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Ң_jt}z$Ƒyވ*Tk\v!i&A3{}D^H8dzϤ ^Sa#%N9`ĕݤWWdooR+v8Nm4:mV7_Fx*Ql@NT]c~b\E{HrF: ΑMR}Ej(y).c p 9}wZM%0z[wEIPw]*qX/G8Q}nmPK!2drs/downrev.xmlDN@E&䙸10@e h7G۴7,o͹9`:q$ &qiuÕhdeRp& SmOӱ)*CS)}YA?=q 1Jj7&\l8>sMe[˧vߙaUY^fJ GpڻIq)QoZ~񰜁8?9@NAQPK-!Zf[Content_Types].xmlPK-!1_a /_rels/.relsPK-!j4$*drs/shapexml.xmlPK-!2|drs/downrev.xmlPK0   UGoals for Today $    x m 0e0e?Rectangle 30 `  Learn about services and resources from NCHE Become familiar with the basic concepts of the McKinney-Vento Act Learn good practices and implementation strategies by networking with colleagues   R-k___PPT10i.+D=' = @B +"r yqPY(  _  ZP ?*Footer Placeholder 3 "`   6NCHE " www.serve.org/ncheL Gfgfgf     x`L 0e0e?Rectangle 2"ÍPK!Zf[Content_Types].xmlMO &2WR=cJ`F0iK`#̼vLw 9uSq:w`G ^i ½KI)c/ $oVjTMRc|}042ҥCƔM̏P~*ka/8^DkHbL8e i"K\XN\6rco4y@_;oPK!1_a _rels/.relsj0 ѽqCNo^K [ILcX&m߾0XFo;>0xM e`|X}đ I`߽N4aG2$RKIZ)4(M9`ctB{m:f@`3n|O,ܗr޾jxR0T ,0@}WBLǬ5vPK!|"drs/shapexml.xmlTn8}_`kq]1".`FHl%) nz3˙C^9Xc))m՘M&?=ܞ}2ikT&u}'ym|4VNjZ `f9 գx<)ϻcۯhLN&wZW%h%&r4(7@V!h*GH@8rv7u}*<_(FAKC ZItr9]L.6,|#M8iqE@ !@X,ţ#!8A6)j"3}1N%ũ V3Y'Eb<ޗ(Lޕt·gr`C:h=Սlh!(p/j%AZr6H= $XJTvHڊV"5:>)s0.f $vݛš|W uhܨ^'z="E?[qd7J"՚@>v>gmZI"L*s)zfK x4pk5; y)_ Zܜ2t,pQv֑mXjEǩ 6ZM7ˈAtR9MZ(ҩkl5`Ol˷գ(tBPGNÃsd0kT_+8JmCmm2Cz~cŝVS L޴_t`k4WJ( JJPK% yD pv5woPK!drs/downrev.xmlDMO0DHkQ E%ԭ pHʅoK{,pb(ଂYl`;ǫ9h5ΒX-Xjw5DPy* mOMdSs ;=܌2ϲBlzq}m?o W;L_9 ϋ{>}A$t*PK-!Zf[Content_Types].xmlPK-!1_a /_rels/.relsPK-!|"*drs/shapexml.xmlPK-!zdrs/downrev.xmlPK0   P About NCHE  $ T   xM 0e0e?Rectangle 30 `  U.S. Department of Education s homeless education technical assistance and information center Website: www.serve.org/nche$z ZggLgyX  HN ?Rectangle 4M] ,Helpline: 800-308-2145 or homeless@serve.org,- ffN,]  HQ ?Rectangle 5]V  %Listserv: contact bhartnes@serve.org 8%  ffP$Z  HS ?Rectangle 6 ]  .NCHE products: www.serve.org/nche/products.php,/ f fR.x  NT ?Rectangle 7Y ]@  6Local Liaison Toolkit: www.serve.org/nche/training.php<7 ff fT6 R-k___PPT10i.IW+D=' = @B +"   p (  _  ZJ ?*Footer Placeholder 3 "`   6NCHE " www.serve.org/ncheL Gfgfgf    JT ?Rectangle 27M ` LMain themes of the McKinney-Vento Act: School access School stability Support for academic success Child-centered, best interest decision making Critical role of the local homeless education liaisonB'0 Z0 Z'ff    xV 0e0e?Rectangle 2"ÑPK!Zf[Content_Types].xmlMO &2WR=cJ`F0iK`#̼vLw 9uSq:w`G ^i ½KI)c/ $oVjTMRc|}042ҥCƔM̏P~*ka/8^DkHbL8e i"K\XN\6rco4y@_;oPK!1_a _rels/.relsj0 ѽqCNo^K [ILcX&m߾0XFo;>0xM e`|X}đ I`߽N4aG2$RKIZ)4(M9`ctB{m:f@`3n|O,ܗr޾jxR0T ,0@}WBLǬ5vPK!W1\3'drs/shapexml.xmlTn8}_`"uĈ\$Q} FeH-I9NgHu(Zg8ù\:Z5<0BVd٥>H[2n;ϻLnC棑/%v@V[R6)LGMQK 2[;ډlv9P DDʖ;?C?L~0/T.n[Ekb5c"t24A+NWa҆oz$ [[,i^$`>T4^xv=91|:ECdg0TRJL.А)a5epR$f}iێ]ɪM|x0M@C^P_nWD#PKn D1=7* Uu@I[ܺ]&'y b p #pvwPK!Hdrs/downrev.xmlDn0DV8p @=$6^؎lcqhћ-z݊;X0$ ؔV5Bo | .a1Q|*B%"TJ_֬l&v4]%sVd,55&>Xjq~UY^fD>yS毼 a2 oר|`m49PK-!Zf[Content_Types].xmlPK-!1_a /_rels/.relsPK-!W1\3'*drs/shapexml.xmlPK-!Hdrs/downrev.xmlPK0   \The McKinney-Vento Act $ w   xW 0e0e?Rectangle 30 `  eSubtitle VII-B of the McKinney-Vento Homeless Assistance Act; reauthorized by Title X, Part C of NCLBf Zf f R-ky___PPT10Y+D=' = @B +"     (   _  ZX ?*Footer Placeholder 3 "`   6NCHE " www.serve.org/ncheL Gfgfgf     xY 0e0e?Rectangle 2"ËPK!Zf[Content_Types].xmlMO &2WR=cJ`F0iK`#̼vLw 9uSq:w`G ^i ½KI)c/ $oVjTMRc|}042ҥCƔM̏P~*ka/8^DkHbL8e i"K\XN\6rco4y@_;oPK!1_a _rels/.relsj0 ѽqCNo^K [ILcX&m߾0XFo;>0xM e`|X}đ I`߽N4aG2$RKIZ)4(M9`ctB{m:f@`3n|O,ܗr޾jxR0T ,0@}WBLǬ5vPK!\1 drs/shapexml.xmlTmo0vlkmHT-C|DiC;N󜝕A*wbo9QTzA9XX9v#c(C?d<9;M6,#M_q~I@ !﹠@X$Ń#tlt0xM e`|X}đ I`߽N4aG2$RKIZ)4(M9`ctB{m:f@`3n|O,ܗr޾jxR0T ,0@}WBLǬ5vPK!7"drs/shapexml.xmlTn=w|[JIA*AJ[ E(껬fwkom/!y4U.C^9_[3oR(Sز6zsA ȔQsx겝Vv.![Րk[e k(uAW&PFFdPm>k׎vv.t8L0*F+1^1!ПDS:z@"9|ԕsa| sr,VQ:h%a.ǣx:M6,#M8\qqI@ !@X$Ń#tb|+D=' = @B +"i ph(P(  (_ ( Zm ?*Footer Placeholder 3 "`   6NCHE " www.serve.org/ncheL Gfgfgf   (  xc 0e0e?Rectangle 2"PK!Zf[Content_Types].xmlMO &2WR=cJ`F0iK`#̼vLw 9uSq:w`G ^i ½KI)c/ $oVjTMRc|}042ҥCƔM̏P~*ka/8^DkHbL8e i"K\XN\6rco4y@_;oPK!1_a _rels/.relsj0 ѽqCNo^K [ILcX&m߾0XFo;>0xM e`|X}đ I`߽N4aG2$RKIZ)4(M9`ctB{m:f@`3n|O,ܗr޾jxR0T ,0@}WBLǬ5vPK!KXU:drs/shapexml.xmlTMo8@ZB"1F`D)z,FeH.I9v~}IIsX,̛7|h% |ișPwgW9O"p&sr& \-O]mK[+P<r0pY eM,l™qD )ؘztd˝ASYzBaJm1rhZTpX24@/ÜOƳlz9]5wH㴹@&TkeMYZkVhx΅:c@pE9ݜ+6;L(q쇗 G* M<6-0znmZS*}HH'N˦ 0I(6iHD]c܂pEw^|[=Bv*z:4qN2՗el%g7)r 8[nJu|/wmM%88>xt7 AIQ7m*_~$DXQ|('PK!!])drs/downrev.xmlDN0HHܨ MV 8$nK6mXบ|j8c$A8qcxu"DdcRp \ѡH*011d1L@y11m/l*-v `Vi.[VDzzmJ./D1?gʙ^tj淳ӗt!WSn ?PK-!Zf[Content_Types].xmlPK-!1_a /_rels/.relsPK-!KXU:*drs/shapexml.xmlPK-!!])drs/downrev.xmlPK0   TWho Qualifies? $  (  x d 0e0e?Rectangle 30 `2  YChildren or youth who lack a fixed, regular, and adequate nighttime residence, including:6Z 7  Z ( J@e ?Rectangle 122_ 6Sharing the housing of others due to loss of housing, economic hardship, or similar reason ( doubling up )k kf kK ( J`f ?Rectangle 136_@  oLiving in motels, hotels, trailer parks, camping grounds due to the lack of adequate alternative accommodationsp pf p ( Jg ?Rectangle 15# `c  CLiving in emergency or transitional shelters Abandoned in hospitalsD Df D R-k___PPT10i.{W n+D=' = @B +"  , (  ,_ , Zg ?*Footer Placeholder 3 "`   6NCHE " www.serve.org/ncheL Gfgfgf   ,  xi 0e0e?Rectangle 20 `  #Awaiting foster care placement Living in a public or private place not designed for humans to live Living in cars, parks, abandoned buildings, substandard housing, bus or train stations, or a similar setting&c m P"   ,  ~ j 0e0e?Rectangle 7"PK!Zf[Content_Types].xmlMO &2WR=cJ`F0iK`#̼vLw 9uSq:w`G ^i ½KI)c/ $oVjTMRc|}042ҥCƔM̏P~*ka/8^DkHbL8e i"K\XN\6rco4y@_;oPK!1_a _rels/.relsj0 ѽqCNo^K [ILcX&m߾0XFo;>0xM e`|X}đ I`߽N4aG2$RKIZ)4(M9`ctB{m:f@`3n|O,ܗr޾jxR0T ,0@}WBLǬ5vPK! _drs/shapexml.xmlT]o;}t*`[ E(xm_K yjbx>ΙχVj? 9U6slʙ*Z9? ?/pm2g+9zo[ђPڶq #P+jR>7k~|2Nf)jAHb#AoXrd$SYzBۢs-kVPψ; U!Ր247^ s>Ƴhv?LRESvmהf=<_ t:(J.FI_b P\J$8R)%R&[] 95ϟ [gΞ,:oG/ ce|9b_kյK-#Jx[eqRJ c<|#kX^[2"~|6N? zNPKvˆDQ9$7@#s|@'kA+ukwZ+WWI;LS%'e;L.=Si>}߾[_fxڢ[Jx]|PrM<kʀ=AY:kVhx΅:c8E9ݜ+6;,(q [O*_<5-ģnmZTL; ~qZ6UX It Ak+Q$<ѝ6VO} N#Z s`F/Ke%g7)r8[nz|/Ǿ{|lIaQ(E6QwaIdaF'PK!ydrs/downrev.xmlDN0HH\u RӆB) !^4cq(ьѷNgr`>K@WV\+,wK> k- ynno֘i;rACEPAI髆 cw`R;#)I`?&DҢ;vy^JM/ M<Ǹw ]-S~9V9/FS_PK-!Zf[Content_Types].xmlPK-!1_a /_rels/.relsPK-! _*drs/shapexml.xmlPK-!ydrs/downrev.xmlPK0   [Who Qualifies? (cont) $ J , J@k ?Rectangle 13_ jMigratory children living in the above circumstances Unaccompanied youth living in the above circumstances"k0 Pk&f k R-ky___PPT10Y+D=' = @B +"  0(  0_ 0 Zj ?*Footer Placeholder 3 "`   6NCHE " www.serve.org/ncheL Gfgfgf    0  xl 0e0e?Rectangle 30 `6  =yFollow a process Step 1. Get the facts. Sample enrollment questionnaire at www.serve.org/nche/downloads/toolkit/app_d.pdfR  R #/K.\Ky 0  xm 0e0e?Rectangle 2"ýPK!Zf[Content_Types].xmlMO &2WR=cJ`F0iK`#̼vLw 9uSq:w`G ^i ½KI)c/ $oVjTMRc|}042ҥCƔM̏P~*ka/8^DkHbL8e i"K\XN\6rco4y@_;oPK!1_a _rels/.relsj0 ѽqCNo^K [ILcX&m߾0XFo;>0xM e`|X}đ I`߽N4aG2$RKIZ)4(M9`ctB{m:f@`3n|O,ܗr޾jxR0T ,0@}WBLǬ5vPK! RBdrs/shapexml.xmlTMo8@H(Nb @v 豠(VM\r>P`̛77$;a]UA?)U~y?Rj#tX#P'Gx|5XԮ4+$[Y3WCGb-hKOp,5ߺ 0eD,R9GL V?o]'V0@[/}A'l2fd ɺ4 ~r4<@NgYrCu%=!$ft}+GeR?h5 iBɳe3 gg x\^gSMuQ}2֌)R. ;s旪4*d+[[+ܽ< 9K .`1at*bC >2T  #דyO_KᦓI2[iPu,װk(9/ޫ\a if?ԛV&4?l.߾& Eh r PK-!Zf[Content_Types].xmlPK-!1_a /_rels/.relsPK-! RB*drs/shapexml.xmlPK-!$drs/downrev.xmlPK0   ]Determining Eligibility $  0 Ho ?Rectangle 5= `j h<Step 2. Analyze the facts. Does the living situation fit into one of the specific examples of homelessness listed in the law? Does the living situation fit another type of situation that is not fixed, regular, and adequate? Step 3. Get additional input. Determining Eligibility brief at www.serve.org/nche/briefs.php0 Z0 Z0 Z?0 Zffff ff^< 0 HA ?Rectangle 6 _ >Remember the importance of making case-by-case determinations."?0 Z?f ? R-ky___PPT10Y+D=' = @B +"    04 (  4_ 4 Z@B ?*Footer Placeholder 3 "`   6NCHE " www.serve.org/ncheL Gfgfgf   4  x`C 0e0e?Rectangle 2"ÊPK!Zf[Content_Types].xmlMO &2WR=cJ`F0iK`#̼vLw 9uSq:w`G ^i ½KI)c/ $oVjTMRc|}042ҥCƔM̏P~*ka/8^DkHbL8e i"K\XN\6rco4y@_;oPK!1_a _rels/.relsj0 ѽqCNo^K [ILcX&m߾0XFo;>0xM e`|X}đ I`߽N4aG2$RKIZ)4(M9`ctB{m:f@`3n|O,ܗr޾jxR0T ,0@}WBLǬ5vPK! drs/shapexml.xmlTmo0vlkmHT-C|DiC;N󜝕A+9w&mXG19@ !﹠@X$Ń#tltN}nuɗ7ރ rlu-txYshp#SiF]Pv) hS]ՐB73=.*5 Wh:,4ӾZ(Iz=u{<~>/>\ii,!wZd]ng'+ ܀o~PK-!Zf[Content_Types].xmlPK-!1_a /_rels/.relsPK-! *drs/shapexml.xmlPK-!Adxdrs/downrev.xmlPK0   VSchool Selection $ _ 4  xD 0e0e?Rectangle 30 `  OStudents experiencing homelessness have the right to attend one of two schools:P P  P 4 JF ?Rectangle 10 `; Local Attendance Area School any public school that students living in the same attendance area are eligible to attend School of Origin school attended when permanently housed or school in which last enrolled Z  I &fZ&f&fI&f  R-k___PPT10i.!+D=' = @B +"  P8(  8_ 8 Z`F ?*Footer Placeholder 3 "`   6NCHE " www.serve.org/ncheL Gfgfgf    8  xG 0e0e?Rectangle 2"PK!Zf[Content_Types].xmlMO &2WR=cJ`F0iK`#̼vLw 9uSq:w`G ^i ½KI)c/ $oVjTMRc|}042ҥCƔM̏P~*ka/8^DkHbL8e i"K\XN\6rco4y@_;oPK!1_a _rels/.relsj0 ѽqCNo^K [ILcX&m߾0XFo;>0xM e`|X}đ I`߽N4aG2$RKIZ)4(M9`ctB{m:f@`3n|O,ܗr޾jxR0T ,0@}WBLǬ5vPK!\k0 drs/shapexml.xmlUMo6 x-vlʼnȋ@F`DYXPekM*I9v~}ߐq(@mjfF_b{i]ctϿ94U7xwvřBWB-3~]uvi]:r+[ᾘNjjc[ᱵQg GM٨ \y$eMd>O8ӢY"lG]<"ʔ;7#M0O]L_-R9O›sdv5$A>l 6x}4*p&t[3^zY,=8_~$Sʦ?c$:sod0WۀQ.QAP9/ihCZ`v҆D:0Bm@(yBGk)V&)#zP5 iGM1\4Plo-ne _7A[Ke֢ϟO8m1ςEZ@amکEۦ5ߛ)2θgrG7 WDg\O0ɃNZOI 0XQq⑦g[ުtkkLd"Cq*M6wR1T0FYHGS $uq L齴zb탨xD48 zmre 8\;TX+=0S. Zt"*JAQ>,AY~ A`C5tP߅7/n-PK!Kdrs/downrev.xmlDN0DHuQT&ԭZe 6NۑmXhFgtQHw$4VvÙFbo 8j'Sб -3B2}H؁Lvi 1K=HG3A@ϊCCqs[47 X1UUKzf4۽k} ' Eh | PK-!Zf[Content_Types].xmlPK-!1_a /_rels/.relsPK-!\k0 *drs/shapexml.xmlPK-!Kdrs/downrev.xmlPKc0   cSchool Stability $ $$  8  xI 0e0e?Rectangle 30 `  BWhen deciding which school the student will attend, the best interest of the student is the top priority. Best interest: keep homeless students in their schools of origin, to the extent feasible, unless this is against the parent s or guardian s wishes Local liaisons work together with unaccompanied youth to determine which school would be in the youth s best interest to attend.~ P~" ~ R-ky___PPT10Y+D=' = @B +"    p< (  <_ < Z@K ?*Footer Placeholder 3 "`   6NCHE " www.serve.org/ncheL Gfgfgf   <  x 0e0e?Rectangle 2"þPK!Zf[Content_Types].xmlMO &2WR=cJ`F0iK`#̼vLw 9uSq:w`G ^i ½KI)c/ $oVjTMRc|}042ҥCƔM̏P~*ka/8^DkHbL8e i"K\XN\6rco4y@_;oPK!1_a _rels/.relsj0 ѽqCNo^K [ILcX&m߾0XFo;>0xM e`|X}đ I`߽N4aG2$RKIZ)4(M9`ctB{m:f@`3n|O,ܗr޾jxR0T ,0@}WBLǬ5vPK!0߈T;drs/shapexml.xmlTQo6 ~ u%u61EPǃlˉ/IrGɗ0)"?~y)ηF1gRWnfο<ݟM9AZ(vcso.k9߆`W[ XkDmFI/u:5Q'Zp];ڱxqE,.]2`įxF?`9bsy+EqGP ݲp@ڠ$ÜOdvu.^1i}FiBg瓫1*y<βAXE ./.&eBfp3|2d< ٳ 4' q3ΰqo5[QfBW:Up2`+]؊L)|x:#e$t [ae4WQ"(pě )DBp6(=(сQjvSlDY !YKwnmJ)< m5Pֽ>1nm Ә~c{kq'?pU{ۄeTi-$#,QZlCmC&[2v :!FHpp4InC=To>>{9oFU(wuż}h<ͧ1+QZ.IA^N_%@NAPK-!Zf[Content_Types].xmlPK-!1_a /_rels/.relsPK-!0߈T;*drs/shapexml.xmlPK-!q}Adrs/downrev.xmlPK0   VSchool Selection $  <  ~ 0e0e?Rectangle 30 `  Students can continue attending their school of origin the entire time they are homeless, and until the end of any academic year in which they move into permanent housing. P" o < J ?Rectangle 11 `  If a student becomes homeless in between academic years, he or she can continue attending the school of origin for the following academic year."0 P&f  R-ky___PPT10Y+D=' = @B +"-  D<@$(  @_ @ Z` ?*Footer Placeholder 3 "`   6NCHE " www.serve.org/ncheL Gfgfgf   @  x 0e0e?Rectangle 2"ÊPK!Zf[Content_Types].xmlMO &2WR=cJ`F0iK`#̼vLw 9uSq:w`G ^i ½KI)c/ $oVjTMRc|}042ҥCƔM̏P~*ka/8^DkHbL8e i"K\XN\6rco4y@_;oPK!1_a _rels/.relsj0 ѽqCNo^K [ILcX&m߾0XFo;>0xM e`|X}đ I`߽N4aG2$RKIZ)4(M9`ctB{m:f@`3n|O,ܗr޾jxR0T ,0@}WBLǬ5vPK!c;drs/shapexml.xmlTn8}/@u@v b$QbԒ{T\7Ez3˙boDZʔj:_N.LEWwu܄F#_nTK픁֭GS^@Z=g#0evyrLMɋ)jAbѠXr`W=#)|ԍsy| [r,FQ&h%>|rixa{IlV/+ *uR<;BZӟ <@Hý7ԩ@ ndlD7Ax]+*Ԓ[ƴAudrs/downrev.xmlDN0EHk*NYT%ԭ TH !<؎M X{VH>*dK[[+8o ;K `\0ds:\!E Jʆ Ƭr R{uwdrs/downrev.xmlPK0   Q Feasibility  $  @  x 0e0e?Rectangle 30 `  XU.S. Department of Education possible factors to consider when determining feasibility (2004 Non-Regulatory Guidance, p.14): The age of the child or youth The distance of a commute and the impact it may have on the student s education Personal safety issues The student s need for special instruction (e.g., special education and related services) The length of anticipated stay in a temporary shelter or other temporary location The time remaining in the school year. The placement determination should be a student-centered, individualized determination.v} PX PX P}""9"W  " - R-ky___PPT10Y+D=' = @B +"( ?7D(  D_ D Z ?*Footer Placeholder 3 "`   6NCHE " www.serve.org/ncheL Gfgfgf   D J ?Rectangle 15 `' UIf the student is living outside of the district of origin, the district where the student is living and the district of origin must determine how to divide the responsibility and cost, or they must share the responsibility and cost equally. 0 Zf  D  x@ 0e0e?Rectangle 2"ûPK!Zf[Content_Types].xmlMO &2WR=cJ`F0iK`#̼vLw 9uSq:w`G ^i ½KI)c/ $oVjTMRc|}042ҥCƔM̏P~*ka/8^DkHbL8e i"K\XN\6rco4y@_;oPK!1_a _rels/.relsj0 ѽqCNo^K [ILcX&m߾0XFo;>0xM e`|X}đ I`߽N4aG2$RKIZ)4(M9`ctB{m:f@`3n|O,ܗr޾jxR0T ,0@}WBLǬ5vPK!3։VQ9drs/shapexml.xmlT]o }x|icՙH&EUTmxIYiK%zp={>[AvFɌ>)TU#}|=:&+&=pK?߿ҩMuF7t0冷~TKjeZ56rCV tвF9\ʻʐl8%H"=/b-8A0Xrk{0oT=p>2BN 6F=m8TEo;ht>x̦y0Fbm(ڴ ~RUd:tr!)N_"|2I닋@BNFU(wR晒'1W g$r6s)N=kJ͘,qkFKg(Kj2ץhc3xҁ;o!ER^cG.w$%LLm( ,C0!v<4B5LU~`E3v11@nG fVhcٻq7 iGc\ic;ؗ0^q<E?[qaNJ5Kfi\kVh"8\=昏`o<˨D ?>Mt*%[n(8I)g%l=ߢ7VF:ضu YүR6BDS7?9؉r8 ik[p⏨qo'Rܳ ^BG<7q^_D}I|^NVf]S.ǻCc[^΃°Y N>?΄a7΢o(?? Q;VUc}0PK!isdrs/downrev.xmlDN0EH5HTHV,vO8ئu,չ:e48e$AXs`~2)8lGPV$t!Ƞؑ8u; ]+cA^gٍ4szpǎ}m?<׃U:[S*uyW3bnW YOA^N@NAKPK-!Zf[Content_Types].xmlPK-!1_a /_rels/.relsPK-!3։VQ9*drs/shapexml.xmlPK-!isdrs/downrev.xmlPK0   TTransportation $  D  x` 0e0e?Rectangle 3C `  Districts must provide homeless students with transportation to and from their school of origin, at a parent s or guardian s request (or at the liaison s request for unaccompanied youth). If the student s temporary residence and the school of origin are in the same district, that district must provide or arrange transportation.,J  J R-ky___PPT10Y+D=' = @B +"    H (  H_ H Z ?*Footer Placeholder 3 "`   6NCHE " www.serve.org/ncheL Gfgfgf   H  x@ 0e0e?Rectangle 2"ýPK!Zf[Content_Types].xmlMO &2WR=cJ`F0iK`#̼vLw 9uSq:w`G ^i ½KI)c/ $oVjTMRc|}042ҥCƔM̏P~*ka/8^DkHbL8e i"K\XN\6rco4y@_;oPK!1_a _rels/.relsj0 ѽqCNo^K [ILcX&m߾0XFo;>0xM e`|X}đ I`߽N4aG2$RKIZ)4(M9`ctB{m:f@`3n|O,ܗr޾jxR0T ,0@}WBLǬ5vPK!۷ S@drs/shapexml.xmlTn6}/ ZdmBEb m#0,(֚"Yr|ZǛb83 gΜ~>tuV|S"u6pqCLLj% z~^ۭɝ!x\n 䣑[1IknF 'g:9QZEpY ڒ.|2"b> )HFG]z€c `د-{A? Ji1rhZv3"X,fKoe:_5<%b,?4(-u.'1*y|s3"'i !$fu} +GeR?h5 iJɋe3 4'x]^gsMuQ}2֌)R.K;sW4퓵`+uowF+T̅ZaՠƓ0,u8'e;`r'{4-E޿iv>"U_q@mmcxq "DgI,'3,;؊ulCl(PAXH ru`ӷR{<0 2nrC#=toigZ~_ձޚR󳴜:_z +}>~^W"yǶl rPK-!Zf[Content_Types].xmlPK-!1_a /_rels/.relsPK-!۷ S@*drs/shapexml.xmlPK-!B4Hdrs/downrev.xmlPK0   [Transportation (cont) $ 0 H  x` 0e0e?Rectangle 30 `  dDistricts must provide students in homeless situations with transportation services comparable to those provided to other students. School districts must eliminate barriers to the school enrollment and retention of students experiencing homelessness (including transportation barriers). Z  R-ky___PPT10Y+D=' = @B +"C Z R L: (  L_ L Z ?*Footer Placeholder 3 "`   6NCHE " www.serve.org/ncheL Gfgfgf   L  x 0e0e?Rectangle 2"úPK!Zf[Content_Types].xmlMO &2WR=cJ`F0iK`#̼vLw 9uSq:w`G ^i ½KI)c/ $oVjTMRc|}042ҥCƔM̏P~*ka/8^DkHbL8e i"K\XN\6rco4y@_;oPK!1_a _rels/.relsj0 ѽqCNo^K [ILcX&m߾0XFo;>0xM e`|X}đ I`߽N4aG2$RKIZ)4(M9`ctB{m:f@`3n|O,ܗr޾jxR0T ,0@}WBLǬ5vPK!JP5drs/shapexml.xmlTn6}/ Zd}M"/i eǂ([kdIʱ=C*N6EP39sr)vηF|i̙ԕ[קϜ t-2'寿[g3]6|🌕ƸN\vdRSx|5DOCa7qsO'@ElG]r6`S; ! bsy'E3"WP ݱp@ڠ$c|qu=]\/%c";6Ya=̯ (fAdXl .a[J.Y&d6 ;SȹT&UIFTȸΞ^8Ԡy1ρ$Rl#GzDPz'Iy6 u­c<FQ-Lղye20Old-Z߹}$1:FRxXjа`6|bX݄jSvT1f{oq'f6?mٯ{:FZ˾x9H|y>&A"7[dk;M"K}~{8pe9}5BtA"Jԙ45'>iڙ}+ZڼQq4Q]X));Si:oJ /ި7r۴PVin >HWgV=~F:- Y^^AQn[C7t8X߅zTO9]\oݷ 5l7A!ERTC|JmAiqA.PK!I/drs/downrev.xmlDAO@&͘x-(VXD0xM e`|X}đ I`߽N4aG2$RKIZ)4(M9`ctB{m:f@`3n|O,ܗr޾jxR0T ,0@}WBLǬ5vPK!!|r% drs/shapexml.xmlVn:?Z\$ro#0]D٪)%)TǢ(n dR39sgV7Q2pY~:@uLVL(3z~}sS Kn`` o}4ʴakm1D$tвF9B]WƯʐlƔH" /b-8IGp,U=+`*P3D J9EN 0Fm8TEo;ht>d6Mϒ٤?Xf6kY u29OPQ2,{GJا$K8LF1|}qH2"ө_c2Q'WA!e)3 |3`M|yv: ,<O-kJ͘,53aj5sKһjvMҁkoER}GDX+IA zm ,CX܄؁" L`-+y϶ޜ-rk%E8R0Bތ#YNNnrU:c^%_>v?Evh-B5YpqZlܬL/onxvmӪoMg˓9#+"eT"b:H%[nz/9J){zE'oRuX-g!)Ju oM_|`'QTHOx]c܂Du|SݑBtUti|7,Kr"5r1 8,mR߯ý öf%8y~;Gtc/ ECi_J7Qb7'_>~ n<_>S/RT{TO+ZzPK!Ws|drs/downrev.xmlDN0DHkQR*uR 8$mIx٦MG3z\'rf nVQ>_߃Ycga\,19Pa&>W S`vxpY,C==5Toa;6YߊUyhr/j#nv;qx\s􁜂m)PK-!Zf[Content_Types].xmlPK-!1_a /_rels/.relsPK-!!|r% *drs/shapexml.xmlPK-!Ws|drs/downrev.xmlPK0   pEnrollment (cont.)0  $$$  P  x@N 0e0e?Rectangle 30 `  Homeless children and youth have the right to enroll in school immediately, even if they do not have documentation normally required for enrollment.   P H`O ?Rectangle 70_ If a student does not have immunizations, or immunization or medical records, the local liaison must assist immediately in obtaining them, and the student must be enrolled in the interim. Enrolling schools must obtain school records from the previous school, and students must be enrolled in school while records are obtained. Schools must make their records available when a student transfers to a new school or district. 0 Zf  R-ky___PPT10Y+D=' = @B +"7 NF0T.(  T_ T Zp ?*Footer Placeholder 3 "`   6NCHE " www.serve.org/ncheL Gfgfgf   T  x 0e0e?Rectangle 2"ÿPK!Zf[Content_Types].xmlMO &2WR=cJ`F0iK`#̼vLw 9uSq:w`G ^i ½KI)c/ $oVjTMRc|}042ҥCƔM̏P~*ka/8^DkHbL8e i"K\XN\6rco4y@_;oPK!1_a _rels/.relsj0 ѽqCNo^K [ILcX&m߾0XFo;>0xM e`|X}đ I`߽N4aG2$RKIZ)4(M9`ctB{m:f@`3n|O,ܗr޾jxR0T ,0@}WBLǬ5vPK!tqU=drs/shapexml.xmlTMo6 x-vdǎȋ@F`DY(֚"Yr}$N6b$= g޼|$9Z ziLP\׭5%3U3(I8yo7&wr){FD'mѶcW+Py(g.JJA%m]<(QCGb+hKOp5߻ 0e'D?-RDL!V?]V2@[/cAbͳ0Yk.&cc_ް\7 Ar:Nl!\=&Ys\M&S؆eBfr)ʤjggɿh^\N@ez5po5[껕fLqx-(tYy0V4dcO5$(y a|"6rN?'?H GD'P: 1 CjL`bT-'V/m[;6Zb. c5a8mz>1,3|=9Pqŝh0WmnVJڧc˗x4ΗhYjrCp<uwmRd\P.؏`oJ<dz/B>mvP%{a~0UhN|RagEoنuue, 8 )ic-gvR9mj([+4X$<ѽϤ}d5rF:mS}Ij//(9!W?twk5T9]\ ۅ{,){noS|d%lC |]Y~PK!?drs/downrev.xmlDn0DHVRKS *}HEv%v}.r43:E=; JeZx 4{kH<,7ҞME:,A/P@Pp4Ȥ`ƐktxNp<FeCv-y~ze+6u(uS qw/p+ Os`˷SB H~6PK-!Zf[Content_Types].xmlPK-!1_a /_rels/.relsPK-!tqU=*drs/shapexml.xmlPK-!?drs/downrev.xmlPK0   XDispute Resolution $  T  x 0e0e?Rectangle 30 `  Whenever a dispute arises, the parent, guardian, or youth must be provided with a written explanation of the school s decision, including the right to appeal. The school must refer the parent, guardian, or youth to the local liaison to carry out the dispute resolution process as expeditiously as possible, in accordance with the State Plan. While a dispute is being resolved, the student must be admitted immediately to the requested school and provided with services. Documentation should be kept for all local liaison interventions with parents, and not just formal disputes.C ZC C R-ky___PPT10Y+D=' = @B +"f }uPX](  X_ X Z ?*Footer Placeholder 3 "`   6NCHE " www.serve.org/ncheL Gfgfgf  d X H ?Rectangle 6_ States must make special efforts to identify and serve homeless youth. School personnel must be made aware of the specific needs of runaway and homeless youth. Local liaisons must help unaccompanied youth choose and enroll in a school, after considering the youth s wishes, and inform the youth of his or her appeal rights.  E0 PEf E X  x@ 0e0e?Rectangle 2"ûPK!Zf[Content_Types].xmlMO &2WR=cJ`F0iK`#̼vLw 9uSq:w`G ^i ½KI)c/ $oVjTMRc|}042ҥCƔM̏P~*ka/8^DkHbL8e i"K\XN\6rco4y@_;oPK!1_a _rels/.relsj0 ѽqCNo^K [ILcX&m߾0XFo;>0xM e`|X}đ I`߽N4aG2$RKIZ)4(M9`ctB{m:f@`3n|O,ܗr޾jxR0T ,0@}WBLǬ5vPK!V0qQ>drs/shapexml.xmlTo0~A5L-RIBM=NN@c{C>)e}J9wW ;nldF?)TU#p{6:&+&=pK?߿ҩMuF7t0冷~TKjeZp56rCV p2hY#.+n22:J$k$t' 8 0aD#Zl_7UFAUǢ74P N~q2&%Yf6[ϯX trq> Qt,{GJ'$K\Fc"eDSQ.jR扒G1W g1p_\&SMq]P"Ԍ^3Z:CI,x_V3.Fߙċ(ȹSi ni]$6pNu;'H ['P2 >bC#+L`XcTVO=m9[ J` c,{5a8:Y}dXx=&UȎ: oS^}6ubkn!>ZtQEY0qf)ظ_~YڦU?H)2(grG7 WDeT"_b;H-7`w7'>I3EĿ[4~(Uٶn!8 ~*x' VNVyOAFs\(r1ct*bC >2T  cדyxp$J Pu,qәk*9/>\aixCGH:I ou+~6\PK-!Zf[Content_Types].xmlPK-!1_a /_rels/.relsPK-!V0qQ>*drs/shapexml.xmlPK-!drs/downrev.xmlPK0   YUnaccompanied Youth $ \ X  x 0e0e?Rectangle 30 `  LUnaccompanied youth: a youth not in the physical custody of a parent or guardian To qualify for services, the student must also meet the Act s definition of homeless.   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Local liaisons must ensure that families and children have access to Head Start, Even Start, and other public preschool programs administered by the school district.  ` \ J ?Rectangle 12 `{ The reauthorized Head Start Act (Dec 2007) includes many provisions to serve young children who are homeless; additional information is available at www.naehcy.org/dl/headstartsum1207.pdf. IDEA and McKinney-Vento staff must work together to ensure that young homeless children who may need special education services are identified, evaluated, and served (IDEA s Child Find provision).\0 Zf(ff f f&b R-ky___PPT10Y+D=' = @B +"r   `i (  `_ ` Z ?*Footer Placeholder 3 "`   6NCHE " www.serve.org/ncheL Gfgfgf   `  x 0e0e?Rectangle 2"PK!Zf[Content_Types].xmlMO &2WR=cJ`F0iK`#̼vLw 9uSq:w`G ^i ½KI)c/ $oVjTMRc|}042ҥCƔM̏P~*ka/8^DkHbL8e i"K\XN\6rco4y@_;oPK!1_a _rels/.relsj0 ѽqCNo^K [ILcX&m߾0XFo;>0xM e`|X}đ I`߽N4aG2$RKIZ)4(M9`ctB{m:f@`3n|O,ܗr޾jxR0T ,0@}WBLǬ5vPK!V>drs/shapexml.xmlTO8~?i˯'%-V+I}Diul픖~?p:E2xo~\9uVs~yșPwgW9O"pf cffηޛ`ʭh}F(jm[Xl8 Zj_fmTז5 Gl™qD )XazCh迠,=#߀01rhZTq/ Xeh7^ 9gtrM/^u1kj~fBgGIA jɮb <4F*Q?R}Rvɭ7IA. sz5a8;U}bX&guٞB7[[Qeڛ]-Hk/'i.XhSjM3}p,u׵M7Rd*$ VNV{YRpbv'[б` )*hbS)CՐ0q=Yf{ F>}-M'I2[ Pu(î3:u-cVlLiyf?zܒNg //C$91PK-!Zf[Content_Types].xmlPK-!1_a /_rels/.relsPK-!V>*drs/shapexml.xmlPK-!:kdrs/downrev.xmlPK0   XAccess to Services $  `  x@" 0e0e?Rectangle 30 `  Students experiencing homelessness must have access to services for which they are eligible, including special education, programs for English learners, gifted and talented programs, and vocational and technical education. Homeless students are automatically eligible to receive free school meals; the USDA permits local liaisons and shelter directors to qualify homeless students for free meals by providing a list of names with effective dates.   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Undocumented students have the same right to attend public school as U.S. citizens (Plyler v. Doe) and are covered by the McKinney-Vento Act to the same extent as other eligible students. ( Z%%f R-ky___PPT10Y+D=' = @B +"# : 2 h (  h_ h Z' ?*Footer Placeholder 3 "`   6NCHE " www.serve.org/ncheL Gfgfgf   h  x( 0e0e?Rectangle 2"ËPK!Zf[Content_Types].xmlMO &2WR=cJ`F0iK`#̼vLw 9uSq:w`G ^i ½KI)c/ $oVjTMRc|}042ҥCƔM̏P~*ka/8^DkHbL8e i"K\XN\6rco4y@_;oPK!1_a _rels/.relsj0 ѽqCNo^K [ILcX&m߾0XFo;>0xM e`|X}đ I`߽N4aG2$RKIZ)4(M9`ctB{m:f@`3n|O,ܗr޾jxR0T ,0@}WBLǬ5vPK!*"drs/shapexml.xmlTn6}/ Zddm^$0#ʢHl)%) xy( 3\\n>;-ʇ֚0B֭.䗧ORH&mZ?ݸypMQv:e k(ۑ*()QGjQk̡pTpxֈe|5~U(Z !aK4g] Ձw"| VD|q2Q+ 9̦0k·lN㝭_74/2?4_x=y0fv911ӏ0\RKL߭NА`u!*vbUwI ;r*)a"{ !AP^~J2 u)m@ZSIzRj,^혵͝'pkmzRRZa\ It7g51Wm(uiܩ6_iٯ:&X˾x=H<`o$He5́c|.;\}vk!E ŗ{zDqNg.xMv!4H{>+AWwn_eu.6&ѡ+(8Vܷ&X|p=N.GE:RMLŮ~#iypN fmr+r{EF)myro耓4X߹fTt껴/ (ʂ*TasROy0xM e`|X}đ I`߽N4aG2$RKIZ)4(M9`ctB{m:f@`3n|O,ܗr޾jxR0T ,0@}WBLǬ5vPK!SpVBdrs/shapexml.xmlTQo8~?SJBTXH; UWN@nNk3|> ~ișԥ]/O3|h'[gvw!l0N2VjjZuہuKD@V FtЊF%\Cn7qe8i",b$AoYr{4WTN<#ş0mt1jh9󼓢tX X8Y MPqǣx>'d Ȏk? y#2S GtR fQ 2y ~z5J1l)$f,Lu"QTO2Z@{ ko 1OGظFwʨX3Kx]28fҴVmIu><2Q:`2ڇDʫm(ANy8M~zNPVuLcFWh( EJO_z퐬X;Fxj>ֽWYNNpVD7aܔiH_Z3?zmѭ{:FZ.9Hy@&A"ח[dimZI"K bv kQl/اI [đWߪugLe߆"!JӪ}TJ x#o4%I(iHod]c܂b ]Y:(*:Ctj6Ney[ɻmqүg߱~ ۭu_r|wq֢'.T onB(;E.8,W|?i"xX-בwPK!j drs/downrev.xmlDN0HHܨUD9$mNx٦IWO\OGsz n(=]-@wL N`:?[bhDpQAK,;o1=In{yesi@Cm?>vm)vWSKؿ|+ rPK-!Zf[Content_Types].xmlPK-!1_a /_rels/.relsPK-!SpVB*drs/shapexml.xmlPK-!j drs/downrev.xmlPK0   \Title I, Part A (cont) $ u l  x - 0e0e?Rectangle 30 `  gServices for homeless students in both Title IA and non-Title IA schools should be comparable to those provided to non-homeless students in Title IA schools. School districts can choose to provide services that are not ordinarily provided to other Title IA students and that are not available from other sources, according to the need of the homeless student.h h h R-ky___PPT10Y+D=' = @B +"   p (  p_ p Z. ?*Footer Placeholder 3 "`   6NCHE " www.serve.org/ncheL Gfgfgf   p  x 0e0e?Rectangle 2"ÏPK!Zf[Content_Types].xmlMO &2WR=cJ`F0iK`#̼vLw 9uSq:w`G ^i ½KI)c/ $oVjTMRc|}042ҥCƔM̏P~*ka/8^DkHbL8e i"K\XN\6rco4y@_;oPK!1_a _rels/.relsj0 ѽqCNo^K [ILcX&m߾0XFo;>0xM e`|X}đ I`߽N4aG2$RKIZ)4(M9`ctB{m:f@`3n|O,ܗr޾jxR0T ,0@}WBLǬ5vPK!dM%drs/shapexml.xmlTn7}/ Z8UَK-mXr$Kre_3ZQ f8ù|:tZ5sya,2[OgLM5/*O_q0ssFPmUGu@XQ7#UP&RN&娣L}֞abz5PBDV0DC?M)~0\.n[Euk߂5cq[_mJ"\N'˫0klNÝ_74+2?4_x¿=y2|:EcbW0TRJL-NА`u.2vbUwI [r*)~"{ !IP^~J2 uW)m{@ZSIzRj,^혵̝%pkmzRRZa\ It7g51W(uhܩ6;z?e_{qd7J2ךf@1u>gfk;͐"Ts=~D^8K|[$J@͉+ûI2޺ dkomťVpi}u|nkLT@'"jV&Qb[?RjuD<8G6N<\7tvo+3T:]i U˙lf eA 0q!9~L,/`V#PK!$drs/downrev.xmlDN0HHܨ*nU J!)nKMvS8q54E4βIF{ˤHӓ H9*hCr)}ݒA?qb[ tFj$7ʲi@O-ջjo?6ˢU(ʷP,.@y=ƽN-v b:~N9)0& rPK-!Zf[Content_Types].xmlPK-!1_a /_rels/.relsPK-!dM%*drs/shapexml.xmlPK-!$}drs/downrev.xmlPK0   dSegregation and Stigmatization $  p  x 0e0e?Rectangle 30 `  States are prohibited from segregating homeless students in separate schools, separate programs within schools, or separate settings within schools. Z  p H ?Rectangle 94 `  States and school districts must adopt policies and practices to ensure that homeless children and youth are not segregated or stigmatized on the basis of their status as homeless. 0 Zf  R-ky___PPT10Y+D=' = @B +"   0t (  t_ t Z@ ?*Footer Placeholder 3 "`   6NCHE " www.serve.org/ncheL Gfgfgf   t  x` 0e0e?Rectangle 2"ÏPK!Zf[Content_Types].xmlMO &2WR=cJ`F0iK`#̼vLw 9uSq:w`G ^i ½KI)c/ $oVjTMRc|}042ҥCƔM̏P~*ka/8^DkHbL8e i"K\XN\6rco4y@_;oPK!1_a _rels/.relsj0 ѽqCNo^K [ILcX&m߾0XFo;>0xM e`|X}đ I`߽N4aG2$RKIZ)4(M9`ctB{m:f@`3n|O,ܗr޾jxR0T ,0@}WBLǬ5vPK!s %drs/shapexml.xmlTn7}/ Z8UR` p[@0>\i#.ɒ\Y V?E# g83ONf.?Puk6sJԤQs7 N 37l4 Vu>X dE~3r^e"E8h2_:j\n홪k/\NW) u*DJLhPol C4_==#9|ԭy| [r,n+CZIzz}q98<ڰ=ۀS6pg J%W)=!OO >NQ똘 *)O%V'hT:URdf}e;Gqe W*g|O;$R`-9h =Ml$(p/?k%A:6D= $XZ5OTvڊV56=))p0.f $vݛ 3š昂U{:hܩ6_i/:$X˾x=H<`o$He5̀c|.;\w}vk!Es{~DqNg?.xMv!4H;>+AWwn_՟eu.&ѡK(8Vܷ&X|p=N.GE:RMLŶ~# uD<8G6N<\;tv+3T:]i U뙎lf eA 0q!|o8GD p?t27PK!udrs/downrev.xmlDOO@G&~͘x`-,IE%qwhOBn0xM e`|X}đ I`߽N4aG2$RKIZ)4(M9`ctB{m:f@`3n|O,ܗr޾jxR0T ,0@}WBLǬ5vPK!a !drs/shapexml.xmlTn8}_@uq1".`FD٪)R%) nVp.g.ן{|cM&ߏPUc6xwQ TQ|V^~Z㺛N.h˭jɿ2ֵͨs+(QGx6j1rSfwkTy_;T|]LgRjAbѠYrhDS9zB?"!s-VQ~G1` bX MJ"C&rru1MP^~J4 V1m{@S#IzR_퐴̭EpkkM|RZa\ It7%'51\A4/;ѸU[W5!/i/{9wHcoD@E5́C|.;\w}۴k EƙTs=>̐(3iהkvBcHISC9qex7EY[7l#۰ԊS>kN}nMŗ7ރ r(o'Q=P\?h`&"WqG18ڎ~eJ@Ǿ;~=Ӂ\$(A.8,Ŀ<ƉskPK!:Yadrs/downrev.xmlDN0EH5HCUA!AIa7ē#۴cս:WgM/|gY,A\Yq`{2)zu~Lt,C#"} LJ_d@:!FHᦗ$IC=To`rs~!/ޫ\ˋq"y=[W޴Mzw_/} Fݨ rPK-!Zf[Content_Types].xmlPK-!1_a /_rels/.relsPK-!a !*drs/shapexml.xmlPK-!:Yaydrs/downrev.xmlPK0   P Conclusion  $  x  x@ 0e0e?Rectangle 30 `  This concludes this introductory presentation on the McKinney-Vento Act. 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  (08 @ vOn-screen Show (4:3) SERVE:c #Arial Wingdings Wingdings 2 Arial NarrowTimes New RomanSample presentation slides1_Sample presentation slides8The McKinney-Vento Homeless Assistance Act: An OverviewTraining AgendaGoals for Today About NCHEThe McKinney-Vento ActLocal LiaisonsLocal Liaisons (cont)Who Qualifies?Who Qualifies? (cont)Determining EligibilitySchool SelectionSchool Stability School Selection FeasibilityTransportationTransportation (cont) EnrollmentEnrollment (cont.)Dispute ResolutionUnaccompanied YouthPreschool-Aged ChildrenAccess to ServicesAccess to Services (cont)Title I, Part ATitle I, Part A (cont)Segregation and StigmatizationFor more information Conclusion  Fonts UsedTheme Slide Titles(T\h _PID_HLINKS _TemplateIDAmailto:homeless@serve.orghttp://www.serve.org/nchemailto:homeless@serve.orgmailto:bhartnes@serve.org'http://www.serve.org/nche/products.php'http://www.serve.org/nche/training.php'http://www.serve.org/nche/products.php6http://www.serve.org/nche/downloads/toolkit/app_d.pdf%http://www.serve.org/nche/briefs.php.http://www.naehcy.org/dl/headstartsum1207.pdf-http://www.serve.org/nche/ibt/sc_spec_ed.phphttp://www.serve.org/nchemailto:homeless@serve.orghttp://www.naehcy.org/http://www.nlchp.org/mailto:homeless@serve.orghttp://www.serve.org/nchemailto:homeless@serve.orgmailto:bhartnes@serve.org'http://www.serve.org/nche/products.php'http://www.serve.org/nche/training.php'http://www.serve.org/nche/products.php6http://www.serve.org/nche/downloads/toolkit/app_d.pdf%http://www.serve.org/nche/briefs.php.http://www.naehcy.org/dl/headstartsum1207.pdf-http://www.serve.org/nche/ibt/sc_spec_ed.phphttp://www.serve.org/nchemailto:homeless@serve.orghttp://www.naehcy.org/http://www.nlchp.org/TC011368021033 _08jgd29001jgd29001  !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~      !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~      !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~      !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~      !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~      !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~      !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~      !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~      !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~                           ! 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