYiFtYwRCFmeIIgGwsMEj0yCelAGVrlnbWUE BtLDR4jJKFklu41ARcEkqoHzt6DIqv4fhXUp777Volj9iidBZ3a2oj+0grljsbkYPGe9b19pWn6m YmvrOG4aBt0RkUEofUHsada6faWRc20Cxl8bsd8UAR/2NpX/AEDLP/vwv+FH9jaV/wBAyz/78L/h V2igCl/Y2lf9Ayz/AO/C/wCFH9jaV/0DLP8A78L/AIVdooApf2NpX/QMs/8Avwv+FH9jaV/0DLP/ AL8L/hV2igCl/Y2lf9Ayz/78L/hR/Y2lf9Ayz/78L/hV2igCl/Y2lf8AQMs/+/C/4Uf2NpX/AEDL P/vwv+FXaKAKX9jaV/0DLP8A78L/AIUf2NpX/QMs/wDvwv8AhV2igCl/Y2lf9Ayz/wC/C/4Uf2Np X/QMs/8Avwv+FXaKAKX9jaV/0DLP/vwv+FH9jaV/0DLP/vwv+FXaKAKX9jaV/wBAyz/78L/hR/Y2 lf8AQMs/+/C/4VdooApf2NpX/QMs/wDvwv8AhR/Y2lf9Ayz/AO/C/wCFXaKAKX9jaV/0DLP/AL8L /hR/Y2lf9Ayz/wC/C/4VdooApf2NpX/QMs/+/C/4Uf2NpX/QMs/+/C/4VdooApf2NpX/AEDLP/vw v+FH9jaV/wBAyz/78L/hV2igCl/Y2lf9Ayz/AO/C/wCFH9jaV/0DLP8A78L/AIVdooApf2NpX/QM s/8Avwv+FH9jaV/0DLP/AL8L/hV2igCl/Y2lf9Ayz/78L/hR/Y2lf9Ayz/78L/hV2igCl/Y2lf8A QMs/+/C/4Uf2NpX/AEDLP/vwv+FXaKAKX9jaV/0DLP8A78L/AIV5v/Z9l/z5wf8Afsf4V6rXmVAH pMP+oj/3R/KpKjh/1Ef+6P5VJQAUUUUAFFFFABRRRQAVjCwvLPxLLfW6rNa3yqtwpbDROowrDPVS OCPXmtmigDk5fAifY7eG11W5tJEjaC4miVQ1xCzFth9MZOCORWnYadZaP9o0+O6VGv5GkihYgFQE VcKO4AUVs1zOrD/iv/D/AP1xuf8A0EUmwJNP0aTwp4JTSrCW5uXtI2EbxRoZWJYtwpO3PPeoZLbV tV8N3Vi0cqvev5LG6YZhiZQGP3VyeuMDqetdPS0wGRoI4ljHIUAU+iigAooooAKKKKACiiigAooo oAKKKKACiiigAooooAKKKKACiiigAooooAz9d1UaHod3qjQmYWsZkManBbHas/UvF1pZ6HBqNlG2 oSXh22ltGdrzN3HPTGDnPTBrW1PT4dV06awuC4inXaxQ4OPY1mWvhDSrPV7jU4xMZZg4WNpMxwl8 bzGv8JbHNAFnT9dtbyxsriQ/Z3vLVLkI+cKrAHG7GMjOKZbeJNOuTeSrdwNbWkRleRGYlUBZWLDb xgow4J6VD/wiOnD7NseYfZrVLVNwST5E6cOpAPqRjP5U208G6ZZ2l9bJJcsl/A0EpZxnazOxxgcH MjfpQBpRatYzy20Uc37y7jaWBWRlLquMnkdsj86NTurmxsJbqCCKbyUaR1eQpwBnghTzxTZ7Cziu LXUZpCh0+GRFZnwoVgu4t/3wKLi6sL2COze4XGoxOIgDhpF2/MV/A0AZmk+KJNQ8OQeIbu3trHT5 IvOdnuGZo19xsA/WtGTX9KhNoJb2NDenbbhgR5hxnH1x2NZVxZ+G9F8O23hW/uglrPGbeGKWQ+ZK PbHJPPaqdonhe31GCIalJNc2gEiwNCAwHQMwWMMfqaAOkbWLFEtWeZl+1v5cAMbBnbBOMYz0BP4U 19d01Evna5wunf8AH0TG2IuM88ehB47VJPYwX1xZXbl91pIZYsHAJZGTn8GNV20awurTVYRI7Raq WFwVcHBKCMhT24X880AOl12wto72a4uY0hs3RJWG47S4UqCMdTvXpnqKtyXsEUDTuXCKm8ny2Jx9 MZ/DrVGXw7YzR3cbNNi8mhmkw/8AFHs2444H7tc/jVvUdPg1SwmsrguIphhvLYqeuetAFW78Q6da pgXMck7QSTRwg4Zwi7j9OPWrVjefbdMt74RlfPgWXYDkjKg49+tZX/CHad58cxkm3RxSRKEWOMbX Xa2QqDJx3rVisY4NMjsIZJI444RCjq3zqAMA59aAMK88af2d9nN3pFzG1xKI0t1kje45PDeUpJx/ KunrC0vwrb6ND5djfXSE8vIyxNJIe5Zym5j9TW7QAUUUUAFeZV6bXmVAHpMP+oj/AN0fyqSo4f8A UR/7o/lUlABRRRQAUUUUAFFFFACZrDsfEsmqRPPYaNdzwpK0W8yRLkqcHgvnrWtLd20L7JbiKNuu GcA1zHgG6s4fD8qm4gQm9uDgyAZzIeaQG1/aeo/9C/d/9/4f/i65nVbzxHJ410q8h8J3T21qkiu/ 2mLneMZ+9gYx3NdyDkZrE1fV7621vT9KsYbdpL1JH8ycthdgz0HXNAFj+1NR/wCgBd/9/of/AIuo 7jW721tpbiXQbtY4kLufOhOABk/x0kjeJo4yyR6XMw5Ee6RN3tnnH5VVudcgv9C1SCeGSyu4raQS W05GR8p5BHDL7ihgbWnX0ep6db30KssdxGsihxggEZ5qzWH4Snt08JaTGJEGLSMBQf8AZFbdMBaK KKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigApKWigDH8SWlzdWVu1tF 9oEFykstvkDz0GcrzweobB6lazvEmg3XiSTTLuzka1e0WWWJ5Mo8cpUbDtx0yCCPQ11FRz3Vvax+ ZcTxwpnG6Rwoz9TQBx8fhbVr28h1nVjbNqf22F9iOWjtoEOSkZIzk9TwM/hWlb6HeRfEO715jF9k m09LZQG+feHyeMdMe9J4r1mw/wCEV1P7Pqdv5v2Z9nl3C7s47YNaGl6haJpenpLeQiWS3TaryAM5 2jOM8mlcDOPiO7k1U2sCWrKl2sDI+9H2HGXDEAEj0AP1q7oNncWsmpPLF5MVxevLBFkHau1QTx03 MGb/AIFWqkqSDKOrD2OafTAKKKKACiiigAooooAKKKKACvMq9NrzKgD0mH/UR/7o/lT6pXpvF0Sc 6eFa8Fsxtw3Qybflz7ZxXNaUlx/wjtit/NfHWmhBuDO0ysHIO4DYNvB6fhQB2dFcd/a+uLYaSqw3 UEk1vunE0Idg/QKznAB9flpJdU1y78P6RfGSayuftUaX0UVqTtXJDEgjOMY/OgDsqK4dde8VTW08 gtfIuw7CC2e3+R1Bwu45z8w5yOmeldjBLM1lHLPDtmMYZ4kOcNjkAnGeaAJ6Ky/7Yuv+gDqP5w// AByj+2Lr/oA6j+cP/wAcoA5j4jeHtL8U2Elq1rcLqcA/0e6WzlZQf7pZVOVP6GvMfA/hHS7a5j1r xTLNHaw3HlxQLbSsJJAcDcwXAGe3U17lJqepzARWuj3EErnAluvLMae5Cvk/Qetcr4Ol1mLQ2jk0 2HUrCa8uUmSLCSL855wzbWU88ZBHvSA76Nw8auoIDDIBUgj8D0rnNW/5H/QP+uNz/wCgisTxDoWp X+mwWmhRa/pTRSLtWO8RYwuec/OTwOmK6aHRtNtNSs5p76ee+t4ykJubosxBGGO3POcelG4G1XlX xV1PxdqEc2k6JpF8mmxoTdXSxkeb3IB/ugdfX6dfVRVHXP8AkA6hwT/osnT/AHTQwPL/AIUan4u0 tINN1TSL+bR51BtrkxlvIzyOf7h/SvXhWR4R58IaSSCD9jj4Pb5RWxTAKKKKACiiigAooooAKKKK ACiiigAooooAKKKKACiiigAooooAKo6nq0GlxxGSOaaSZxHFDCu55G9h6DuTwKu1n6npZvpba5gn +z3doxMUpQOAGGGBU9QR+NADBrgjvIba606+tTOcRyPGHjz6FkLbT9cCrMeqadLMIY7+2eQnARZl LE+mM1kXfhie9vYLuXUEgeKZZWNrb7DKR2YliSPb+dQN4RnazsbYahAosZ450cWeC7I275sNjk9c AdaANy11jT7ya7hgu43ezkMc43D5CACfw5HP+FTW17a3gY2tzDOF+8YpA2PrisG+8ILqFvqdtLe7 YtQuEufkiwyOoQYOThlOzlSO5q5p+g/ZdXbVJ5YJLgwCAeTbiIbQc88kn+lIDZrE8WLpE3h+5ttb VjZTKVdliZ9no3AOMetaN1ZC6Klri4i29oZSmfrioF0S0Lq1wZbvYwZFuZDIqsOhAPGfemB4D4f8 Hf2d4o/tG/inm0PTyLn7Q1lKVuUHKgArxn34qx4ifx14k8Vw+IYNA1WGOBlayVIWPloDkYOMZPU1 7n4ls59Q8N6hZ2qb55oGSNc4ySPU1a02GS30u0hlXbJHAisM5wQoBpAQaNqv9r2KXDWV3ZSEDfBd QtGyH05HP1FaNJS0wCikzS0AFFFJQAtFJS0AFFFFABXmVem15lQB6TAP3Ef+6P5U+mQ/6iP/AHR/ KpKAEopaKAEpaKKACiiigBMVkjwpoSliumQruYsduRknqeDWvRQBk/8ACL6J/wBA+P8ANv8AGuP1 rwL4dl+IOjM1iwE8cryKJWAYoAV7/wAq9FrntUtp38b6HcJC7QxRXAkkCkqhKjGT2zSYFz/hF9E/ 6B8f5n/GkbwroTKVbTYmVhggkkH9a1hS0wIra2hs7aO2tolihiUIiKMBQOgFS0UUAFFFFABRRRQA UUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGL4wnubbwlqU1nM0NwkJMUi9Vbsa5248Q6 rrkP/CP2pksNUi3/ANp3MQI+zIndM9TJxt9AT6V3dGKAOQ0/xRNbWOkw3Cmd5NLhnleV1jZmZRzv dgD0OQMn86i0vxdc3VrrV/8AZF32dm86oJXZWZHmUAdgCI1PHr9K7Mqp6gH6ilxQBjx6pepqWlWd xHAfttvLJI0YYbGTYQBnsd3f0qxrsW7RruRZZo5IoJHRopWQhgpx0PNP1TUl023jfyzNNPIIYIgc eY5BIGew4JJ9BWbrHicaDdaTDqEICXzOk0sZJWAgDB6fdycZoAxtCvby3+Glt4hf7bqOopZmUxvc SHzWyeq5x+lXYvF11dT6XDaW1tM10wE+J1OwY+8oVmPB7MBT9W8XS22vxaTp1mlyVmiiu53k2pA0 h+ReB8zdyOwpIfEGrSeL7jw8LWxWSG0W6abe+GBbbjGOvvmgDSvNQ1G0n0m1K2zTXtw0crgNtQCN nOBnr8uOfWqs+u6hDZ+IrgQwN/ZJYQrhv3uIlk5/76xx6VvqG2gtjd3x0qpp2ox6g10giaKS0naC RG7EAEH6FWU/jQBi3Wv3dvbaxNDbo0trc20UQkZireYsWSfQDzD09K1tVv5tL0ie9fYxhizhY2bL Zx0BzitHAoxQBx134wuZZI7KGCNDPZ3DtKk6OyskeRgIxxz610eiSSTaDp8srs8r2sbOzdSxUZJq 6FUDAAH0FLigDn4W1OHxssFxqLT2sthJIsIiCKjLIgBzyScMetdDSYGc0tABRRRQAV5lXpteZUAe kw/6iP8A3R/KpKjh/wBRH/uj+VSUAFFFFABXJah4jvtM8YSx3DRnRYooEmO3DQPIX2yE/wB3KgH0 zntXW1XksrWXzvMt4n+0IEm3ID5ijOA3qOTwfU0Ac9YeIZtS8aNb2tykmlC2lUARj5po2j3Mr91x Jt+qmnQeMI7m/trI2zxfbpXhglSRZMEKxDcZXGFPc9uK3oNPs7URC3tIIRAhjiEcYUIpwSox0BIH HtUP9haTuVv7NtdyNvU+Svyn1HofpQBl2nihri00UQWU1xNqsDypukRdgQKSWPT+IdB+FaWjar/a 9tLIbdreSCd4JI2YNhkODgjqKsx2NpF5PlW0KfZ1KQ7UA8tTjIX0HA/Kqwu7W21Maba2+Z5czzeU oAQH+N/cn8TQBgeKdQ1bSNX0K3tdUkEep34t5Q0MZ2rjPy/L1+uav6l4kh0PULTSJnlu7y6VpEaT bGu1euSB156AE0uja3o/iyNrj7IBLp852rdRrujIyBIvXAODgj0qKLWLbxBZTXC6E1ytncSRMLjy wVKgHcuT0IIINAC2/i83l3HZWemS3FywlLhZFCJsKZ+Y4yP3i8ge1Pu/E89tFqsyaU0sWk/8fBE6 gnEayNtB64Dd8ZxTfCuq2uu6fZ6rYaL9ltZY3EMjFAyruwwwORkrn8BWhqk1jptpLNdWitbXMgS6 YICMMAm5x3H3QevHsKAM2+8TXFtAy3WnzWjSWU13E8cqOcRgMynIIBww9RVo+IJW1CHT7XTpLiaS yW7LGVUVQTgAn147CtOWztbgL5tvDKAjRjcgPyMBuH0IAyO+KcttAkomSGNZAgjDhQDtHIXPp7UA YA8ZRSWNjdQ2TH7ZG0hR5lUxhTg5AyTyMZAxRb+JG1OXw9cWgMVtqTzCSORQW+RGPXt8y1sPo+mu kaNYWxWIERjyh8gPJA9KdBpen2vli3sreERMWjCRhdhIwSMdMigB94btbdjZJC838Imcqv5gE1n+ Fr+91LQ0uNRMJuhPNHJ5IITKSsnGecYWtfFMggit4/LhjSNdxbai4GSck/iST+NAElFFFABRRRQA UUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFJS0UAUtU0yPVLZYnkeKSKQSwyxn5o3HRh+Z47g mobrQrbU44P7UAuZIoZImIBVWDgBvlz3wPpWnRQBi2XhPSbCyitIY5SkVyt1veVmd5F6FmPJ/GrK aHYxa9Lrio4vZbcW7tvOCgOQMdOtaNFAGb/Zso8RR6klw/ki1eJ4S7EFiyEMBnAwFI/GptP02PT/ ALSyu8kl1O00rt1LHAA+gAAH0q5RQAUUUUAFFFFABRRRQAUUUUAFeZV6bXmVAHpMP+oj/wB0fyqS o4f9RH/uj+VQahqlnpcBnvZTFEoLM+xmCgdSSAcD60AW6KzrbXdOu4fPgmdovLMvmGF1UqBnOSMd Kin8UaPawC4ubpoIDj97LDIiDPTLFcCgDWoqpZ6pY381xDaXMcz2zKsoQ52EjI5+nNJZavp+o3N1 b2d3FPLZuEnVDny2PY0AXKKoXOtafaXDwS3BMsa7nSONnKD32g4/Gp7G/tNStEu7G5juIJPuyRtk GgCxWONPvLPxJJf2wSW1vlVblGOGjZRhXX1GOCPxrXooA5WXwJbtaW8NvqV3avHG8E0sO0NcQsxY o3HHJOCORWxpuhwaXbXdvbuwiuZS4U/8sxsVAo9gFHWtKmvKiSJGd258hcKSOPU9vxoAy/Dugx+H PDltotvcySJbKyrKwG7li3Tp3qjJY63qHhefTblg1xdTzQyTTbQVtzIwDYXgny8Yx3IzXScUUAJG gjjVB0UACnVWsdQtNSgaeynWeJXaMunTcpwR+BFWKAFoqKe4gtYTNcTJDGvV5GCgfiakoAWikZgq ljnAGeBmmxyLLGsiZ2sMjIIP5GgB9FFJQAtFVze2y7d8yxl5PKUSfIWf0Gev4VPQAtFFFABRRRQA UUUUAFFFJQAtFZc/iTSbe+WxluXW5fdsi8iQs4XqR8vIHqKVvEWlpcJbG4fz3j81YhC5fZnG4rjI GQRzQBp0Vkt4n0WNLppb5YhZxiS4EqMhjU8AkEA4NT6jrem6Rpw1HULyO3tTtAlfOOelAF+ioftU AtRdGZBAU3+YThduM5zVFPEmjvLBH9tVGuTthMqMgkPopYAE+1AGpRRRQAUVWvtQtNMtvtN7cJBF uVAzd2Y4A+pJqxQAtFFFABRSUyaeG2heeeVIokG53dtqqPUk0ASUVFHcRSvtRi3yhwQp2kHpg9DU lAC0UlFAC0UlFAC0VHBPFcwRzwOJIpFDI69GB6Gn0ALXmVeiLf2j6g+nrOhuo4xK8QPzKhOAT+Ir zugD0mH/AFEf+6P5Vj+LNGutf0mPTbeWOKKa4jN3vJ+aEHLKMdzgD868zT/Vr9BTqAPSvEulXuqa PHpunSR26NNEJmZiuIVYFguB1IGO1Utb8KzX+oaS1rO5s7e433tvcXMjpNHjgbGJB59a4KigDs7f whqUGlLo0N4lpa3Msk1/c27ETyFmOETjCjGBn0GAKn0jwjPoXiea7spk/s64sVgZDhXWRWyGwqgH gnnrzXC0UAdx4d0bxF4d0J9MjWwuLjzZHF9LK/73cch5F25LdsZ6Ac1pXekamPCtxp+nX8NvqUqH F4sAjXeTy21emeeeT35rzWigDtrLw3rMNtY2wumgS0y+97nzSZNhAPCKWGTkhj2qjcaX4ksPDFto y2i3l3c3KLcXy3UjkjdlpDkDbwOmcDpXL0UAd1BpXiW2k1qRTaPcahKfs8r3LmOCMLtUbNvUdTg8 mq954Q1e/iv/ALRqRE39nxWtk6TOu11ALSNjoSwHTPFcbRQB3VxoniF9MMqXFq2q3jKt6WkcxpCM grCP4T7kdSfaoV8Pa+lxqF1Fc4mk08WlmJbolYWycsQqKO4wcE8da4uikB19v4R1rS9Rhawvg9jb WS29rD5vliN8fOzgowcsec8EVbs/CuoWr6Nbf2hJJZWUklxc752Z5ZD91enKAknn24rhaKAOul8J azcXivePBcW0+pm9uYPPbbsXiJFBGMA/MenNbXirSdT1eztodPuhEiXCSXMXmNH9ojHVN6glc15v RTA7nU/Duq6pFMP9GsnuZIopGguJSy2ykFh6FzjHAHHc0a34W1C9tJ2sLlbe4ubtJJ185wHt1wPK VhymQASQOpNcNRSA7vW9H1zU9Lmt7OG1sZDGsMbLdyb1jJzJyFxkgADg455qW8sPEtzIGtWtLSOG zlihjM7uXlYAKzHaOFxnuea8/opgdvaeF7621XRPOMdzYaTbkKXlJka4bgyEEc4Gcc55rrhXjVFA Hs1FeM0UAezUV4zRQB7NRXjNFAHs1Ia8aooA9JsdEuE8X6jrl5JHIJIY7eyVc5ijHL59yx7dgKlX RvtGsXd/eqQzBYoHgndGEQGcNtI/jLHv1FeY0UAdR/wg2qzX8q3VzFPZTap9pfzZnkla3QZjiyR0 38kE4rRm8JXutS3F5rd8VneJ4YLW3w0EEbDHRl+Zz3bA9BXDUUAdbL4R1ubwpoWny3NtLc6TMjzR SOxhu0XorHGemOoPIroJLXV9RvoDdrZW9jE29odvnvKw6csAFA9QCfpXmVFAHoev6RqmoavaXNq7 RQ2qMUeG7MT+YeDuQqyOuPUZFUI9A8SDUtPvLy6gvYbZZWktUlaEGVnJWQkDDYUgYIAzkiuLooA7 ifwzqOrazaz6olmtjFO11LBDJIxeQALGDu4OBk5GBnt3qHV/Cutahealcx33lrdXEASGO5dB5Ef3 hnBwzH2IwMVxtFIDt5fC2pahdGW6vZYoxB9nSOO56IT8xO1FBI7fzq6+gXU3iN755glnb2fkWUCy N8rnq7DoccAde9ed0UAdpH4d1+0t9MsYrqOazsrcF384id7jnLbmVht5OBjNQt4U1mTRI9NuHS5W fUmur/zbksZYt24Rr8uMcKCMAcH1rkaKYHb3PhzVm8VJq6SpNZ8lrD7Q8ahwAqPkAg/KB8p4BJNb Wl6fcRXV1fXsUEdzcsBiCSRlCDoDuOM+4Ary6ikB2EvhvX5Ly4uPPjiM9yssy/aHmhZFPG1CoZWx 2DYpU0vWdU8U3s0LzWuhXax/aEuA6yOy5ysak5QMCMtx04rjqKAPQI9D1aOTWr4zxNe3f7uyQysY oIwuFHsSck4FVvEHhfVr6eMaRdx2cNrZSQW26aTPmPhSzY64XOO+TXEUUAdjN4U1i80/S7GO4i0i PS41MUltM8jySKuFByFGzPJByTjtRB4V1ubTtNsbu8WBrW6W5u7yK5d5bphkkDIG0MeoPAHAFcdR QB6T4e0W40+71PUL9o3vNQuS5KMWCRjhEBIB4H6muOrHrmaAP//Z ------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0038.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Module No.3
Application of the Triac:<= span style=3D'font-family:"Arial Unicode MS";mso-ascii-font-family:"Times New R= oman"; mso-fareast-font-family:"Arial Unicode MS";mso-bidi-font-family:"Arial Uni= code MS"; mso-hansi-font-family:"Times New Roman";display:none'> <= /nobr>
1. = TRIACs are usually seen in simple, low-power applications. They are used in house= hold dimmer switches.
A simple lamp dimmer circuit with complete the phase-shifting resistor-capacitor network, which is necessary for after-pe= ak firing.
------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0038_image029.jpg Content-Transfer-Encoding: base64 Content-Type: image/jpeg /9j/4AAQSkZJRgABAgEASABIAAD/4QnCRXhpZgAATU0AKgAAAAgABwESAAMAAAABAAEAAAEaAAUA AAABAAAAYgEbAAUAAAABAAAAagEoAAMAAAABAAIAAAExAAIAAAAUAAAAcgEyAAIAAAAUAAAAhodp AAQAAAABAAAAnAAAAMgAAABIAAAAAQAAAEgAAAABQWRvYmUgUGhvdG9zaG9wIDcuMAAyMDA2OjA2 OjA1IDAyOjQxOjM3AAAAAAOgAQADAAAAAQABAACgAgAEAAAAAQAAAXWgAwAEAAAAAQAAAI8AAAAA AAAABgEDAAMAAAABAAYAAAEaAAUAAAABAAABFgEbAAUAAAABAAABHgEoAAMAAAABAAIAAAIBAAQA AAABAAABJgICAAQAAAABAAAIlAAAAAAAAABIAAAAAQAAAEgAAAAB/9j/4AAQSkZJRgABAgEASABI AAD/7QAMQWRvYmVfQ00AAf/uAA5BZG9iZQBkgAAAAAH/2wCEAAwICAgJCAwJCQwRCwoLERUPDAwP FRgTExUTExgRDAwMDAwMEQwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwBDQsLDQ4NEA4OEBQO Dg4UFA4ODg4UEQwMDAwMEREMDAwMDAwRDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDP/AABEI ADEAgAMBIgACEQEDEQH/3QAEAAj/xAE/AAABBQEBAQEBAQAAAAAAAAADAAECBAUGBwgJCgsBAAEF AQEBAQEBAAAAAAAAAAEAAgMEBQYHCAkKCxAAAQQBAwIEAgUHBggFAwwzAQACEQMEIRIxBUFRYRMi cYEyBhSRobFCIyQVUsFiMzRygtFDByWSU/Dh8WNzNRaisoMmRJNUZEXCo3Q2F9JV4mXys4TD03Xj 80YnlKSFtJXE1OT0pbXF1eX1VmZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3EQACAgECBAQDBAUGBwcG BTUBAAIRAyExEgRBUWFxIhMFMoGRFKGxQiPBUtHwMyRi4XKCkkNTFWNzNPElBhaisoMHJjXC0kST VKMXZEVVNnRl4vKzhMPTdePzRpSkhbSVxNTk9KW1xdXl9VZmdoaWprbG1ub2JzdHV2d3h5ent8f/ 2gAMAwEAAhEDEQA/APVUkkklKSSVfIzaMZ7K7N5fYHOa2uuyww0tDifQZZt/nGfSSU2ElT/amN+5 kf8AsNkf+kUx6tiggbMnX/urkf8ApBJTkHrvV6an0sw8jJza8y9tgfj2Mr+zevd9lNWU1jKLP1P7 P6fo/af+7H59iHmde6/iXY7bqK66sq9lAt+z3PLN+P8Aat3o1Wmy9zb2vxfZsVnLyz1DOdjtqy7s agVg41Vb8ffY/db62RkXuxN2LTUxjfQZZ+ksst9SvI/Rsrr4t+f0m7FGbQ+qy94rzWY4fbhvc8PL Lem17snIx3UPqra+nZissquus9G306/SSnf6ddkX9Pxr8qv0cm2pj7qYI2Pc0Osrh37j/arCpftb FmNmTJ/7q5Eff6Cf9qY37mR/7DZH/pFJTcSWbd1/CpyMfHdXlF2UXtrIxr9oLG+q7f8Aov3fooru r4bGl1gurYPpPfj3MY0fv2WPpayutv59j/0df56Sm6mkSWzqNSO8Fc3kfWx/pNrx6q2ZL3l1rrnk Mx8JxAo6xktLanOqc27Gf9k9Sj/tTX9or+xZdtM/q0/G6d03031Z/q2WPsfflV2333Ncf1bIyL6q G/pHYn2dvovb6uJ/RLf5hJT0SSp/tTG/cyP/AGGv/wDSKsUX15FQtqJLHTEgtMg7XNcx4a9jmuH0 XJKf/9D1VJQsurrB3OALWl5BIB2t+k73R7VyD8X60bAMr7Va21z8n08bKqqfXfkNb9nxfWfYz9T6 VdXkMfV+tU3/AGnE/Q53o301pT2Sqvn9qU6aehbr578dB6p1L7J0nIzKH1OtqodbWXHdWIH87Zs2 u+z1u91z2f4NZj8XEpy/T6iX1ZOR+iws4Wu+1vcXtZd/Nucytj7n15VWNT+q/Zv5/FprosqSU9Gk qfSMm3K6dVbdrb7mPeBAea3Opdexv5rL/T9av+Q9XElNLJwLnZjM7Eu9G8M9K1jwX1WVgl7GvrD6 9ltT3P8ASvZ/pLfZao14OVdlU5efax5xwTRj1NIYyx4Nb7nPsc591janPpp9tGyu2/8AR+/9HfSS UpJJJJTVyyftOEPG13/nq5FyaRfj20kMcLWOYW2t3sO4bYtqlnq1/v17veuA+sv166hiZnVaenOx ci/oBpu2vY8h7bd2Lm/zN308OzMw6/pV/wDald5045zsDHd1EMbmuracllUhjbCJsZXLrPYx3s+m kpFjdJw6Mayixjck5DdmXbc1rnXghwcMj27H1+97GUbfQpp/QUVV0fo1dSWbn4OHndRx68yll7GU 2ua14kA7sf3AH85JTpKp0wg4pgg/pr9Rr/hrUAfVzoQIIwKJGo9gT9AwcPA6a3Fwqm0Y9dt+ytsw P01v725JT//R9A6j9XMPqGdTn222130Oqez0y0NJoNllLbGuY71GNsve/a9Uv+Y/STW2p9lz662F lbHekQ0OblNJb+g+lv6hdcz/AEdjKfT/AEX6OzokklOSz6tdOGf9vt3XXEFrg8M2EOFzX/oWsbX7 25Vu/wD0n+E/wnqN+znsuq6ezMvGKa3va2Wmxoa6uv0q8pzPtDWelc+r1PU+1/6PK3rXVDNflUZt N9OJZlt9KxjhU6ppaXOpczd9ptx/pbH/AEElNyqquiplNLQyqpoZWxuga1o2ta3+q1TWd+08/wD8 qMr/AD8X/wB7Ev2nn/8AlRlf5+L/AO9iSnRSWd+08/8A8qMr/Pxf/exL9p5//lRlf5+L/wC9iSnR SWd+08//AMqMr/Pxf/exL9p5/wD5UZX+fi/+9iSmvl9B6F9qxp6biE322C4+hX791dz3+p7Pfvf7 no+N0m7Cobi4WW6nFqkU0ljHbG/m1NeRu2M/M3+9V8nP6o/Kw3M6NlGtlj3Wv9XFBaPTexkM+1H1 N77P3lZ/aef/AOVGV/n4v/vYkpJ9k6j/ANzj/wBtMUqMO9mQMi/IN7msNbG7GtADi17z7Bud/NsQ f2nn/wDlRlf5+L/72JftPP8A/KjK/wA/F/8AexJSbOxMjIdWach1AZO7bOsxHDm/RhUumYOSNlv2 l/pstt3VFznBxFljXy5zv8I/9Ij/ALTz/wDyoyv8/F/97EfprLWYjfWrNVj3WWGtxBLfUe+0Mc6s vr3ta/3bHoUp/9L1VJfKqSSn6qSXyqkkp+qkl8qpJKfqpJfKqSSn6qSXyqkkp+qkl8qpJKfqpJfK qSSn6qSXyqkkp//Z/+0OblBob3Rvc2hvcCAzLjAAOEJJTQQlAAAAAAAQAAAAAAAAAAAAAAAAAAAA ADhCSU0D7QAAAAAAEABIAAAAAQABAEgAAAABAAE4QklNBCYAAAAAAA4AAAAAAAAAAAAAP4AAADhC SU0EDQAAAAAABAAAAHg4QklNBBkAAAAAAAQAAAAeOEJJTQPzAAAAAAAJAAAAAAAAAAABADhCSU0E CgAAAAAAAQAAOEJJTScQAAAAAAAKAAEAAAAAAAAAAThCSU0D9QAAAAAASAAvZmYAAQBsZmYABgAA AAAAAQAvZmYAAQChmZoABgAAAAAAAQAyAAAAAQBaAAAABgAAAAAAAQA1AAAAAQAtAAAABgAAAAAA AThCSU0D+AAAAAAAcAAA/////////////////////////////wPoAAAAAP////////////////// //////////8D6AAAAAD/////////////////////////////A+gAAAAA//////////////////// /////////wPoAAA4QklNBAAAAAAAAAIAAThCSU0EAgAAAAAABAAAAAA4QklNBAgAAAAAABAAAAAB AAACQAAAAkAAAAAAOEJJTQQeAAAAAAAEAAAAADhCSU0EGgAAAAADSQAAAAYAAAAAAAAAAAAAAI8A AAF1AAAACgBVAG4AdABpAHQAbABlAGQALQAxAAAAAQAAAAAAAAAAAAAAAAAAAAAAAAABAAAAAAAA AAAAAAF1AAAAjwAAAAAAAAAAAAAAAAAAAAABAAAAAAAAAAAAAAAAAAAAAAAAABAAAAABAAAAAAAA bnVsbAAAAAIAAAAGYm91bmRzT2JqYwAAAAEAAAAAAABSY3QxAAAABAAAAABUb3AgbG9uZwAAAAAA AAAATGVmdGxvbmcAAAAAAAAAAEJ0b21sb25nAAAAjwAAAABSZ2h0bG9uZwAAAXUAAAAGc2xpY2Vz VmxMcwAAAAFPYmpjAAAAAQAAAAAABXNsaWNlAAAAEgAAAAdzbGljZUlEbG9uZwAAAAAAAAAHZ3Jv dXBJRGxvbmcAAAAAAAAABm9yaWdpbmVudW0AAAAMRVNsaWNlT3JpZ2luAAAADWF1dG9HZW5lcmF0 ZWQAAAAAVHlwZWVudW0AAAAKRVNsaWNlVHlwZQAAAABJbWcgAAAABmJvdW5kc09iamMAAAABAAAA AAAAUmN0MQAAAAQAAAAAVG9wIGxvbmcAAAAAAAAAAExlZnRsb25nAAAAAAAAAABCdG9tbG9uZwAA AI8AAAAAUmdodGxvbmcAAAF1AAAAA3VybFRFWFQAAAABAAAAAAAAbnVsbFRFWFQAAAABAAAAAAAA TXNnZVRFWFQAAAABAAAAAAAGYWx0VGFnVEVYVAAAAAEAAAAAAA5jZWxsVGV4dElzSFRNTGJvb2wB AAAACGNlbGxUZXh0VEVYVAAAAAEAAAAAAAlob3J6QWxpZ25lbnVtAAAAD0VTbGljZUhvcnpBbGln bgAAAAdkZWZhdWx0AAAACXZlcnRBbGlnbmVudW0AAAAPRVNsaWNlVmVydEFsaWduAAAAB2RlZmF1 bHQAAAALYmdDb2xvclR5cGVlbnVtAAAAEUVTbGljZUJHQ29sb3JUeXBlAAAAAE5vbmUAAAAJdG9w T3V0c2V0bG9uZwAAAAAAAAAKbGVmdE91dHNldGxvbmcAAAAAAAAADGJvdHRvbU91dHNldGxvbmcA AAAAAAAAC3JpZ2h0T3V0c2V0bG9uZwAAAAAAOEJJTQQUAAAAAAAEAAAAAjhCSU0EDAAAAAAIsAAA AAEAAACAAAAAMQAAAYAAAEmAAAAIlAAYAAH/2P/gABBKRklGAAECAQBIAEgAAP/tAAxBZG9iZV9D TQAB/+4ADkFkb2JlAGSAAAAAAf/bAIQADAgICAkIDAkJDBELCgsRFQ8MDA8VGBMTFRMTGBEMDAwM DAwRDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAENCwsNDg0QDg4QFA4ODhQUDg4ODhQRDAwM DAwREQwMDAwMDBEMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwM/8AAEQgAMQCAAwEiAAIRAQMR Af/dAAQACP/EAT8AAAEFAQEBAQEBAAAAAAAAAAMAAQIEBQYHCAkKCwEAAQUBAQEBAQEAAAAAAAAA AQACAwQFBgcICQoLEAABBAEDAgQCBQcGCAUDDDMBAAIRAwQhEjEFQVFhEyJxgTIGFJGhsUIjJBVS wWIzNHKC0UMHJZJT8OHxY3M1FqKygyZEk1RkRcKjdDYX0lXiZfKzhMPTdePzRieUpIW0lcTU5PSl tcXV5fVWZnaGlqa2xtbm9jdHV2d3h5ent8fX5/cRAAICAQIEBAMEBQYHBwYFNQEAAhEDITESBEFR YXEiEwUygZEUobFCI8FS0fAzJGLhcoKSQ1MVY3M08SUGFqKygwcmNcLSRJNUoxdkRVU2dGXi8rOE w9N14/NGlKSFtJXE1OT0pbXF1eX1VmZ2hpamtsbW5vYnN0dXZ3eHl6e3x//aAAwDAQACEQMRAD8A 9VSSSSUpJJV8jNoxnsrs3l9gc5ra67LDDS0OJ9Blm3+cZ9JJTYSVP9qY37mR/wCw2R/6RTHq2KCB sydf+6uR/wCkElOQeu9XpqfSzDyMnNrzL22B+PYyv7N6932U1ZTWMos/U/s/p+j9p/7sfn2IeZ17 r+Jdjtuorrqyr2UC37Pc8s34/wBq3ejVabL3Nva/F9mxWcvLPUM52O2rLuxqBWDjVVvx99j91vrZ GRe7E3YtNTGN9Bln6Syy31K8j9Gyuvi35/SbsUZtD6rL3ivNZjh9uG9zw8st6bXuycjHdQ+qtr6d mKyyq66z0bfTr9JKd/p12Rf0/Gvyq/RybamPupgjY9zQ6yuHfuP9qsKl+1sWY2ZMn/urkR9/oJ/2 pjfuZH/sNkf+kUlNxJZt3X8KnIx8d1eUXZRe2sjGv2gsb6rt/wCi/d+iiu6vhsaXWC6tg+k9+Pcx jR+/ZY+lrK62/n2P/R1/npKbqaRJbOo1I7wVzeR9bH+k2vHqrZkveXWuueQzHwnECjrGS0tqc6pz bsZ/2T1KP+1Nf2iv7Fl20z+rT8bp3TfTfVn+rZY+x9+VXbffc1x/VsjIvqob+kdifZ2+i9vq4n9E t/mElPRJKn+1Mb9zI/8AYa//ANIqxRfXkVC2oksdMSC0yDtc1zHhr2Oa4fRckp//0PVUlCy6usHc 4AtaXkEgHa36TvdHtXIPxfrRsAyvtVrbXPyfTxsqqp9d+Q1v2fF9Z9jP1PpV1eQx9X61Tf8AacT9 DnejfTWlPZKq+f2pTpp6Fuvnvx0HqnUvsnScjMofU62qh1tZcd1Ygfztmza77PW73XPZ/g1mPxcS nL9PqJfVk5H6LCzha77W9xe1l3825zK2PufXlVY1P6r9m/n8WmuiypJT0aSp9Iybcrp1Vt2tvuY9 4EB5rc6l17G/msv9P1q/5D1cSU0snAudmMzsS70bwz0rWPBfVZWCXsa+sPr2W1Pc/wBK9n+kt9lq jXg5V2VTl59rHnHBNGPU0hjLHg1vuc+xzn3WNqc+mn20bK7b/wBH7/0d9JJSkkkklNXLJ+04Q8bX f+erkXJpF+PbSQxwtY5hba3ew7hti2qWerX+/Xu964D6y/XrqGJmdVp6c7FyL+gGm7a9jyHtt3Yu b/M3fTw7MzDr+lX/ANqV3nTjnOwMd3UQxua6tpyWVSGNsImxlcus9jHez6aSkWN0nDoxrKLGNyTk N2ZdtzWudeCHBwyPbsfX73sZRt9Cmn9BRVXR+jV1JZufg4ed1HHrzKWXsZTa5rXiQDux/cAfzklO kqnTCDimCD+mv1Gv+GtQB9XOhAgjAokaj2BP0DBw8DprcXCqbRj1237K2zA/TW/vbklP/9H0DqP1 cw+oZ1OfbbbXfQ6p7PTLQ0mg2WUtsa5jvUY2y979r1S/5j9JNban2XPrrYWVsd6RDQ5uU0lv6D6W /qF1zP8AR2Mp9P8ARfo7OiSSU5LPq104Z/2+3ddcQWuDwzYQ4XNf+haxtfvblW7/APSf4T/Ceo37 Oey6rp7My8Ypre9rZabGhrq6/SrynM+0NZ6Vz6vU9T7X/o8retdUM1+VRm0304lmW30rGOFTqmlp c6lzN32m3H+lsf8AQSU3Kqq6KmU0tDKqmhlbG6BrWja1rf6rVNZ37Tz/APyoyv8APxf/AHsS/aef /wCVGV/n4v8A72JKdFJZ37Tz/wDyoyv8/F/97Ev2nn/+VGV/n4v/AL2JKdFJZ37Tz/8Ayoyv8/F/ 97Ev2nn/APlRlf5+L/72JKa+X0HoX2rGnpuITfbYLj6Ffv3V3Pf6ns9+9/uej43SbsKhuLhZbqcW qRTSWMdsb+bU15G7Yz8zf71Xyc/qj8rDczo2Ua2WPda/1cUFo9N7GQz7UfU3vs/eVn9p5/8A5UZX +fi/+9iSkn2TqP8A3OP/AG0xSow72ZAyL8g3uaw1sbsa0AOLXvPsG5382xB/aef/AOVGV/n4v/vY l+08/wD8qMr/AD8X/wB7ElJs7EyMh1ZpyHUBk7ts6zEcOb9GFS6Zg5I2W/aX+my23dUXOcHEWWNf LnO/wj/0iP8AtPP/APKjK/z8X/3sR+mstZiN9as1WPdZYa3EEt9R77Qxzqy+ve1r/dsehSn/0vVU l8qpJKfqpJfKqSSn6qSXyqkkp+qkl8qpJKfqpJfKqSSn6qSXyqkkp+qkl8qpJKfqpJfKqSSn/9k4 QklNBCEAAAAAAFUAAAABAQAAAA8AQQBkAG8AYgBlACAAUABoAG8AdABvAHMAaABvAHAAAAATAEEA ZABvAGIAZQAgAFAAaABvAHQAbwBzAGgAbwBwACAANwAuADAAAAABADhCSU0EBgAAAAAABwACAAAA AQEA/+ESSGh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC8APD94cGFja2V0IGJlZ2luPSfvu78n IGlkPSdXNU0wTXBDZWhpSHpyZVN6TlRjemtjOWQnPz4KPD9hZG9iZS14YXAtZmlsdGVycyBlc2M9 IkNSIj8+Cjx4OnhhcG1ldGEgeG1sbnM6eD0nYWRvYmU6bnM6bWV0YS8nIHg6eGFwdGs9J1hNUCB0 b29sa2l0IDIuOC4yLTMzLCBmcmFtZXdvcmsgMS41Jz4KPHJkZjpSREYgeG1sbnM6cmRmPSdodHRw Oi8vd3d3LnczLm9yZy8xOTk5LzAyLzIyLXJkZi1zeW50YXgtbnMjJyB4bWxuczppWD0naHR0cDov L25zLmFkb2JlLmNvbS9pWC8xLjAvJz4KCiA8cmRmOkRlc2NyaXB0aW9uIGFib3V0PSd1dWlkOjky YThiM2E3LWY0MGUtMTFkYS1hOGIxLWMwMDFmZTFlOWVjNycKICB4bWxuczp4YXBNTT0naHR0cDov L25zLmFkb2JlLmNvbS94YXAvMS4wL21tLyc+CiAgPHhhcE1NOkRvY3VtZW50SUQ+YWRvYmU6ZG9j aWQ6cGhvdG9zaG9wOjkyYThiM2E1LWY0MGUtMTFkYS1hOGIxLWMwMDFmZTFlOWVjNzwveGFwTU06 RG9jdW1lbnRJRD4KIDwvcmRmOkRlc2NyaXB0aW9uPgoKPC9yZGY6UkRGPgo8L3g6eGFwbWV0YT4K ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg IAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAog ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg CiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAg ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCjw/eHBhY2tl dCBlbmQ9J3cnPz7/4gxYSUNDX1BST0ZJTEUAAQEAAAxITGlubwIQAABtbnRyUkdCIFhZWiAHzgAC AAkABgAxAABhY3NwTVNGVAAAAABJRUMgc1JHQgAAAAAAAAAAAAAAAQAA9tYAAQAAAADTLUhQICAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABFjcHJ0AAABUAAA ADNkZXNjAAABhAAAAGx3dHB0AAAB8AAAABRia3B0AAACBAAAABRyWFlaAAACGAAAABRnWFlaAAAC LAAAABRiWFlaAAACQAAAABRkbW5kAAACVAAAAHBkbWRkAAACxAAAAIh2dWVkAAADTAAAAIZ2aWV3 AAAD1AAAACRsdW1pAAAD+AAAABRtZWFzAAAEDAAAACR0ZWNoAAAEMAAAAAxyVFJDAAAEPAAACAxn VFJDAAAEPAAACAxiVFJDAAAEPAAACAx0ZXh0AAAAAENvcHlyaWdodCAoYykgMTk5OCBIZXdsZXR0 LVBhY2thcmQgQ29tcGFueQAAZGVzYwAAAAAAAAASc1JHQiBJRUM2MTk2Ni0yLjEAAAAAAAAAAAAA ABJzUkdCIElFQzYxOTY2LTIuMQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAWFlaIAAAAAAAAPNRAAEAAAABFsxYWVogAAAAAAAAAAAAAAAAAAAAAFhZWiAA AAAAAABvogAAOPUAAAOQWFlaIAAAAAAAAGKZAAC3hQAAGNpYWVogAAAAAAAAJKAAAA+EAAC2z2Rl c2MAAAAAAAAAFklFQyBodHRwOi8vd3d3LmllYy5jaAAAAAAAAAAAAAAAFklFQyBodHRwOi8vd3d3 LmllYy5jaAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABkZXNj AAAAAAAAAC5JRUMgNjE5NjYtMi4xIERlZmF1bHQgUkdCIGNvbG91ciBzcGFjZSAtIHNSR0IAAAAA AAAAAAAAAC5JRUMgNjE5NjYtMi4xIERlZmF1bHQgUkdCIGNvbG91ciBzcGFjZSAtIHNSR0IAAAAA AAAAAAAAAAAAAAAAAAAAAAAAZGVzYwAAAAAAAAAsUmVmZXJlbmNlIFZpZXdpbmcgQ29uZGl0aW9u IGluIElFQzYxOTY2LTIuMQAAAAAAAAAAAAAALFJlZmVyZW5jZSBWaWV3aW5nIENvbmRpdGlvbiBp biBJRUM2MTk2Ni0yLjEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAHZpZXcAAAAAABOk/gAUXy4A EM8UAAPtzAAEEwsAA1yeAAAAAVhZWiAAAAAAAEwJVgBQAAAAVx/nbWVhcwAAAAAAAAABAAAAAAAA AAAAAAAAAAAAAAAAAo8AAAACc2lnIAAAAABDUlQgY3VydgAAAAAAAAQAAAAABQAKAA8AFAAZAB4A IwAoAC0AMgA3ADsAQABFAEoATwBUAFkAXgBjAGgAbQByAHcAfACBAIYAiwCQAJUAmgCfAKQAqQCu ALIAtwC8AMEAxgDLANAA1QDbAOAA5QDrAPAA9gD7AQEBBwENARMBGQEfASUBKwEyATgBPgFFAUwB UgFZAWABZwFuAXUBfAGDAYsBkgGaAaEBqQGxAbkBwQHJAdEB2QHhAekB8gH6AgMCDAIUAh0CJgIv AjgCQQJLAlQCXQJnAnECegKEAo4CmAKiAqwCtgLBAssC1QLgAusC9QMAAwsDFgMhAy0DOANDA08D WgNmA3IDfgOKA5YDogOuA7oDxwPTA+AD7AP5BAYEEwQgBC0EOwRIBFUEYwRxBH4EjASaBKgEtgTE BNME4QTwBP4FDQUcBSsFOgVJBVgFZwV3BYYFlgWmBbUFxQXVBeUF9gYGBhYGJwY3BkgGWQZqBnsG jAadBq8GwAbRBuMG9QcHBxkHKwc9B08HYQd0B4YHmQesB78H0gflB/gICwgfCDIIRghaCG4IggiW CKoIvgjSCOcI+wkQCSUJOglPCWQJeQmPCaQJugnPCeUJ+woRCicKPQpUCmoKgQqYCq4KxQrcCvML CwsiCzkLUQtpC4ALmAuwC8gL4Qv5DBIMKgxDDFwMdQyODKcMwAzZDPMNDQ0mDUANWg10DY4NqQ3D Dd4N+A4TDi4OSQ5kDn8Omw62DtIO7g8JDyUPQQ9eD3oPlg+zD88P7BAJECYQQxBhEH4QmxC5ENcQ 9RETETERTxFtEYwRqhHJEegSBxImEkUSZBKEEqMSwxLjEwMTIxNDE2MTgxOkE8UT5RQGFCcUSRRq FIsUrRTOFPAVEhU0FVYVeBWbFb0V4BYDFiYWSRZsFo8WshbWFvoXHRdBF2UXiReuF9IX9xgbGEAY ZRiKGK8Y1Rj6GSAZRRlrGZEZtxndGgQaKhpRGncanhrFGuwbFBs7G2MbihuyG9ocAhwqHFIcexyj HMwc9R0eHUcdcB2ZHcMd7B4WHkAeah6UHr4e6R8THz4faR+UH78f6iAVIEEgbCCYIMQg8CEcIUgh dSGhIc4h+yInIlUigiKvIt0jCiM4I2YjlCPCI/AkHyRNJHwkqyTaJQklOCVoJZclxyX3JicmVyaH Jrcm6CcYJ0kneierJ9woDSg/KHEooijUKQYpOClrKZ0p0CoCKjUqaCqbKs8rAis2K2krnSvRLAUs OSxuLKIs1y0MLUEtdi2rLeEuFi5MLoIuty7uLyQvWi+RL8cv/jA1MGwwpDDbMRIxSjGCMbox8jIq MmMymzLUMw0zRjN/M7gz8TQrNGU0njTYNRM1TTWHNcI1/TY3NnI2rjbpNyQ3YDecN9c4FDhQOIw4 yDkFOUI5fzm8Ofk6Njp0OrI67zstO2s7qjvoPCc8ZTykPOM9Ij1hPaE94D4gPmA+oD7gPyE/YT+i P+JAI0BkQKZA50EpQWpBrEHuQjBCckK1QvdDOkN9Q8BEA0RHRIpEzkUSRVVFmkXeRiJGZ0arRvBH NUd7R8BIBUhLSJFI10kdSWNJqUnwSjdKfUrESwxLU0uaS+JMKkxyTLpNAk1KTZNN3E4lTm5Ot08A T0lPk0/dUCdQcVC7UQZRUFGbUeZSMVJ8UsdTE1NfU6pT9lRCVI9U21UoVXVVwlYPVlxWqVb3V0RX klfgWC9YfVjLWRpZaVm4WgdaVlqmWvVbRVuVW+VcNVyGXNZdJ114XcleGl5sXr1fD19hX7NgBWBX YKpg/GFPYaJh9WJJYpxi8GNDY5dj62RAZJRk6WU9ZZJl52Y9ZpJm6Gc9Z5Nn6Wg/aJZo7GlDaZpp 8WpIap9q92tPa6dr/2xXbK9tCG1gbbluEm5rbsRvHm94b9FwK3CGcOBxOnGVcfByS3KmcwFzXXO4 dBR0cHTMdSh1hXXhdj52m3b4d1Z3s3gReG54zHkqeYl553pGeqV7BHtje8J8IXyBfOF9QX2hfgF+ Yn7CfyN/hH/lgEeAqIEKgWuBzYIwgpKC9INXg7qEHYSAhOOFR4Wrhg6GcobXhzuHn4gEiGmIzokz iZmJ/opkisqLMIuWi/yMY4zKjTGNmI3/jmaOzo82j56QBpBukNaRP5GokhGSepLjk02TtpQglIqU 9JVflcmWNJaflwqXdZfgmEyYuJkkmZCZ/JpomtWbQpuvnByciZz3nWSd0p5Anq6fHZ+Ln/qgaaDY oUehtqImopajBqN2o+akVqTHpTilqaYapoum/adup+CoUqjEqTepqaocqo+rAqt1q+msXKzQrUSt uK4trqGvFq+LsACwdbDqsWCx1rJLssKzOLOutCW0nLUTtYq2AbZ5tvC3aLfguFm40blKucK6O7q1 uy67p7whvJu9Fb2Pvgq+hL7/v3q/9cBwwOzBZ8Hjwl/C28NYw9TEUcTOxUvFyMZGxsPHQce/yD3I vMk6ybnKOMq3yzbLtsw1zLXNNc21zjbOts83z7jQOdC60TzRvtI/0sHTRNPG1EnUy9VO1dHWVdbY 11zX4Nhk2OjZbNnx2nba+9uA3AXcit0Q3ZbeHN6i3ynfr+A24L3hROHM4lPi2+Nj4+vkc+T85YTm DeaW5x/nqegy6LzpRunQ6lvq5etw6/vshu0R7ZzuKO6070DvzPBY8OXxcvH/8ozzGfOn9DT0wvVQ 9d72bfb794r4Gfio+Tj5x/pX+uf7d/wH/Jj9Kf26/kv+3P9t////7gAOQWRvYmUAZIAAAAAB/9sA hAAIBgYGBgYIBgYIDAgHCAwOCggICg4QDQ0ODQ0QEQwMDAwMDBEMDAwMDAwMDAwMDAwMDAwMDAwM DAwMDAwMDAwMAQkICAkKCQsJCQsOCw0LDhEODg4OEREMDAwMDBERDAwMDAwMEQwMDAwMDAwMDAwM DAwMDAwMDAwMDAwMDAwMDAz/wAARCACPAXUDASIAAhEBAxEB/90ABAAY/8QBogAAAAcBAQEBAQAA AAAAAAAABAUDAgYBAAcICQoLAQACAgMBAQEBAQAAAAAAAAABAAIDBAUGBwgJCgsQAAIBAwMCBAIG BwMEAgYCcwECAxEEAAUhEjFBUQYTYSJxgRQykaEHFbFCI8FS0eEzFmLwJHKC8SVDNFOSorJjc8I1 RCeTo7M2F1RkdMPS4ggmgwkKGBmElEVGpLRW01UoGvLj88TU5PRldYWVpbXF1eX1ZnaGlqa2xtbm 9jdHV2d3h5ent8fX5/c4SFhoeIiYqLjI2Oj4KTlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+hEA AgIBAgMFBQQFBgQIAwNtAQACEQMEIRIxQQVRE2EiBnGBkTKhsfAUwdHhI0IVUmJy8TMkNEOCFpJT JaJjssIHc9I14kSDF1STCAkKGBkmNkUaJ2R0VTfyo7PDKCnT4/OElKS0xNTk9GV1hZWltcXV5fVG VmZ2hpamtsbW5vZHV2d3h5ent8fX5/c4SFhoeIiYqLjI2Oj4OUlZaXmJmam5ydnp+So6Slpqeoqa qrrK2ur6/9oADAMBAAIRAxEAPwDv+bNmxV2bNmxV2bNmxV2bNmxV2bNmxV2bNmxV2bNmxV2bNmxV 2A9W1KDRtKvtXuld7fT7eW7mSMAuUhRpXCBiq8+K/DyZcGZH/Pf/ACg/mX/tlX3/AFDSYqmmk6lB rOlWOr2qulvqFvFdwpIAHCTIsqBwpZefFvi4s2DMj/kT/lB/LX/bKsf+oaPOeeadYiK+bp7PU9e1 PU9P9Y282lm4tbDTGt4uaW83CaO1ufTdGe7kkjmZ4/h9Pn9oEq9jzZyi81PWda1P8qo31O5tBrtj d3GrC0kaFZ2FhBcMHSMqv2mk9NvtW/qepBwfFNF0m81Tzh5x8s3GuaqNK0UWh02Nb64WaOTUbcTP I12si3M627Rf6PDcyzQ/H8aPhV6nmzhHkDWPMnnPWvL9pqutXYtJPL013fxQSvAZ2g1O4so2MkJj kjl4JB6k8TpM/p/b/ePkz8r3Gr6J59v/ACXdapNrGnSab+l7SW7b1Zrci6Np9WM5+OT93wLery+N Of7cnJ37ver0TNmzYq7NmzYq7NmzYq7NmzYq7NmzYq7NmzYq7NmzYq7NmzYq7NmzYq7NmzYq7Nmz Yq7NmzYq/wD/0O/5s2bFXZs2bFXZs2bFXZs2bFXZs2bFXZs2bFXZs2bFXZs2bFXYD1bTYNZ0q+0i 6Z0t9Qt5bSZ4yA4SZGicoWDLz4t8PJWwZmxV53B+UkFrBFa2vnDzRDbwoscMMepBEREHFERFhCqi qOKquGk35d6bINYt4dT1C107XZ5rrU9NgkhWGSa4UJOwkaBrtBLx+ONbn0m+zw9P4MlF9fWmmWc+ oX8ywWlsjSzzPsqooqzHIfbnzV51Ed568/lfy84L20cPD9KXSsP3csrSJLFYxGvJYkWS4/nePG1T C08i6baTeWJzd3c8vlOK4t9NaVoRziuIhbcbgRQxh/RhREiaP0m+H996z4Yad5bsdM13WvMMEkrX eu/VfrcblTEv1OIwReiqqrryRv3nN5Pi/kwk/wAA6IkiB9Y1f9JsS0d42q3IuWXqyKnqCH09vsiD E5oPN/k4NeWt1P5r0RByubK59MapCq7vJaToIYr3bk31WZI5fhRYZsVYtpv5bnR/P+m6fpVxqdpp ek6A4tNZQRM31mXUJpXt5JZLd7KRjFdS/uGg5enwk/Z55PvLfkvSPLE95fWrz3eo35rd6jeyetO4 qX4AgIkaGRnlZIo0+Nv8iPgb6ZqVlrGn22qabMs9ndxrLBKvQqwr/sWH2WU/EjfDgvBQV2bNmwq7 NmzYq7NmzYq7NmzYq7NmzYq7NmzYq7Nmwg866zLoHljUdWt7y2sZ7eItDNeo0kRf9mPhG0bs8n2I +PP4/wDdUn2MVTHV9Z0vQbJ9R1e6S0tUIUyPXdm+yiKtXkkb9mONWdsE20xubeK4MTwGVA/ozALI nIV4uoLcXH7S1zgX5Z6P5l88edLrzB+YDXEr+XzGYbG7QwiO6lHqQ0tqIsSxRj1uPp/E/ou2egsV dmzZsVdmzZsVdmzZsVdmzZsVf//R7/mzZsVdmzZsVdmzZsVdmzZsVdmzZsVdmznfl7y8vmFdXv7/ AFfWFlXWNTt0S31O7hiWKG7ljiRIo5VRFRFVVVVw5/wFYf8AV413/uMX3/VbBfkrK82RT/AVh/1e Nd/7jF9/1Wzf4CsP+rxrv/cYvv8AqtjfkrK82RT/AAFYf9XjXf8AuMX3/VbKbyBYsCBrWuqfEave 1/GU435KyzNkQH5e2YIJ17XyB2Or3dD9z4p/gKw/6vGu/wDcYvv+q2FVDzTCNd8y6F5Vlctp5SfV 9WtgaepHaPClpHL/ADwvdy83i/b9DDTWfOnljQGMOo6lELyoVdPhPr3bMw+FUtYec55f8Y+OQm98 j6VF5/0u21C51K9sNS065RFuNQu5GM9pLFL6UkhlEnoNHM0no8+HqxfZ/vMnmjeVPLXl5jJomlW1 lMylHniiUTMhIYo8xBldeSq3FnwDqry3XPLXmXzN5gbzjZ+X2j0/1LKZ7K+e3h1aT6kxZTYuySHT kfinrQy3Ecs//FfPOh2H5g+VbyX6ndXo0nUVIWTTdVpZ3KsSVVQkxVZeVPhaB5UyT4A1bRNH123F rrNhBfwKeSR3MayBW6ck5A8G/wApcPcrG/L8S6B5z1jy3b/Dpt9bx63Y2+wWGWSV4L+OMdfTeQQT 8fsRvK/8+TPOVweRdF/5WFNp+lPf6fYWGkK8y2V9dQiOW7uT6cKMsvKKJo7R39CPjD9j4fgyU/4C sP8Aq8a7/wBxi+/6rYLPcrK82RF/y+smNRrmvp7Lq95/xtI2WnkCxUUOt68/u2r3n/Gsq4VZbmyK f4CsP+rxrv8A3GL7/qtm/wABWH/V413/ALjF9/1WwX5KyvNkU/wFYf8AV413/uMX3/VbN/gKw/6v Gu/9xi+/6rY35KyDUtT07R7R7/VbuKytI6c57h1jQE9ByYj4m/ZX9rFbS8tNQto7ywuI7q1mHKK4 gdZI3FaVR0LK30Zyz8zPyzs7vyfqF1Fq+ptJpccmpIl9e3F7E/1aKRmT0riVlR3QsqzL8af6nPDD yb+V1npHluxtZtZ1UzMnrS/U7+5s4A0v7zjHbwShF48uPL7Un95/kY2r0nNkUPkGwP8A0uddH/b3 vf8Aqrm/wFYf9XjXf+4xff8AVbG/JWV5AbjzpfR/mAmmIgPluJk0i6u9iBq1yhu4EqKsQsUaWzfy T3PF8BeYZZ/yzubbzBDd6lqekXEU9nd2d5dT3pW5KetYPCJncxmaWJrV2/4uTH3+i2uh/lVexeY7 sW19LE+p31832l1SWQXaMn2uTR3npwx8PidUxs9Oipv+Z/mxvJ/lK61C3kWLULgi009n3CzS1/eU 3r6MSyTfZb4kwn8mWt759ez89+axGEtmYaJoMZLQ2k0LGGa8uQ4HqX3qo/oK/wDvHH8X+9H9wR/l 9Pqv5meZJPN3mq0WK18u0tNK01lb0477Zrm4YOFrcRcU+0v7lpIvsyQK+DfME1/5d1nV/J+mI4/x u6z6NMBVILm4YW+sux60hg43/wAPL43/AMvE9FTjyd5xudY8zana3MIi0zVOd75buKBfrEFm4sLp jsrl2aOK4jV/j+ryfyZ0DI9e+S9EvbHSrCk9quiqE02eznktp4l9P0GVZoGR+Mkfwyfz4F/wFYf9 XjXf+4xff9Vsd/erK82RQeQbDf8A3M66a/8Aa3vdv+Sub/AVh/1eNd/7jF9/1WxvyVlebIp/gKw/ 6vGu/wDcYvv+q2b/AAFYf9XjXf8AuMX3/VbG/JWV5sjP5eXVze+R9Bu7yaS4uZrOJ5p5mLyOxG7O 7kszf62SbCFdmzZsVf/S7/mzZsVdmzZsVdmzZsVdmzZsVdmzZsVYp5C/3g1j/tu6x/1HTZK8h/5e f7x6/wD+BBq//UW+TDEK7NmzYq7NmzYq7NmzYqkHmzy/JrthHJYSi11rTZBd6Pe0/urhRTg/81vc JWG4j+y8b/5K4n5b832mtsdNvYm0vzDbopvtHuqJMpp8UkG7Lc2xP93PEz/B9vg3w5I8Ktb8taF5 jjjj1myS69EloZCWSSMkFT6c0ZSVKg/sPj7lTXCDzD5t0/QXjsUjk1HWrlSbLR7Qc7iWg+0wG0EA /buJuMaYX/8AKutKHGJdU1lbFTX9HjU7r0af77rz9f0/8j18OND8reX/AC4Jf0LYR2rz09eYcnmk p0Ek8peZ1X9lWfFUH5P0C40iznv9WYTeYNXcXWsXA3HqU4x20Z/5Z7SP9zAv+s/+7MkebNirs2bN irs2bNirs2bNirH/AD3/AMoP5l/7ZV9/1DSYa6X/AMcyy/4wRf8AEBhV57/5QfzL/wBsq+/6hpMN dL/45ll/xgi/4gMHVUXmzZsKpV5jutDsdHnvfMbRrplsY55TMKrzhkWWGidZJPXSP0o1+3J8OR/S NI1HzPqNv5r8127W0Ns3q+XvL0v/AB6/y318v2X1J1/uovsaen/LzzeOXXVlZ3vo/XLeO4+ryrcQ CVQ/CZK+nKnIHjIlfgf9nF8N7bKoW1na2QlW0hSETSvPNwAHOWQ8pJH/AJnY/tZU1laXFzbXk0Kv cWhc20pHxRmReEnE/wCWnwtgjNgV2bNmxV2bNmxV2bNmxVin5Z/8oB5d/wCYGH9WSvIp+Wf/ACgH l3/mBh/VkrwDkFdmzZsKv//T7/mzZsVdmzZxfVPNWuRefX80JfTR+UtL1WDyzc2XNhAzyRSC6upY w3p/6LdSJ+84+p/d/wAnDEq9ozZAPON9res+aNO8g6FfvpIuLSTVNX1K3ANwlqj+hHFATT02ln+F pV+NPh/y0kW0nyv5n8sa9ZGw1y+1zQLkSJqkGsTpPNAwXlBPbzFUf+8+B4l/Z/2HBVnObNmxV2I3 N3a2UXr3k8dvEDQySuqLX/WYgYRea9futLFlpWjJHNr+ry+jp8MoZo0RaG4u5whDehaxfE2/xv6c f7WBLL8v9EWX9JeZQvmLWHNZL/UkV0Uk/DHa2rcre1iVv7tI15/8WPj5Khfy51fR7u21e3tL+2nn k1rVZliimjd2je7ldJAqsWZHjKuj/tJk4wgv/I/k7Uo/TvdCsZBQhXFvGjrX+SWMLIn+wbCVJtS8 h6hZ2d/evqHlO+lFrbXd2wa50+eT+4inuNjcWcr/ALqKWb97A/pRySsmAX1VnObNmwq7NmzYq7Nm zYq7NmzYq7NmzYq7NmzYq7NmzYq7NmzYq7NmyP6n538raNeyadqWorBdw8fUiKSsV5KHWpRGXdWV sSQOeyu89/8AKD+Zf+2Vff8AUNJhppQA0uxAFALeIAD/AFBkA81fmV5K1Xyj5ksrHVFluHsb20RP SmXlK1u6hQWjA+03Hlg/T/zW/LyKwtYpNft1dIY1dSJNiFAI+xkSRfMKzzNkf0Lzx5U8zXUlloWp x3txEhkeOMOKKCBWrqq/tZIMkrs2bNirs2bNirsKb/zT5Y0q5az1TWrCyulAZre5uoYZAGFVJSR1 b4sNshukWlpc+efNrXEEcxVNMCmRFYgejJ05A4CeXmVTL/Hfkf8A6mXSv+k62/6qZv8AHfkf/qZd K/6Trb/qphr+i9M/5YoP+RSf0zfovTP+WKD/AJFJ/THdUq/x35H/AOpl0r/pOtv+qmAtX/M3yNpG m3GpNrlnei3UN9VsbmC4uJCSFCxQpJV2q3+qv234pki/Remf8sUH/IpP6YD1Xyv5f1rT59L1HT4Z LS5XjKioEOxDAq8fF1ZWAZWVsd1Yr+TXmPTdc8kWFpZFxcaRHHZXkcgAIdVqGWhblG/7DZ0HIJ+U GiaZpHkTSprCARzalCl5ey1LNJK6gVJatFVRxRF+Bf8AWZ8neI5K7NmzYVf/1O/5s2QHTfzF1LVd PtfMFh5cmu/L95dtaQz20zTXoRZGi+tS2EcFI4OSNz/0r1E/kxtWW6/f3Ol6JqGoWVtJeXdvBI9t awo0skkoU+lGscYZzyk4/s5zqx/K29n/AC6Pl641q9jnv7b6zdWLx2Yh+vSUuf3rvaNessd0E5t9 a9X939qPJDH541PVLXUdU8s6INS0nTpJITcSXX1eW5aD++NjAIJ1mRSKK001t6n7GP0D8w7DzLr9 npOl27NZ3ujfpuK9d+Lr/pJsntXg4kc43VucizsvJeP/ABZjasOM3nCxm8rfmPHod5fXg0ttF8y6 VwZb3jHJzWeOKRfVYyXCtP8AY+JPT+PhL6qyiy8y+ZvNWr6amk6RqXl/SbaR5tZuNYto4HnjVSIr S3iZpnPqyNyklX0vTRPt/sOle/mb9T8seafMn6L5/wCGtVl0j6t9Yp6/pTQQev6npH0eX1nn6Xpy /Y/vMF/451F7u00mPQmTWdSaSbT7G4uUQCwjCkX17LGk/wBU5szItskdzLzTG65+5Wa5siJ88rY6 frlzr+nyWN1oDxpc28D/AFiOf6wF+qGznZLf1vrDOkfxxxenL8EvHHJ5s1Oy1XTdO8y6Qumx6wzR WN1BdfWlFwBzW1uR6MHoyyRq3D03uIuXw+pgvqqzSAl7+YPmS9koZNNtbDTINqFUkWS+m/5GNNDv /wAVYnqHl5POWuaiuuW8qaRpsS2emKxeMtcyqJrjUYPs/FBzht7Wbi/CWK4eN8qWVfLv5gtc3IMe n+are3tY7g1KDUrP1eELbUjNzaP+5/349u6ZNMavmqReUNSu9T0KBtSI/Slo8ljqQFP96bVzBK9B sPW4eun/ABXKmN1lNP8ANnlDUorOSO5tNRs7iOCZqCMkqyJJycADhIOayf5PqYU6zoHmRNQ1SHy4 0Een+Y4x+kZ5ZDHJZ3CottLdW6Ij+u9xaKiqjcOFxD6ry8G4Yv5xuoNA8p/oLR4gL6/hGjaBYRn4 jJInoRceVaRWsf7+aST4Eii+N8dyN1TTyfqD6t5U0TUpa+pdWNvLLy682iXn/wANh1gPSbBNK0qx 0uMgpZW8VspAoKRIsYoP9jgzCrs2bNirs2bNirs2bNirs2bNirs2bNirs2bNirs2bNirsKfM+uQe WvL+pa7cEcLGB5VVtg8lKQxf89ZSkf8As8Ns41+ed35i1jT4vKfl/RdSu19ZJ7+6gtZXgdEQPFEk qKyyfvH5v/JJBirEfyD80NP5g1fy5q7i4TzAj3P73f1LhOTTrTofXgeV5f8AjBnLfN2gSeV/Mup6 BJU/Up2SJ22LRH44JD/xkhaN8NtH0Dz15T1S08zf4e1GJdJkW8leS1mSP04vjlEjlBxiaIOsjfyZ 0H8zrG080eadC8yLomsR6dKqx6wGsZEaSCCtxyhK8uUslt6y/Fx4JCjfZ54LV6j+TvlseW/ImnpI hW71IfpG6r15TgektP2eFusKsv8Avznk9yN+WfOVh5nWNtNsL+G0kiM0F5cWxjt3UELxjlDMvLf7 P+Q2STCDe6uzZs2KuzZs2KuyKaD/AMpv5u/1NM/5MSZK8img/wDKb+bv9TTP+TEmA84+/wDQrK82 bNhV2bNmxVin5Z/8oB5d/wCYGH9WSvIp+Wf/ACgHl3/mBh/VkrwDkFdmzZsKv//V77J6npt6RAko eBapXlTblSm2cen8neYp4IrjSfLzeW/ODXKSXOt6feRx6WR6lZpPqi3Ms0ySxfagkslbl/u3h8En Y82JFq828tWPnHyP5fuPKlloh1UWbz/oPUori2jgaOeR5k+upcSxXETxPL+89GG45/ZT+fCzy55J 8w+QdY0W+tbFtdtrfQpNJvBZywxSJcyXsmos6LeyWyyQc5PRQ8/U/wB2en+xnXM2ICvHbzyP5uuP y384aVLZRNrfmHVzq0FlBOhVVnmtJ3jM0pij5Q+lMrfF+x8HP4cluuaNrVl52sPO2j2v6Sj+oPpG paejxxTiEy/Wo57drhooHZZfhkSSWL/mia5sVee+YNA80+dfL2u2mowR2Immt5dB0y5aKRkFqyyP 9cktzLEfrjqy8ElmWFP2sU0rQQ2s6dPaeRdM0CC25S317PDZPPzUUiTT2sHZlbn8TT3HpfB/unnk +zYKVL9a0XT/ADBps2l6nGZLeahqrFHR0IaOWJ1+KOWNwHR1yORnz/5cVrVLaLzZZLQWty1wllfq gH2LlZI/qtw38s6yws/+7UyZ5saVg1p508z65FM3l/yq4EM0lnLPqV5BBHHcQsYp1KW/1uWRYJl4 /CF9X9hsMtB8rXNtfjzD5lvf0r5gaNo45FBjtbSOShkhsbcluAbiqyXEn+kT8f2P7vE/IX+8Gsf9 t3WP+o6bJXiP0q7NmzYVdmzZsVdmzZsVdmzZsVdmzZsVdmzZsVdmzZsVdmzZsVdmzZsVY/57/wCU H8y/9sq+/wCoaTDXS/8AjmWX/GCL/iAwq89/8oP5l/7ZV9/1DSYaaUa6XYkin+jxbH/UGDqrFbjR 9U8oanJq/lW1a+0e+kL6t5fiKKySt1vdO9Vo4ldv+Pi2Lokv20+PBZ8534/6ZDXf+Rdkev8A0e5K 82NdysU/xnf/APUoa7/yLsf+y7N/jO//AOpQ13/kXY/9l2SvNjurFP8AGd//ANShrv8AyLsf+y7N /jO//wCpQ13/AJF2P/ZdkrzY7qxT/Gd//wBShrv/ACLsf+y7EfKZ1G78x+ZNXvNKu9Lt71bEWyXo iDv6Mcscm0Es6/CeP7X7WTHNjXK+iuzZs2FWJahaa217O0HnNLKIuSlo1raOYgekfNyHbj/lfFgb 6n5h/wCp9i/6Q7L+uHdz5N8oXlxJd3nl/Tbi5mYvNPLZwPI7Hcs7shZmP8zYl/gTyP8A9S1pX/SD bf8AVPI8PmfmVY5pHl/VdE0y10mw89xpaWcawwKbSzYhV6DkzFj/ALLBv1PzD/1PsX/SHZf1wB+X nk7yje+R9Bu7zQNNuLmazieaeazgeR2I3Z3dCzN/rZJf8CeR/wDqWtK/6Qbb/qniI+f2n9aU/oeP Hka0pz2r8+nH8M2bgvHhxHCnHjTanSlM2T/X3If/1u/5s2bFXZs2bFXZs2bFXZs2bFXZs2bFWKeQ a/UNZr/1fdXp/wBJsuSvIp5C/wB4NY/7busf9R02SvAP1q7NmzYVdmzZsVdmzZsVdmzZsVdmzZsV dmzZsVdmzZsVdmzZsVdmzZsVY/57/wCUH8y/9sq+/wCoaTDXS/8AjmWX/GCL/iAwq89/8oP5l/7Z V9/1DSYa6X/xzLL/AIwRf8QGDqqLzZs2FXZs2bFXZs2bFXZs2bFXZs2bFXZs2bFWKfln/wAoB5d/ 5gYf1ZK8in5Z/wDKAeXf+YGH9WSvAOQV2bNmwq//1+/5s2bFXZs2bFXZs2bFXZs2bFXZs2bFWE2W geeNHkv4tI1HSvqV3fXd/Gt3aXMkq/W53uCjPFdQo3D1OP8Ad4L+r/mX/wBXDQv+kG8/7LslebBX mrFPq/5l/wDVw0L/AKQbz/suzfV/zL/6uGhf9IN5/wBl2SvNjXmrFPq/5l/9XDQv+kG8/wCy7N9X /Mv/AKuGhf8ASDef9l2SvNjXmrFPq/5l/wDVw0L/AKQbz/suzfV/zL/6uGhf9IN5/wBl2SvNjXmr FPq/5l/9XDQv+kG8/wCy7N9X/Mv/AKuGhf8ASDef9l2SvNjXmrFPq/5l/wDVw0L/AKQbz/suzfV/ zL/6uGhf9IN5/wBl2SvNjXmrFPq/5l/9XDQv+kG8/wCy7N9X/Mv/AKuGhf8ASDef9l2SvNjXmrFP q/5l/wDVw0L/AKQbz/suzfV/zL/6uGhf9IN5/wBl2SvNjXmrFPq/5l/9XDQv+kG8/wCy7N9X/Mv/ AKuGhf8ASDef9l2SvNjXmrFPq/5l/wDVw0L/AKQbz/suzfV/zL/6uGhf9IN5/wBl2SvNjXmryb8y dH/NjVPK89nZ3Vjcq7gXdtpUM9tcSwFXWSPnPczrJE1V9SBFV5f9XnFIN8j6d+bNp5YsYNRvdOim VW4xalBPc3SR8j6azTQXUKMeH2V480T4JPjzpmbGlYp9X/Mv/q4aF/0g3n/Zdm+r/mX/ANXDQv8A pBvP+y7JXmxrzVin1f8AMv8A6uGhf9IN5/2XZvq/5l/9XDQv+kG8/wCy7JXmxrzVin1f8y/+rhoX /SDef9l2b6v+Zf8A1cNC/wCkG8/7LslebGvNWKfV/wAy/wDq4aF/0g3n/Zdm+r/mX/1cNC/6Qbz/ ALLslebGvNWKfV/zL/6uGhf9IN5/2XZvq/5l/wDVw0L/AKQbz/suyV5sa81Yp9X/ADL/AOrhoX/S Def9l2b6v+Zf/Vw0L/pBvP8AsuyV5sa81Sfypo0vl3y3pmhzTLPJYW6QPMilVYqOoUljhxmzYVdm zZsVf//Z ------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/slide0038_image030.jpg Content-Transfer-Encoding: base64 Content-Type: image/jpeg /9j/4AAQSkZJRgABAQEANQA1AAD/2wBDAAoHBwgHBgoICAgLCgoLDhgQDg0NDh0VFhEYIx8lJCIf IiEmKzcvJik0KSEiMEExNDk7Pj4+JS5ESUM8SDc9Pjv/2wBDAQoLCw4NDhwQEBw7KCIoOzs7Ozs7 Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozs7Ozv/wAARCACcATkDASIA AhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQA AAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3 ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWm p6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEA AwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSEx BhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElK U1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3 uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD0zwxa W7eFdIMltCXNjCWOwddgrT+xWv8Az7Q/9+xVHwrt/wCER0baSV+wQYJ9PLWtWgCD7Fa/8+0P/fsU fYrX/n2h/wC/YqeigCD7Fa/8+0P/AH7FH2K1/wCfaH/v2KnooAg+xWv/AD7Q/wDfsUfYrX/n2h/7 9ip6KAIPsVr/AM+0P/fsUfYrX/n2h/79ip6KAIPsVr/z7Q/9+xR9itf+faH/AL9ip6KAIPsVr/z7 Q/8AfsUfYrX/AJ9of+/YqeigCubO1/59of8Av2Ko6XdaTrEM8tnBGVguHt33QhcOhww/OtWuU+Hv /IN1f/sNXn/oygDpfsVp/wA+0P8A37FH2K1/59of+/Yrz/xd4o1HQJdQvG8Q20c9vMn2TSo1VxLF lQfMONyscnuMYFXdR1HXbnxJ4itLTVTZ22m2ENxEFiRjvKscHI5B28/higDs/sVr/wA+0P8A37FH 2K1/59of+/YrzS98VeJdN0XStbk1FJf7YsbiU2/kqEt2WEyIUOMnpggk9a0W1bxTpNjoevXl/Fd2 l8YUvbUxqojMhUKUIGf4snOelAHdfYrX/n2h/wC/Yo+xWv8Az7Q/9+xUw6UtAEH2K1/59of+/Yo+ xWv/AD7Q/wDfsVPRQBB9itf+faH/AL9ij7Fa/wDPtD/37FT0UAQfYrX/AJ9of+/Yo+xWv/PtD/37 FT0UAQfYrX/n2h/79ij7Fa/8+0P/AH7FT0UAQfYrX/n2h/79ij7Fa/8APtD/AN+xU9FAEH2K1/59 of8Av2KPsVr/AM+0P/fsVPRQBB9itf8An2h/79ij7Fa/8+0P/fsVPRQBB9itf+faH/v2KPsVr/z7 Q/8AfsVPRQBB9itf+faH/v2K81+zw/8APGP/AL5Feo15lQB3Phfd/wAIno+4AN9hgzjpnYK1KyvC uP8AhEdG2sWX7BBgk5z+7WtWgAooooAKKKKACiiigAooooAKKKKACiiigBDXn9p4f+IGjzX0ek32 hraXN7NcoJ0kZxvYnBIFegUUAedan4C1y7sdcsoX0s/2vcfaWu5A3mqcKfLxjhcqcHPQ9K3o/Dt+ dV12/mkt1Oq2EMCIjE7HVGDZOOmW4p2o+KLmTUZNK8OWC6peQf8AHw7SbIbc9gzd29hUBufHtqvn SafpN8rDJgglaNo/UAtwaAMTxV4UvLfwFpqvNAf7B024Fxgn95/ozJ8vHr64qbTPDviHXNK8PRar fWqaXZxQzMkG4yXJUBk3ZAC4wOme9dPpWsad4p064gaAqwBhvLG5XDxkjBV19OvPQ1rwxRwQpDEg SONQqKowFA4AFADxnHNLSUtABRRRQAUUUUAFFFFABRRRQAUUVna7rMPh/R7jVLmGaWKBdzLCm5v/ ANXv2oAvSSJEu6Rwi5AyxwOeBThXmXg3W9Q+I/iWTV7mM22jaW3+j2oOd8pHDMe5A59iRXptAC0U UUAFFFFABXmVem15lQB3Phck+E9HLDB+wwZGc4+QVqVleFsf8Ilo21tw+wQYbOc/u15rVoAKKKKA CiiigAooooAKKyte1z+w4LZlsbi9lupxDHDBt3FtrN3IGMKazP8AhLdU/wChN1f84v8A4ugDqKK5 f/hLdU/6E7V/zi/+Lo/4S3VP+hO1f84v/i6QHUUVy/8Awluqf9Cdq/5xf/F0xvGWpIcHwbrJ+gjP /s1MDq6xPFepXOn6OUsRm+vZFtbXnpI/G78Bk/hVFfF+puuR4N1jHv5Q/wDZqxda8S6rc67oUa+F b9WWeSSOGZ41EriMgchjjG4mkwOz0XSLXQ9Lh0+1XCRj5m7yMfvMfUk81y/h7xZqep+Ob/Rp3tjD bGXfEq4aEKwCHdk79wJJ44qc6T4t8QyMms30Wkac3W109i0z+zSHoD7VeufAuhSWEFtbW5spbbJg urZts0bHvu6nPfOc0wIfFMA0m8tvFVtHh7QiK+2DmW2YgHPqVOGH0NdQMEZByO1cBra+MdM0TU7a +W11zTXtXTzo8Qzouw5ZgeG/Cr2leLdU/siyz4S1WXNvH+8UxYb5RyMt0pAdlRXKv4w1NBk+DdZP 08o/+zUJ4w1JxkeDdZH+95Q/9mpgdVRXL/8ACW6p/wBCdq/5xf8AxdH/AAluqf8AQnav+cX/AMXS A6ikJrmP+Et1T/oTtX/OL/4uszxJ451rTvD15eW/hXULeWKPKzXHltGnIGSAxPGaYHdUtedeDfiD rmseHoru68N3l7LvZTcWgRY3wfRmHNbv/CXannH/AAh2sfnF/wDF0AdRVHWdXtNC0yXUb59kERUM fckKP1IrEfxhqUcbSN4O1jaoycGI/wDs9VNZls/GtzomlAF7G6gbULhf9gLtQH/gbfmtIDr57iO3 tpLiRgI40Ls3YKBkmuLu9ZXx9LBouiysNNkiSbU7pD92NhkQKf77d/QZrM1PXLq88E2fha3kDa7f u2msC2CgjO15G9toz+NWNDK+BvDniDR48PPpjCSCQgK1x5qjYx99+V/CgDe8DWOi6dpd5a6ExNvH fzK4JzscHG0HuAMYzXTVwWlWGoeBroxWej3Wp2t5bRPMbdlytyow7HcR94YP1Fap8W6mBk+DdX/O L/4ugDqKK5f/AIS3VP8AoTtX/OL/AOLo/wCEt1T/AKE7V/zi/wDi6AOoorlZPGOowxPLJ4P1dURS zHMXAAyf466HT71NR0+2vY1ZUuIlkUN1AYZGaYFmvMq9NrzKgDuPC+T4T0fK7T9hgyPT92tatZXh b/kUtHw24fYIPm9f3a81q0AFFFFABRRRQAUUUUAYPiT/AJCPh7/sJj/0TLW7WD4mYLqHh4nvqgH/ AJCkrfoAKKKKAEopaKACub8YObKLTtZKsY9MvVlmZeqwspRz7gbgT7CukqOaGO4hkhmRXikUq6sO GB4IoAVGV1V1YMrDKkdCKdXG297qHgcCwv4LnUtHUYtLuCMvLCo6RyKOoHZhVqT4ieHigFnJc38x GfItrV2cfXIAH40AWPG92YvDc9lCC93qWLO3jXqzPwfwAySfaty2gS2toreP7kSBFz6AYrndG03U 9T1VPEOur9nkjVlsrAci2VurMe7kfl0rpqAFpKWigAooooAKr3yhrC4VgCDEwIIyDwasVDef8eU/ /XNv5UgMrwcip4N0cIoUfY4zgf7orbrG8H/8ido//XnF/wCgitmgBK4fSrGPwNHrmr6k7PEZhDYx ryxiySkaD1LuwruDXN2+l3mr+J31XVYjHa6c5TTrZiDlujTt7novoMnqaYGF4U8F6na+N7jxVrBj 8+7t9/lp0hkc8p74UAZ7kmtjXvDE2peL9H1GNyLWPIvUzxIEO+LI74fNdTijFABS0UUAFFFFAFTV f+QPe/8AXvJ/6Caq+Fx/xSuk/wDXnF/6AKtat/yB73/r3k/9BNVfC/8AyKuk/wDXlF/6AKQGrXmV em15lTA7jwt/yKWj/Lt/0CD5fT92vFatZXhf/kU9H+bd/oEHzev7tea1aACik6dabFNFMgkikWRD 0ZDkH8aAH0VELm3aYwCeMyjrGHG4fhUlAC0UUySRI42kd1RFGWZjgAepoAwfFIJv/DoH/QVU/wDk KSuhrgNe8baLdXulSWTXV7FZXvnTS21uzoq+W65z35YdK67R9f0vXoGl0y8ScIcOoyGQ+hB5FIDR ooopgFFFFABRRRQAlMSGONi0caKzdSqgZqSigBAMUtFFABRRRQAUUUUAFQ3n/HlP/wBc2/lU1QXn /HlP/wBc2/lQBmeDiD4N0cj/AJ84v/QRW1WL4P8A+RO0f/ryi/8AQRW1SQCUAUtFMAooooAKShjt Uk9AM1ykPxC0+eMSwaTrU0TZ2yJYsVbnGQc+1AHWUVy//CeWn/QE13/wAb/Gj/hPLT/oCa7/AOAD f40gN3Vv+QPe/wDXvJ/6Caq+F/8AkVdJ/wCvKL/0AVyvin4iRWnhm/lg0XVBIY9im5tGjjBb5eTn jrWl8M9cfXvA9jcSQiJoB9nIHRtmACKAOtrzKvTa8ypgdx4Wx/wiWj4XaPsEHy+n7teK1ayvC+R4 T0cFtx+wwZPr+7WtWgDD8aam2keENSu4/wDWiExxYPO9/lXH4kVx3h67m8E+EPE2khi9xoQ82EsO okQMD9N278q6Lxnp1xrl3oukpFcC1kvPPuriHI8pY1JX5uxLYrG1TwdcJr9xbwS315a63pU1rPPc SGTyZEw0ZLY4ByQPxoAW3+GVquh219aTyx+I8R3B1F5mLNJwWB7bTyMYr0Jc7RnGcc4rzi18QeMb zQ08Pf8ACOX9nq2xbdtSIAgTGAZd3rjJwO9eixIY4URnLlVALN1b3NADq5PUYB4u8RzaVJJJ/Y+m qv2tEOFuZjgiMnuqryR7iutrlfDVzJD4Tv8AVIIGuLia5urgRoOZH3sAv/joFAHQWk1l89pZyQf6 NhHhhI/degIHSsTxLobgnX9GUQ6vaLvGzgXSDkxuO+ecHqDVPT9KHhrUNEmwokvUe2v5AceZKw8x WPqdwcf8CrqFvLdr97JZMzpGJGQdlJIB/Q0gG6XqNvq2mW+oWrbobiMOvtnsfcdKt1zngsGLTr+0 JBFtqVxGuOmC+4f+hV0dMAooooAKKKKACiiigAooooAKKKKACiiigDP1jVotHtVuJba5uAzhAttE ZGzgnoO3Fc1N8R9NluLjTl0zVftAty5Q2pyAcgcZz+NdpXhek+MTL8d5rvzs2t3M1ipzxtHypj6s oP4mkB0ugfF3wrpnh/T7G5kulmtrdI5AIejAYPeu28M+KLDxXZyXmnR3CwI20PNGUD/7vrXzj4/0 ZtG8c6nYoh2tP5kQ9Vf5hj88V9I+FNJXQvC2m6Yowbe3UN7seWP5k0wNeiiigAooooAZL/qX/wB0 1ieCf+RO0z/rj/U1ty/6p/8AdNYvgn/kTdM/64/1NLqBu0UUUwKGtwxz6HfRzRrJG1u+VYZB+U9q q+EYIrbwjpMcMaxp9kjO1RgZKgk/iTmr2rf8ge9/695P/QTVXwv/AMirpP8A15Rf+gCkBq15lXpt eZUwO38LFR4R0chdiiwg4IxgeWtYtn8QIbj7NdT6ZPb6VeGX7PfFwwYJnJZQPkBwcZNbPhwyL4P0 ogB5BYQ4HQMfLFeZ3Ok3t/YDT/DNvqem3GoCWPUdNuQxtbdCGztZgBnOMbTzmkB29v43LPYTXmkz WdhqZK2dy8gO5sZUOuPk3Dp1qS28axXOjaBqIsXVdcuVgRDIMxEhjknHP3f1rCu7m68UWHh/RrfS 7u2ubW6hnvfOhZEtxD1G4jDZPAxnrWdoyXs2meDtEGmXi3OkXwlvmkhKpEF3r948Nnd2z0pgdEPi NAJdSEmk3SwadcSWskwYFZJVYKiKO5Yn8MVfi8X/AGc30et6c+mS2VqLsqJBKHiJI4IA5yMY+lcq 2kak+g6rcQ2Msktn4qfUFgZSrTxq4Pyg9cjOPXFamvz3njHSdYs9M0+X7OLJdks8LQvLNv3eWN2D jA+mTSA29N8Sz3GrRabqWlS6bNcwme23yhxKo+8DgfKwyCVqLwi62dxq2hvlJbO8eZFJ+9DKS6sP bJYfhWb4dttIm8QW0+m6BeR/Z7dmku7x5gYHbjy1WQncTzkjjitfxBo19Ndw61osyR6naxlNkn+r uYzz5benPIPY0AXPEWnzajo8kdqQLuFlnty3TzEO5fzIx+NU9HWaxtdQ13W4ks57o+bKnmbhBEi4 VSfb5j9WqifiDaWrCHVNJ1SxumwqwtbF/MfuqMuQ3c/So3TVPGsyxXVnPpegowaSKcATXhByFIGd qZHPc0AaXgmKVfDcdzPGY5L6aW7KMMFRI5Zc++0iugpFACgAYFLTAKKKKACiiigAooooAKKKKACi iigAooooAw/GGuDw/wCHLq8Ec0kzI0cCwoWJkIO3p0+tfMMNhrFvdpdrp94JY3EgbyW6g5z0r66q G7/485/+ubfyoA8R8W6rouveLfDniOWK6jtljVr3/R2wAnzjB79SPoK9f0PxBZeIIZJbIThIyATL EUzkZBGeoqv4WgiufBOkxTxrKj2MasrjIIKYI/Ksm01E+B7h9J1Q3D6Sfn0+6WJ5Si94W2gnjsfT 6UgOzormf+Fh+Gv+fu4/8Apv/iKP+FheGv8An7uP/AKb/wCIpgdNRXM/8LC8Nf8AP3cf+AU3/wAR R/wsLw1/z93H/gFN/wDEUAdHL/qn/wB01i+Cf+RN0z/rj/U1Uk+IPhto2Au7gkgj/jym/wDiKteC M/8ACG6ZlWU+T0YEEcnsaXUDeoorH1hPEbXEZ0WawSLb84uUYndntjtihgXdW/5A97/17yf+gmqv hf8A5FXSf+vKL/0AVkXFp46uLaWBrnRgsqFDiOToRio9P0/xzp+nW1lHdaMUt4liUmN8kKMc0rgd hXmVdnpCeJlu2OsTac9vsOBbIwbdkevbrXGUwO38Khf+ER0bapVfsEGARjH7ta1qy/C+7/hE9H3Y 3fYYM46Z2CtSmAlLRRQAmKKWigAooooAwfEn/IQ8Pf8AYTH/AKJlrdxWD4lONQ8Pf9hMf+ipK36Q BRRRTAKKKKACiiigAooooAKKKKACiiigAooooAKhvP8Ajyn/AOubfyqaobz/AI8p/wDrm38qAMvw dz4N0f8A684v/QRWyQD1ANY/g8f8Udo//XnF/wCgitmgBuxP7q/lRsX+6Pyp1FKwDdi/3R+VGxf7 o/KnUUWAbsX+6PypQABgDApaKYBWPrPhy31qeOWa91C3Ma7QLW5aIHnuB1NbFJQByF94Hs7fT7id NW1rfHEzrnUH6gE1Dong21v9CsLyfVtaMs9tHI5F+4G4qCeK6vVv+QPe/wDXvJ/6Caq+F/8AkVNJ /wCvKL/0AUgItI8MW2jXZuYb7UZ2KFNtzdNIuOOcHvxXGV6ZXmdMDuPCu3/hEdG2ghfsEGM+nlrW rWX4X3f8Ino+7G77DBnHTPlrWpQAUUUUAFFFFABRRRQBg+JP+Qh4e/7CY/8ARMtb1c14xvbbTpdC u7yZYLeLUgXkf7q/upBzUv8AwnnhT/oP2X/fykB0FFc//wAJ54T/AOg/Zf8Afyj/AITzwn/0H7L/ AL+UwOgorn/+E88J/wDQfsv+/lH/AAnnhP8A6D9l/wB/KAOgorn/APhPPCf/AEH7L/v5R/wnnhP/ AKD9l/38oA6Ciuf/AOE88J/9B+y/7+Uf8J54T/6D9l/38oA6Ciuf/wCE88J/9B+y/wC/lH/CeeE/ +g/Zf9/KAOgorn/+E88J/wDQfsv+/lH/AAnnhP8A6D9l/wB/KAOgorn/APhPPCf/AEH7L/v5R/wn nhP/AKD9l/38oA6Cobz/AI8p/wDrm38qxf8AhPPCf/Qfsv8Av5VDW/iN4XstFu7iPVbe7dYzthhf LuTxgfnQBreD/wDkTtH/AOvOL/0EVs1wHgj4g+G38I6fFc6lDZzW8SwvFO+Gyoxn6HrW/wD8J54T /wCg/Zf9/KQHQUVz/wDwnnhP/oP2X/fyj/hPPCf/AEH7L/v5TA6Ciuf/AOE88J/9B+y/7+Uf8J54 T/6D9l/38oA6Ciuf/wCE88J/9B+y/wC/lH/CeeE/+g/Zf9/KAOgorn/+E88J/wDQfsv+/lH/AAnn hP8A6D9l/wB/KANXVv8AkD3v/XvJ/wCgmqvhf/kVdJ/68ov/AEAVl6l458LS6XdxprtmzvC6qBJ1 JU1qeF/+RV0nP/PnF/6AKANWvMq9NrzKgDuPCu3/AIRHRtpJX7BBjPp5a1q1leFzu8J6OT3sID/5 DWtWgAooooAKKKKACiiigCOWGKddssaSLnOGUEZqP+z7L/n0g/79irFFAFf+z7L/AJ9IP+/Yo/s+ y/59IP8Av2KsUUgK/wDZ9l/z6Qf9+xR/Z9l/z6Qf9+xViigCv/Z9l/z6Qf8AfsUf2fZf8+kH/fsV YooAr/2fZf8APpB/37FH9n2X/PpB/wB+xViigCv/AGfZf8+kH/fsUf2fZf8APpB/37FWKKAK/wDZ 9l/z6Qf9+xR/Z9l/z6Qf9+xViigCv/Z9l/z6Qf8AfsUf2fZf8+kH/fsVYooAr/2fZf8APpB/37FV dR8P6VqunzWN3YwtBOu1wqBT+BHStKimBjaH4U0fw/pcen2VonlISd0gDMxPUkmtH+z7L/n0g/79 irFFAFf+z7L/AJ9IP+/Yo/s+y/59IP8Av2KsUUgK/wDZ9l/z6Qf9+xR/Z9l/z6Qf9+xViigCv/Z9 l/z6Qf8AfsUf2fZf8+kH/fsVYooAr/2fZf8APpB/37FH9n2X/PpB/wB+xViigCv/AGfZf8+cH/fs VMqhVCqAAOAB2p1FMArzKvTa8yoA/9k= ------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/master03_stylesheet.css Content-Transfer-Encoding: base64 Content-Type: text/css Ym9keQ0KCXt3aWR0aDo1MzRweDsNCgloZWlnaHQ6NDAwcHg7fQ0KLlRCDQoJe21zby1zcGVjaWFs LWZvcm1hdDpub2J1bGxldFwyMDIyO30NCi5UDQoJe3RleHQtYWxpZ246Y2VudGVyOw0KCWZvbnQt ZmFtaWx5OiJUaW1lcyBOZXcgUm9tYW4iOw0KCWNvbG9yOmJsYWNrOw0KCW1zby1jb2xvci1pbmRl eDozOw0KCWZvbnQtc2l6ZToyMDklO30NCi5CQg0KCXttc28tc3BlY2lhbC1mb3JtYXQ6YnVsbGV0 XDIwMjI7fQ0KLkINCgl7dGV4dC1hbGlnbjpsZWZ0Ow0KCWZvbnQtZmFtaWx5OiJUaW1lcyBOZXcg Um9tYW4iOw0KCWNvbG9yOmJsYWNrOw0KCW1zby1jb2xvci1pbmRleDoxOw0KCWZvbnQtc2l6ZTox NTIlO30NCi5CMUINCgl7bXNvLXNwZWNpYWwtZm9ybWF0OmJ1bGxldFwyMDEzO30NCi5CMQ0KCXt0 ZXh0LWFsaWduOmxlZnQ7DQoJZm9udC1mYW1pbHk6IlRpbWVzIE5ldyBSb21hbiI7DQoJY29sb3I6 YmxhY2s7DQoJbXNvLWNvbG9yLWluZGV4OjE7DQoJZm9udC1zaXplOjEzMyU7fQ0KLkIyQg0KCXtt c28tc3BlY2lhbC1mb3JtYXQ6YnVsbGV0XDIwMjI7fQ0KLkIyDQoJe3RleHQtYWxpZ246bGVmdDsN Cglmb250LWZhbWlseToiVGltZXMgTmV3IFJvbWFuIjsNCgljb2xvcjpibGFjazsNCgltc28tY29s b3ItaW5kZXg6MTsNCglmb250LXNpemU6MTE0JTt9DQouQjNCDQoJe21zby1zcGVjaWFsLWZvcm1h dDpidWxsZXRcMjAxMzt9DQouQjMNCgl7dGV4dC1hbGlnbjpsZWZ0Ow0KCWZvbnQtZmFtaWx5OiJU aW1lcyBOZXcgUm9tYW4iOw0KCWNvbG9yOmJsYWNrOw0KCW1zby1jb2xvci1pbmRleDoxOw0KCWZv bnQtc2l6ZTo5NSU7fQ0KLkI0Qg0KCXttc28tc3BlY2lhbC1mb3JtYXQ6YnVsbGV0XDAwQkI7fQ0K LkI0DQoJe3RleHQtYWxpZ246bGVmdDsNCglmb250LWZhbWlseToiVGltZXMgTmV3IFJvbWFuIjsN Cgljb2xvcjpibGFjazsNCgltc28tY29sb3ItaW5kZXg6MTsNCglmb250LXNpemU6OTUlO30NCi5O Qg0KCXttc28tc3BlY2lhbC1mb3JtYXQ6bm9idWxsZXRcMjAyMjt9DQouTg0KCXtmb250LWZhbWls eToiVGltZXMgTmV3IFJvbWFuIjt9DQouTjFCDQoJe21zby1zcGVjaWFsLWZvcm1hdDpub2J1bGxl dFwyMDIyO30NCi5OMQ0KCXtmb250LWZhbWlseToiVGltZXMgTmV3IFJvbWFuIjt9DQouTjJCDQoJ e21zby1zcGVjaWFsLWZvcm1hdDpub2J1bGxldFwyMDIyO30NCi5OMg0KCXtmb250LWZhbWlseToi VGltZXMgTmV3IFJvbWFuIjt9DQouTjNCDQoJe21zby1zcGVjaWFsLWZvcm1hdDpub2J1bGxldFwy MDIyO30NCi5OMw0KCXtmb250LWZhbWlseToiVGltZXMgTmV3IFJvbWFuIjt9DQouTjRODQoJe21z by1zcGVjaWFsLWZvcm1hdDpub2J1bGxldFwyMDIyO30NCi5ONA0KCXtmb250LWZhbWlseToiVGlt ZXMgTmV3IFJvbWFuIjt9DQouT0INCgl7bXNvLXNwZWNpYWwtZm9ybWF0Om5vYnVsbGV0XDIwMjI7 fQ0KLk8NCgl7dGV4dC1hbGlnbjpsZWZ0Ow0KCWZvbnQtZmFtaWx5OiJUaW1lcyBOZXcgUm9tYW4i Ow0KCWNvbG9yOmJsYWNrOw0KCW1zby1jb2xvci1pbmRleDoxOw0KCWZvbnQtc2l6ZToxMTQlO30N Ci5PMUINCgl7bXNvLXNwZWNpYWwtZm9ybWF0Om5vYnVsbGV0XDIwMjI7fQ0KLk8xDQoJe3RleHQt YWxpZ246bGVmdDsNCglmb250LWZhbWlseToiVGltZXMgTmV3IFJvbWFuIjsNCgljb2xvcjpibGFj azsNCgltc28tY29sb3ItaW5kZXg6MTsNCglmb250LXNpemU6MTE0JTt9DQouTzJCDQoJe21zby1z cGVjaWFsLWZvcm1hdDpub2J1bGxldFwyMDIyO30NCi5PMg0KCXt0ZXh0LWFsaWduOmxlZnQ7DQoJ Zm9udC1mYW1pbHk6IlRpbWVzIE5ldyBSb21hbiI7DQoJY29sb3I6YmxhY2s7DQoJbXNvLWNvbG9y LWluZGV4OjE7DQoJZm9udC1zaXplOjExNCU7fQ0KLk8zQg0KCXttc28tc3BlY2lhbC1mb3JtYXQ6 bm9idWxsZXRcMjAyMjt9DQouTzMNCgl7Zm9udC1mYW1pbHk6IlRpbWVzIE5ldyBSb21hbiI7DQoJ Zm9udC1zaXplOjExNCU7fQ0KLk80Qg0KCXttc28tc3BlY2lhbC1mb3JtYXQ6bm9idWxsZXRcMjAy Mjt9DQouTzQNCgl7Zm9udC1mYW1pbHk6IlRpbWVzIE5ldyBSb21hbiI7DQoJZm9udC1zaXplOjEx NCU7fQ0KLkNCQg0KCXttc28tc3BlY2lhbC1mb3JtYXQ6bm9idWxsZXRcMjAyMjt9DQouQ0INCgl7 dGV4dC1hbGlnbjpjZW50ZXI7DQoJZm9udC1mYW1pbHk6IlRpbWVzIE5ldyBSb21hbiI7DQoJY29s b3I6YmxhY2s7DQoJbXNvLWNvbG9yLWluZGV4OjE7DQoJZm9udC1zaXplOjE1MiU7fQ0KLkNCMUIN Cgl7bXNvLXNwZWNpYWwtZm9ybWF0Om5vYnVsbGV0XDIwMTM7fQ0KLkNCMQ0KCXtmb250LWZhbWls eToiVGltZXMgTmV3IFJvbWFuIjt9DQouQ0IyQg0KCXttc28tc3BlY2lhbC1mb3JtYXQ6bm9idWxs ZXRcMjAyMjt9DQouQ0IyDQoJe2ZvbnQtZmFtaWx5OiJUaW1lcyBOZXcgUm9tYW4iO30NCi5DQjNC DQoJe21zby1zcGVjaWFsLWZvcm1hdDpub2J1bGxldFwyMDEzO30NCi5DQjMNCgl7Zm9udC1mYW1p bHk6IlRpbWVzIE5ldyBSb21hbiI7fQ0KLkNCNEINCgl7bXNvLXNwZWNpYWwtZm9ybWF0Om5vYnVs bGV0XDAwQkI7fQ0KLkNCNA0KCXtmb250LWZhbWlseToiVGltZXMgTmV3IFJvbWFuIjt9DQouQ1RC DQoJe21zby1zcGVjaWFsLWZvcm1hdDpub2J1bGxldFwyMDIyO30NCi5DVA0KCXt0ZXh0LWFsaWdu OmNlbnRlcjsNCglmb250LWZhbWlseToiVGltZXMgTmV3IFJvbWFuIjsNCgljb2xvcjpibGFjazsN Cgltc28tY29sb3ItaW5kZXg6MzsNCglmb250LXNpemU6MjA5JTt9DQouSEJCDQoJe21zby1zcGVj aWFsLWZvcm1hdDpidWxsZXRcMjAyMjt9DQouSEINCgl7Zm9udC1mYW1pbHk6IlRpbWVzIE5ldyBS b21hbiI7fQ0KLkhCMUINCgl7bXNvLXNwZWNpYWwtZm9ybWF0OmJ1bGxldFwyMDEzO30NCi5IQjEN Cgl7Zm9udC1mYW1pbHk6IlRpbWVzIE5ldyBSb21hbiI7fQ0KLkhCMkINCgl7bXNvLXNwZWNpYWwt Zm9ybWF0OmJ1bGxldFwyMDIyO30NCi5IQjINCgl7Zm9udC1mYW1pbHk6IlRpbWVzIE5ldyBSb21h biI7fQ0KLkhCM0INCgl7bXNvLXNwZWNpYWwtZm9ybWF0OmJ1bGxldFwyMDEzO30NCi5IQjMNCgl7 Zm9udC1mYW1pbHk6IlRpbWVzIE5ldyBSb21hbiI7fQ0KLkhCNEINCgl7bXNvLXNwZWNpYWwtZm9y bWF0OmJ1bGxldFwwMEJCO30NCi5IQjQNCgl7Zm9udC1mYW1pbHk6IlRpbWVzIE5ldyBSb21hbiI7 fQ0KLlFCQg0KCXttc28tc3BlY2lhbC1mb3JtYXQ6YnVsbGV0XDIwMjI7fQ0KLlFCDQoJe2ZvbnQt ZmFtaWx5OiJUaW1lcyBOZXcgUm9tYW4iO30NCi5RQjFCDQoJe21zby1zcGVjaWFsLWZvcm1hdDpi dWxsZXRcMjAxMzt9DQouUUIxDQoJe2ZvbnQtZmFtaWx5OiJUaW1lcyBOZXcgUm9tYW4iO30NCi5R QjJCDQoJe21zby1zcGVjaWFsLWZvcm1hdDpidWxsZXRcMjAyMjt9DQouUUIyDQoJe2ZvbnQtZmFt aWx5OiJUaW1lcyBOZXcgUm9tYW4iO30NCi5RQjNCDQoJe21zby1zcGVjaWFsLWZvcm1hdDpidWxs ZXRcMjAxMzt9DQouUUIzDQoJe2ZvbnQtZmFtaWx5OiJUaW1lcyBOZXcgUm9tYW4iO30NCi5RQjRC DQoJe21zby1zcGVjaWFsLWZvcm1hdDpidWxsZXRcMDBCQjt9DQouUUI0DQoJe2ZvbnQtZmFtaWx5 OiJUaW1lcyBOZXcgUm9tYW4iO30NCi5UYmxCDQoJe21zby1zcGVjaWFsLWZvcm1hdDpub2J1bGxl dFwyMDIyO30NCi5UYmwNCgl7Zm9udC1mYW1pbHk6IlRpbWVzIE5ldyBSb21hbiI7fQ0KLlRibDFC DQoJe21zby1zcGVjaWFsLWZvcm1hdDpub2J1bGxldFwyMDEzO30NCi5UYmwxDQoJe2ZvbnQtZmFt aWx5OiJUaW1lcyBOZXcgUm9tYW4iO30NCi5UYmwyQg0KCXttc28tc3BlY2lhbC1mb3JtYXQ6bm9i dWxsZXRcMjAyMjt9DQouVGJsMg0KCXtmb250LWZhbWlseToiVGltZXMgTmV3IFJvbWFuIjt9DQou VGJsM0INCgl7bXNvLXNwZWNpYWwtZm9ybWF0Om5vYnVsbGV0XDIwMTM7fQ0KLlRibDMNCgl7Zm9u dC1mYW1pbHk6IlRpbWVzIE5ldyBSb21hbiI7fQ0KLlRibDRCDQoJe21zby1zcGVjaWFsLWZvcm1h dDpub2J1bGxldFwwMEJCO30NCi5UYmw0DQoJe2ZvbnQtZmFtaWx5OiJUaW1lcyBOZXcgUm9tYW4i O30NCi5kZWZhdWx0Qg0KCXttc28tc3BlY2lhbC1mb3JtYXQ6bm9idWxsZXRcMjAyMjt9DQouZGVm YXVsdA0KCXt0ZXh0LWFsaWduOmxlZnQ7DQoJZm9udC1mYW1pbHk6IlRpbWVzIE5ldyBSb21hbiI7 DQoJZm9udC13ZWlnaHQ6bm9ybWFsOw0KCWZvbnQtc3R5bGU6bm9ybWFsOw0KCXRleHQtZGVjb3Jh dGlvbjpub25lOw0KCXRleHQtc2hhZG93Om5vbmU7DQoJdGV4dC1lZmZlY3Q6bm9uZTsNCgltc28t ZmFyZWFzdC1oaW50Om5vOw0KCWxheW91dC1mbG93Omhvcml6b250YWw7DQoJY29sb3I6YmxhY2s7 DQoJbXNvLWNvbG9yLWluZGV4OjE7DQoJZm9udC1zaXplOjExNCU7DQoJbXNvLXRleHQtcmFpc2U6 MCU7DQoJbXNvLWxpbmUtc3BhY2luZzoiMTAwIDAgMCI7DQoJbXNvLW1hcmdpbi1sZWZ0LWFsdDow Ow0KCW1zby10ZXh0LWluZGVudC1hbHQ6MDsNCgltc28tY2hhci13cmFwOjA7DQoJbXNvLWtpbnNv a3Utb3ZlcmZsb3c6MDsNCglkaXJlY3Rpb246bHRyOw0KCW1zby13b3JkLXdyYXA6MTsNCgltc28t dmVydGljYWwtYWxpZ24tc3BlY2lhbDpiYXNlbGluZTsNCgltc28tYW5zaS1sYW5ndWFnZTpFTi1V Uzt9DQphOmxpbmsNCgl7Y29sb3I6I0NDQ0NGRiAhaW1wb3J0YW50O30NCmE6YWN0aXZlDQoJe2Nv bG9yOiMzMzMzQ0MgIWltcG9ydGFudDt9DQphOnZpc2l0ZWQNCgl7Y29sb3I6I0IyQjJCMiAhaW1w b3J0YW50O30NCn== ------=_NextPart_01C6A788.8131C030 Content-Location: file:///C:/ACF61D13/3_slides_files/script.js Content-Transfer-Encoding: quoted-printable Content-Type: application/javascript; charset="us-ascii" function LoadSld() { var sld=3DGetObj("SlideObj") if( !g_supportsPPTHTML ) { =09 sld.style.visibility=3D"visible" return } if( MakeNotesVis() ) return runAnimations =3D _InitAnimations(); =09 if( IsWin("PPTSld") ) parent.SldUpdated(GetSldId()) g_origSz=3DparseInt(SlideObj.style.fontSize) g_origH=3Dsld.style.posHeight g_origW=3Dsld.style.posWidth g_scaleHyperlinks=3D(document.all.tags("AREA").length>0) if( g_scaleHyperlinks ) InitHLinkArray() if( g_scaleInFrame||(IsWin("PPTSld") && parent.IsFullScrMode() ) ) document.body.scroll=3D"no" _RSW() if( IsWin("PPTSld") && parent.IsFullScrMode() ) FullScrInit(); =09 MakeSldVis(); ChkAutoAdv() if( runAnimations ) { if( document.all("NSPlay") ) document.all("NSPlay").autoStart =3D false; if( sld.filters && sld.filters.revealtrans ) setTimeout( "document.body.start()", sld.filters.revealtrans.duration * = 1000 ); else document.body.start(); } } function MakeSldVis()=20 { var fTrans=3Dg_showAnimation && SldHasTrans() if( fTrans )=09 { if( g_bgSound ) { idx=3Dg_bgSound.indexOf(","); pptSound.src=3Dg_bgSound.substr( 0, idx ); pptSound.loop=3D -(parseInt(g_bgSound.substr(idx+1))); } SlideObj.filters.revealtrans.Apply()=09 } SlideObj.style.visibility=3D"visible" if( fTrans ) SlideObj.filters.revealtrans.Play() } function MakeNotesVis()=20 { if( !IsNts() ) return false=20 SlideObj.style.display=3D"none" nObj =3D document.all.item("NotesObj") parent.SetHasNts(0) if( nObj ) {=20 nObj.style.display=3D"" parent.SetHasNts(1) } return 1 } function ChkAutoAdv() { if(SldHasTrans()) SlideObj.onfilterchange=3DAutoAdv else AutoAdv() } function AutoAdv() { if(!IsWin("PPTSld") || !gUseSldTimings )return var sld=3DGetCurSld() if( (sld.mAdvDelay>0) && !parent.IsFramesMode() ) setTimeout("parent.GoToNextSld()",sld.mAdvDelay) } function GetObj(id) { if(g_supportsPPTHTML) return document.all(id); else return document.getElementById(id); } function SldHasTrans() { return SlideObj.style.filter !=3D ""; } function GetSldId() { return sId=3Dlocation.href.substring(location.href.la= stIndexOf('/')+1) } function HideMenu() { if( frames["PPTSld"] && PPTSld.document.all.item("ctx= tmenu") && PPTSld.ctxtmenu.style.display!=3D"none" ) { PPTSld.ctxtmenu.styl= e.display=3D'none'; return true } return false } function IsWin( name ) { return window.name =3D=3D name } function IsNts() { return IsWin("PPTNts") } function IsSldOrNts() { return( IsWin("PPTSld")||IsWin("PPTNts") ) } function SupportsPPTAnimation() { return( navigator.platform =3D=3D "Win32"= && navigator.appVersion.indexOf("Windows")>0 ) } function SupportsPPTHTML() { var appVer=3Dnavigator.appVersion, msie=3DappVer.indexOf("MSIE "), ver=3D0 if( msie >=3D 0 ) ver=3DparseFloat( appVer.substring( msie+5, appVer.indexOf(";",msie) ) ) else ver=3DparseInt(appVer) return( ver >=3D 4 && msie >=3D 0 ) } function _RSW() { if( !g_supportsPPTHTML || IsNts() || ( !g_scaleInFrame && (!IsWin("PPTSld") || !parent.IsFullScrMode()) ) ) return var padding=3D0; if( IsWin("PPTSld") && parent.IsFramesMode() ) padding=3D6 cltWidth=3Ddocument.body.clientWidth-padding cltHeight=3Ddocument.body.clientHeight-padding factor=3D(1.0*cltWidth)/g_origW if( cltHeight < g_origH*factor ) factor=3D(1.0*cltHeight)/g_origH newSize =3D g_origSz * factor if( newSize < 1 ) newSize=3D1 s=3DSlideObj.style s.fontSize=3DnewSize+"px" s.posWidth=3Dg_origW*factor s.posHeight=3Dg_origH*factor s.posLeft=3D(cltWidth-s.posWidth+padding)/2 s.posTop=3D(cltHeight-s.posHeight+padding)/2 if( g_scaleHyperlinks ) ScaleHyperlinks( factor ) } function _InitAnimations() { animRuntimeInstalled =3D ''+document.body.localTime !=3D 'undefined'; isFullScreen =3D (window.name =3D=3D "PPTSld") && !parent.IsFramesMode(); g_animUseRuntime =3D g_showAnimation && animRuntimeInstalled && !(isFullSc= reen && parent.IsSldVisited()); if( g_animUseRuntime ) { collSeq =3D document.all.tags("seq"); if( collSeq !=3D null ) { for(ii=3D0;ii numSlds ) gSldJumpIdx =3D numSlds; if ( gSldJumpIdx >=3D 0 ) { if ( gSldJumpIdx =3D=3D 0 ) gSldJumpIdx =3D 1; var jumpTo =3D parseInt(gSldJumpIdx); gSldJump =3D 0; gSldJumpIdx =3D ""; win.GoToSld( parent.GetSldList().mList[jumpTo-1].mSldHref ) } } } function _KDH() { if( event.keyCode =3D=3D 8 ) { event.returnValue =3D 0; parent.GoToPrevSld(); } } function DocumentOnClick() { if( IsNts() || parent.HideMenu() ) return; if( ( g_allowAdvOnClick && !parent.IsFramesMode() ) || (event && (event.keyCode=3D=3D32) ) ) parent.GoToNextSld(); } var g_supportsPPTHTML =3D SupportsPPTHTML(), g_scaleInFrame =3D 1, gId=3D""= , g_bgSound=3D"", g_scaleHyperlinks =3D false, g_allowAdvOnClick =3D 1, g_showInBrowser = =3D 0, gLoopCont =3D 0, gUseSldTimings =3D 1; var g_showAnimation =3D g_supportsPPTHTML && SupportsPPTAnimation() && ( (w= indow.name=3D=3D"PPTSld" && !parent.IsFramesMode()) || g_showInBrowser );va= r g_animManager =3D null; var g_animUseRuntime =3D false; var g_animItemsToHide, g_animInteractiveItems, g_animSlideTime; var g_animMainSequence =3D null; var ENDSHOW_MESG=3D"End of slide show, click to exit.", SCREEN_MODE=3D"Fram= es", gIsEndShow=3D0, NUM_VIS_SLDS=3D38, SCRIPT_HREF=3D"script.js", FULLSCR_= HREF=3D"fullscreen.htm"; var gCurSld =3D gPrevSld =3D 1, g_offset =3D 0, gNtsOpen =3D gHasNts =3D gO= tlTxtExp =3D 0, gHasNarration =3D 0, gOtlOpen =3D true window.gPPTHTML=3DSupportsPPTHTML() var gMainDoc=3Dnew Array(new hrefList("slide0001.htm",1,-1,1),new hrefList(= "slide0002.htm",1,-1,1),new hrefList("slide0003.htm",1,-1,1),new hrefList("= slide0004.htm",1,-1,1),new hrefList("slide0005.htm",1,-1,1),new hrefList("s= lide0006.htm",1,-1,1),new hrefList("slide0007.htm",1,-1,1),new hrefList("sl= ide0008.htm",1,-1,1),new hrefList("slide0009.htm",1,-1,1),new hrefList("sli= de0010.htm",1,-1,1),new hrefList("slide0011.htm",1,-1,1),new hrefList("slid= e0012.htm",1,-1,1),new hrefList("slide0013.htm",1,-1,1),new hrefList("slide= 0014.htm",1,-1,1),new hrefList("slide0015.htm",1,-1,1),new hrefList("slide0= 016.htm",1,-1,1),new hrefList("slide0017.htm",1,-1,1),new hrefList("slide00= 18.htm",1,-1,1),new hrefList("slide0019.htm",1,-1,1),new hrefList("slide002= 0.htm",1,-1,1),new hrefList("slide0021.htm",1,-1,1),new hrefList("slide0022= .htm",1,-1,1),new hrefList("slide0023.htm",1,-1,1),new hrefList("slide0024.= htm",1,-1,1),new hrefList("slide0025.htm",1,-1,1),new hrefList("slide0026.h= tm",1,-1,1),new hrefList("slide0027.htm",1,-1,1),new hrefList("slide0028.ht= m",1,-1,1),new hrefList("slide0029.htm",1,-1,1),new hrefList("slide0030.htm= ",1,-1,1),new hrefList("slide0031.htm",1,-1,1),new hrefList("slide0032.htm"= ,1,-1,1),new hrefList("slide0033.htm",1,-1,1),new hrefList("slide0034.htm",= 1,-1,1),new hrefList("slide0035.htm",1,-1,1),new hrefList("slide0036.htm",1= ,-1,1),new hrefList("slide0037.htm",1,-1,1),new hrefList("slide0038.htm",1,= -1,1)); /********************************************* Frameset functions These functions control slide navigation and state of the frameset. **********************************************/ function FullScrInit() { g_allowAdvOnClick =3D GetCurSld().mAdvOnClk document.body.style.backgroundColor=3D"black" document.oncontextmenu=3Dparent._CM; document.onkeydown =3D _KDH; document.ondragstart=3DCancel document.onselectstart=3DCancel self.focus() } function Redirect( frmId ) {=09 var str=3Ddocument.location.hash,idx=3Dstr.indexOf('#'), sId=3DGetSldId() if(idx>=3D0) str=3Dstr.substr(1); if( window.name !=3D frmId && ( sId !=3D str) ) { obj =3D GetObj("Main-File") window.location.href=3Dobj.href+"#"+sId return 1 } return 0 } var MHTMLPrefix =3D CalculateMHTMLPrefix();=20 function CalculateMHTMLPrefix() { if ( document.location.protocol =3D=3D 'mhtml:') {=20 href=3Dnew String(document.location.href)=20 Start=3Dhref.indexOf('!')+1=20 End=3Dhref.lastIndexOf('/')+1=20 if (End < Start)=20 return href.substring(0, Start)=20 else=20 ret