r.. r a : A ; l q.',`+ iy, a; ; y fi i. ' :' f
|
|
- June Lane
- 5 years ago
- Views:
Transcription
1 .. a : A ; l q.',`+ I\ - y, a; ; s., s =,, y f a. %.. -, ;, '. :' :.-,, P. / " s A....;. ;'".,. ;, `. ; Y P,,, y.... '? ' s ;. J`,,, y,, z `:,;,. ; a,. ' :' f 6_...,. :..,... :. n:.. A. The Polcal Refom Ac, Govenmen Code Secons 8000, e seq., eques he adopon of a Conflc of Inees Code; and B. Govenmen Code Secon eques evey agency o amend s Conflc of Inees Code when changes occu. Such changes nclude: he nev posons whch nus be desgnaed pos ons, he dele on ceaon o and elevan changes n he dues assgned o exsng of old posons, posons; and C. The afached Appendces accuaely se fofh hose posons vvhch should be desgnaed and he caegoes should be made epoable; and of fnancal neess whch D. The publc peace, healh, safey, and geneal welfae eque he adopon of hs Resoluon. ' I 3. The Polcal Refom Ac, Govenmen Code Secons 8000, e seq., eques sae and local govenmen agences o adop and pomulgae Conflc of In ees Codes. The Fa Polcal Pacces Commsson has adoped a egulaon, 2 Cal. Code of Regs. Secon 8730, whch conans he ems of a sandad Conflc of Inees Code, whch can be ncopoaed by efeence and whch may be anended by he Fa Polcal Pacces Commsson o confom o amendmens n he Polcal Refom Ac afe publc noce and heangs. Theefoe, he ems of 2 Cal. Code of Regs. Secon 8730, and any amendmens o duly adoped by he Fa Polcal Pacces Conmsson, ae heeby ncopoaed by efeence. These povsons, along wh Appendces A, B, and C, aached heeo and ncopoaed heen by hs efeence, consue he Conflc of Ineesf Code of he Cy of Bellflovve. The Cy of ellflovve s consdeed he Agency whn he puvew of hs Code. The Conflc of Inees Code of he Cy of ellflowe so adoped amends and eplaces any Conflc of Inees Code of he Cy of ellflowe pevously n effec. k
2 S. ' a :; I,`.... ECTlO. The Cy Clek shall be and pefom he dues of Flng Offce fo he Cy of Bellflowe. Pesons holdng desgnaed posons afe he effecve dae of hs Resoluon shall fle Saemens of Economc Ineess wfh he Cy Clek's OfFce, whch wll nake he saemens avalable fo publc nspecon and epoducon. Saemen s fo all desgnaed posons wll be eaned by he Cy Clek's Offce. _,. hs Conflc of Inees Code shall no o,. n!.. + f:.. : o done o omsson o any penaly Conflc of Inees Code; no shall o I`, /.. su, o poceedng pendng o any judgmen endeed n L Conflc of Inees Code. SECT'0 6. The Mayo, o pesdng offce, s heeby auhozed o af x hs sgnaue o hs Resoluon sgnfyng s adopon by he Cy Councl of he Cy of ellflowe, and he Cy Clek, o he duly apponed Depuy, shall a es heeo. x v., _ z. ;,, ;,., ` ` : > ;, ::. :,, ; { f! :..: Doc 30367
3 s., _. au hop, Cy Clek o f he Cy of Bellflovve, Calfona, do heeby Iy of pejuy ha he foegong Resoluon No. - was duly and adoped by he Cy Councl of he Cy of Bellflowe a s,,, `-- July, 20, by he followng voe o w:...., ', : : '!... :, :. m..,.. g s.,, I d,: ;_, ' '' :;.... w ; ; f '' _ c
4 ; l f ' ` :.. ".' ',, a y,?., `.. '_^ <,- - :, n ; A" desgnaed employee" s an of ce, employee, membe, o consulan of an agency hose poson s desgnaed n he Code because he poson enals he naknq o pa cpaon n he nakng of qovenmenal decsons whch may foeseeably have a maeal effec on any fnancal nees. ( Govennen Code Secon 8209) Asssan Buldng Offcal Asssan Cy Aoney ( Consulan) Asssan Cy Manage Asssan Manenance Supenendenf Asssan Planne Asssan o he Cy I Assocae Engnee Assocae Planne anage 2, Buldng Engnee/Techncan ( Consulan) uldng Inspeco (Consulan) Buldng Offcal ( Consulan) Cy Clek Cy Engnee/Taffc Engnee (Consulan) Cy Posecuo ( Consulan) Code Enfocemen Inspeco ( I & II) Deco of Economc Developmen Deco of Paks and Receaon Deco of Plannng Deco of Publc Safey Deco of Publc Woks 2, 3 Economc Developmen I Envonmenal Sevces Fnance Manage anage anage Human Resouces & Rsk Manage Manenance Supenenden 3, Managemen Analys I and II l uncpal Wae Comnsson Membes Paks and Receaon Commssones Plannng Nlanage Publc Safey Commssones Publc Woks Inspeco Publc Woks Supevso Receaon Nlanage Seno Planne Supevsoy Code Enfocemen Inspeco 2, 3 empoay ljly Uses' Tax Ovesgh oad ( TUUTOB) Town Cene Desgn Revew Commee (TCDRC) IVlembes Consulans
5 F ' s= {. j " m : n, fe ;...;, J ` ;... ' p :.,"" s.., { '.. w: c...' w : : Fl If a desgnaed poson s flled by a conac employee ( full- o pa- me), he conac employee has a flng oblgafon. Upon he Cfy Aoney's de emnaon ha he dues beng pefomed by a pacula consulan consues a" consulan" as he em s defned n he Polcal Refom Ac and egulaons pomulgaed heeunde ( Fa Polcal Pacces Commsson Reg ulaon,, 870 Appendx C) he consulanf shall dsclose pusuan o he boades dsclosue caegoy (Ca egoy ) he Code subjec o he followng lmaons: The Cy Aoney may deemne n wng ha a pacula consulan, alhough a" desgnaed poson," s hed o pefom a ange of dues ha ae lned n scope and hus s no equed o comply wh he dsclosue equemens descbed n hs secon. Such wen dee naon shall nclude a descpon of he consulan's dues and, based upon ha descpon, a saemen of he exen of dsclosue equemens. The Cy A oney's deemnaon s a publc ecod and shall be eaned fo publc nspecon n he sanne manne and locaon as hs Conflc of Inees Code. Nofhng hee excuses any such consulan fom any ohe povson of hs Conflc of Inees Code. M The Cy Councl, Cy Nlanage, Cy Aoney, Deco of Fnance/ Cy Teasue, and Plannng Commssones ae no ncluded as Desgnafed Posons" as he dsclosue oblgaons fo hese posons se foh by Govenmen Code Sec on 87200, e seq.
6 .. m I S l ' 5 f ' " 3 f,' ' " k e,, 3. y ',..`...,,.., F J T.., w... >, : ; _ `.-,..' -.;`. - -.'.,,.. ', :. ; ', %..:, ' '',., I.. Iv :. Y..,..., y :...,. I'. {. %..." I. '.' '. :. ' ' ' ' ; : ' ' ` ' '` - ;., - ' ` '. ', ' :., '.,..,.....,... ;. : : ' ± ','. ^. '. ' : ". ' I' _. e ',.;,'! All epo able neess n eal popey locaed n he Cy of ellflowe o whn wo mles of any land owned o used by he Cy of Bellflowe; and All epo able nvesnens, busness posons, and souces of ncome (ncludng gfs, loans, and avel paymenfs). C! k f I' I j `'.; All epoable neess n eal popey locaed n he Cy o Bellflowe o nhn wo mles of any land owned o used by he Cy of Bellflowe; and All epoable nvesmens, busness posons, and souces of ncome ( ncludng gfs, loans, and avel paymens) of he ype whch engage n land developmen, consucon, o he acquson o sale of eal popey. a; E. e, ' All epoable nvesmens, busness posons, and souces of ncome ( ncludng gfs, loans, and avel paymens) of he ype whch ae subjec o, o have an applcafon pendng befoe, he egulaoy, pem, o lcensng auhoy of he Desgnaed Ennployee' s Depa men, Dvson, o oad. s - :,.. a z, w F +,; All epofable nvesfnens, busness posfons, and souces of ncome ( ncludng gfs, loans, and avel paymen s) of he ype nhch povde sevces, supples, maeals, machney, o equpmen of he ype ulzed by he Desgnaed Employee' s Depa en, Dvson, o Boad.
7 : '. `, '; x = &.-'. C ` `., _ : 9- : s y' -.. v j Uc.. _..... ' y :, v, Y.'.., a 3_ Y f ` ' ; `+`.' x. Fa Polcal ' acces Commsson Regulafon 70 defnes " consulan" as an ndvdual vvho, pusuan o a con ac wh a sae o local govenmen agency: A) Makes a govenmenal decson whehe o: Appove a ae, ule, o egulaon; Adop o enfoce a law; ) Issue, deny, suspend, o evoke any pem, lcense, applcaon, cefcae, appoval, ode, o smla auhozaon o enlemen; v) Auhoze he agency fo ene no, modfy, o eneuv a conac povded s he ype of conac ha eques agency appoval; v) Gan agency appoval o a conac ha eques agency appoval and o whch he agency s a pa y, o o he specfcaons fo such a conac; Gan agency appoval o a plan, desgn, epo, sudy, o snla em; v) Adop, o gan agency appoval of, polces, sandads, o gudelnes fo he agency, o fo any subdvson heeof; o B) Seves n a saff capacy vvh he agency and n ha capacy pacpaes n makng a govenmenal decson as defned n egulaon o pefoms he same o subsanally all he same dues fo he agency ha would ohewse be pefomed by an ndvdual holdng a poson specfed n he agency's Conflc of Inees Code unde Govenmen Code secon
Figure " B" illustrates the line separating the RENTON sewer service area from CRWSD sewer service area. RENTON shall provide service for the area
CAG09-04 CTY OF RENTON & CEDAR RVER WATER AND SEWER DSTRCT FOR THE ESTABLSHMENT OF SERVCE BOUNDARES THS AGREEMENT s eneed no hs Sn day of Febuay 9 99, by and beeen CEDAR RVER WATER AND SEWER DSTRCT, a
More informationCITY OF TIMMINS BY-LAW NO
CITY OF TIMMINS BEING A BY-LAW o uhoze he Copoon of he Cy of Tmmns o mend By- lw No. 2014-7561wh Rvesde Emeld ( Tmmns) Popey Holdngs Inc. nd he benefcl owne Rvesde Emeld ( Tmmns) Lmed Pneshp s epesened
More informationGarrettsville, Ohio Public Water System Lead (Pb) Components
Gaesvlle, Oho Publc Wae Sysem Lead (Pb) Componens PWSID# OH6701412 Pepaed Febuay 2017 To comply wh Secon 6109.21 of he Oho Revsed Code, enaced n Sepembe 2016, he Vllage of Gaesvlle n Poage Couny, Oho has
More informationajanuary't I11 F or,'.
',f,". ; q - c. ^. L.+T,..LJ.\ ; - ~,.,.,.,,,E k }."...,'s Y l.+ : '. " = /.. :4.,Y., _.,,. "-.. - '// ' 7< s k," ;< - " fn 07 265.-.-,... - ma/ \/ e 3 p~~f v-acecu ean d a e.eng nee ng sn ~yoo y namcs
More informationIn accordance with Regulation 21(1), the Agency has notified, and invited submissions &om, certain specified
hef xeuve Offe Wesen Regonal Fshees Boad The We odge al s odge Galway 6 June 2009 Re Dea S nvonmenal Poeon Ageny An Ghnwmhomoh un Oloomhnll omhshd Headquaes. PO Box 000 Johnsown asle sae ouny Wexfod, eland
More information1 Constant Real Rate C 1
Consan Real Rae. Real Rae of Inees Suppose you ae equally happy wh uns of he consumpon good oday o 5 uns of he consumpon good n peod s me. C 5 Tha means you ll be pepaed o gve up uns oday n eun fo 5 uns
More informationHierarchical Production Planning in Make to Order System Based on Work Load Control Method
Unvesal Jounal of Indusal and Busness Managemen 3(): -20, 205 DOI: 0.389/ujbm.205.0300 hp://www.hpub.og Heachcal Poducon Plannng n Make o Ode Sysem Based on Wok Load Conol Mehod Ehsan Faah,*, Maha Khodadad
More information3. A Review of Some Existing AW (BT, CT) Algorithms
3. A Revew of Some Exstng AW (BT, CT) Algothms In ths secton, some typcal ant-wndp algothms wll be descbed. As the soltons fo bmpless and condtoned tansfe ae smla to those fo ant-wndp, the pesented algothms
More informationInteger Programming Models for Decision Making of. Order Entry Stage in Make to Order Companies 1. INTRODUCTION
Inege Pogammng Models fo Decson Makng of Ode Eny Sage n Make o Ode Companes Mahendawah ER, Rully Soelaman and Rzal Safan Depamen of Infomaon Sysems Depamen of Infomacs Engneeng Insu eknolog Sepuluh Nopembe,
More informationAN ORDINANCE AMENDING THE ZONING ORDINANCE AND MAP TO REZONE 12 ACRES OUT OF THE FREDERICK DOHME SURVEY, ABSTRACT NO. 395, CITY
ORNANCE NO. 57-28 AN ORNANCE AMENNG THE ONNG ORNANCE AN MAP TO REONE 2 ACRES OUT OF THE FREERCK OHME SURVEY, ABSTRACT NO. 395, CTY OF GRAN PRARE, ALLAS COUNTY, TEXAS, FROM A PLANNE EVELOPMENT ( P- 29)
More informationTechnical Appendix for Inventory Management for an Assembly System with Product or Component Returns, DeCroix and Zipkin, Management Science 2005.
Techc Appedx fo Iveoy geme fo Assemy Sysem wh Poduc o Compoe eus ecox d Zp geme Scece 2005 Lemm µ µ s c Poof If J d µ > µ he ˆ 0 µ µ µ µ µ µ µ µ Sm gumes essh he esu f µ ˆ > µ > µ > µ o K ˆ If J he so
More informationFIRMS IN THE TWO-PERIOD FRAMEWORK (CONTINUED)
FIRMS IN THE TWO-ERIO FRAMEWORK (CONTINUE) OCTOBER 26, 2 Model Sucue BASICS Tmelne of evens Sa of economc plannng hozon End of economc plannng hozon Noaon : capal used fo poducon n peod (decded upon n
More informationChapter 3: Vectors and Two-Dimensional Motion
Chape 3: Vecos and Two-Dmensonal Moon Vecos: magnude and decon Negae o a eco: eese s decon Mulplng o ddng a eco b a scala Vecos n he same decon (eaed lke numbes) Geneal Veco Addon: Tangle mehod o addon
More informationESS 265 Spring Quarter 2005 Kinetic Simulations
SS 65 Spng Quae 5 Knec Sulaon Lecue une 9 5 An aple of an lecoagnec Pacle Code A an eaple of a knec ulaon we wll ue a one denonal elecoagnec ulaon code called KMPO deeloped b Yohhau Oua and Hoh Mauoo.
More information5-1. We apply Newton s second law (specifically, Eq. 5-2). F = ma = ma sin 20.0 = 1.0 kg 2.00 m/s sin 20.0 = 0.684N. ( ) ( )
5-1. We apply Newon s second law (specfcally, Eq. 5-). (a) We fnd he componen of he foce s ( ) ( ) F = ma = ma cos 0.0 = 1.00kg.00m/s cos 0.0 = 1.88N. (b) The y componen of he foce s ( ) ( ) F = ma = ma
More informationAN ALGORITHM FOR CALCULATING THE CYCLETIME AND GREENTIMES FOR A SIGNALIZED INTERSECTION
AN AGORITHM OR CACUATING THE CYCETIME AND GREENTIMES OR A SIGNAIZED INTERSECTION Henk Taale 1. Intoducton o a snalzed ntesecton wth a fedte contol state the cclete and eentes ae the vaables that nfluence
More informationSUPREME HE/iDQUARTERS ALLIED PCWERS EUROPE RARE, FRiiNCE DECLASSIFIED - PUBLICLY DISCLOSED - PDN(2012) DÉCLASSIFIÉ - MIS EN LECTURE PUBLIQUE
SUPREME HE/DQURTERS LLED PCWERS EUROPE RRE, FRCE G U032 F «2k Ocobe 955 DECLSSFED - PUBLCLY DSCLOSED - PD(202)0008 - DÉCLSSFÉ - MS E LECTURE PUBLQUE SUBJECT TO : Wa esablshmen fo Headquaes, lled FoceB
More informationLecture-V Stochastic Processes and the Basic Term-Structure Equation 1 Stochastic Processes Any variable whose value changes over time in an uncertain
Lecue-V Sochasic Pocesses and he Basic Tem-Sucue Equaion 1 Sochasic Pocesses Any vaiable whose value changes ove ime in an unceain way is called a Sochasic Pocess. Sochasic Pocesses can be classied as
More informationName of the Student:
Engneeng Mahemacs 05 SUBJEC NAME : Pobably & Random Pocess SUBJEC CODE : MA645 MAERIAL NAME : Fomula Maeal MAERIAL CODE : JM08AM007 REGULAION : R03 UPDAED ON : Febuay 05 (Scan he above QR code fo he dec
More informationAn Open cycle and Closed cycle Gas Turbine Engines. Methods to improve the performance of simple gas turbine plants
An Open cycle and losed cycle Gas ubine Engines Mehods o impove he pefomance of simple gas ubine plans I egeneaive Gas ubine ycle: he empeaue of he exhaus gases in a simple gas ubine is highe han he empeaue
More informationI-POLYA PROCESS AND APPLICATIONS Leda D. Minkova
The XIII Inenaonal Confeence Appled Sochasc Models and Daa Analyss (ASMDA-009) Jne 30-Jly 3, 009, Vlns, LITHUANIA ISBN 978-9955-8-463-5 L Sakalaskas, C Skadas and E K Zavadskas (Eds): ASMDA-009 Seleced
More informationGeneral Non-Arbitrage Model. I. Partial Differential Equation for Pricing A. Traded Underlying Security
1 Geneal Non-Abiage Model I. Paial Diffeenial Equaion fo Picing A. aded Undelying Secuiy 1. Dynamics of he Asse Given by: a. ds = µ (S, )d + σ (S, )dz b. he asse can be eihe a sock, o a cuency, an index,
More informationOMXS30 Balance 20% Index Rules
OMX30 Balance 0% ndex Rules Verson as of 30 March 009 Copyrgh 008, The NADAQ OMX Group, nc. All rghs reserved. NADAQ OMX, The NADAQ ock Marke and NADAQ are regsered servce/rademarks of The NADAQ OMX Group,
More informationL4:4. motion from the accelerometer. to recover the simple flutter. Later, we will work out how. readings L4:3
elave moon L4:1 To appl Newon's laws we need measuemens made fom a 'fed,' neal efeence fame (unacceleaed, non-oang) n man applcaons, measuemens ae made moe smpl fom movng efeence fames We hen need a wa
More informationSpecial Subject SC434L Digital Video Coding and Compression. ASSIGNMENT 1-Solutions Due Date: Friday 30 August 2002
SC434L DVCC Assignmen Special Sujec SC434L Digial Vieo Coing an Compession ASSINMENT -Soluions Due Dae: Fiay 30 Augus 2002 This assignmen consiss of wo pages incluing wo compulsoy quesions woh of 0% of
More informationChapter 6 Plane Motion of Rigid Bodies
Chpe 6 Pne oon of Rd ode 6. Equon of oon fo Rd bod. 6., 6., 6.3 Conde d bod ced upon b ee een foce,, 3,. We cn ume h he bod mde of e numbe n of pce of m Δm (,,, n). Conden f he moon of he m cene of he
More informations = rθ Chapter 10: Rotation 10.1: What is physics?
Chape : oaon Angula poson, velocy, acceleaon Consan angula acceleaon Angula and lnea quanes oaonal knec enegy oaonal nea Toque Newon s nd law o oaon Wok and oaonal knec enegy.: Wha s physcs? In pevous
More informationToday - Lecture 13. Today s lecture continue with rotations, torque, Note that chapters 11, 12, 13 all involve rotations
Today - Lecue 13 Today s lecue coninue wih oaions, oque, Noe ha chapes 11, 1, 13 all inole oaions slide 1 eiew Roaions Chapes 11 & 1 Viewed fom aboe (+z) Roaional, o angula elociy, gies angenial elociy
More information(8) Gain Stage and Simple Output Stage
EEEB23 Electoncs Analyss & Desgn (8) Gan Stage and Smple Output Stage Leanng Outcome Able to: Analyze an example of a gan stage and output stage of a multstage amplfe. efeence: Neamen, Chapte 11 8.0) ntoducton
More information_ J.. C C A 551NED. - n R ' ' t i :. t ; . b c c : : I I .., I AS IEC. r '2 5? 9
C C A 55NED n R 5 0 9 b c c \ { s AS EC 2 5? 9 Con 0 \ 0265 o + s ^! 4 y!! {! w Y n < R > s s = ~ C c [ + * c n j R c C / e A / = + j ) d /! Y 6 ] s v * ^ / ) v } > { ± n S = S w c s y c C { ~! > R = n
More informationGo over vector and vector algebra Displacement and position in 2-D Average and instantaneous velocity in 2-D Average and instantaneous acceleration
Mh Csquee Go oe eco nd eco lgeb Dsplcemen nd poson n -D Aege nd nsnneous eloc n -D Aege nd nsnneous cceleon n -D Poecle moon Unfom ccle moon Rele eloc* The componens e he legs of he gh ngle whose hpoenuse
More information#GLASCOAT. t' Indepcnclent Auclitors' l,imilcd llevierv R+:1r*rt *n lkivir:u.nf the Fin;lnr:irrl llesr-rits. Fax :{ }235841&?
Novembe S,?$18 Th* F.lxccu.ve fjs', The X{ngc Ccpol* S*'vc*s lfh [,med FJx I. llound lluldng, Illl fe. llomhny 40CI *01 swss #GLASCOAT EQUIPMTNTS UMITED Vlh Udyogng * 38821 V,Annd. Sul Phone {+91? 9?}
More informationTHIS PAGE DECLASSIFIED IAW EO IRIS u blic Record. Key I fo mation. Ma n: AIR MATERIEL COMM ND. Adm ni trative Mar ings.
T H S PA G E D E CLA SSFED AW E O 2958 RS u blc Recod Key fo maon Ma n AR MATEREL COMM ND D cumen Type Call N u b e 03 V 7 Rcvd Rel 98 / 0 ndexe D 38 Eneed Dae RS l umbe 0 0 4 2 3 5 6 C D QC d Dac A cesson
More informationExponential and Logarithmic Equations and Properties of Logarithms. Properties. Properties. log. Exponential. Logarithmic.
Eponenial and Logaihmic Equaions and Popeies of Logaihms Popeies Eponenial a a s = a +s a /a s = a -s (a ) s = a s a b = (ab) Logaihmic log s = log + logs log/s = log - logs log s = s log log a b = loga
More informationEnergy in Closed Systems
Enegy n Closed Systems Anamta Palt palt.anamta@gmal.com Abstact The wtng ndcates a beakdown of the classcal laws. We consde consevaton of enegy wth a many body system n elaton to the nvese squae law and
More informationJohn Geweke a and Gianni Amisano b a Departments of Economics and Statistics, University of Iowa, USA b European Central Bank, Frankfurt, Germany
Herarchcal Markov Normal Mxure models wh Applcaons o Fnancal Asse Reurns Appendx: Proofs of Theorems and Condonal Poseror Dsrbuons John Geweke a and Gann Amsano b a Deparmens of Economcs and Sascs, Unversy
More informationHandling Fuzzy Constraints in Flow Shop Problem
Handlng Fuzzy Consans n Flow Shop Poblem Xueyan Song and Sanja Peovc School of Compue Scence & IT, Unvesy of Nongham, UK E-mal: {s sp}@cs.no.ac.uk Absac In hs pape, we pesen an appoach o deal wh fuzzy
More informationComputer Propagation Analysis Tools
Compue Popagaion Analysis Tools. Compue Popagaion Analysis Tools Inoducion By now you ae pobably geing he idea ha pedicing eceived signal sengh is a eally impoan as in he design of a wieless communicaion
More informationPhysics 201 Lecture 15
Phscs 0 Lecue 5 l Goals Lecue 5 v Elo consevaon of oenu n D & D v Inouce oenu an Iulse Coens on oenu Consevaon l oe geneal han consevaon of echancal eneg l oenu Consevaon occus n sses wh no ne eenal foces
More informationScalars and Vectors Scalar
Scalas and ectos Scala A phscal quantt that s completel chaacteed b a eal numbe (o b ts numecal value) s called a scala. In othe wods a scala possesses onl a magntude. Mass denst volume tempeatue tme eneg
More informationGround Water Commission State of Colorado. Final Permit No 2567 FP KIOWA BIJOU DESIGNATED GROUND WATER BASIN. 600 acre feet gallons per minute
Gound Wae Commsson Sae of Coloado Fnal Pem No 2567 FP KOWA BOU DESGNATED GROUND WATER BASN Poy Dae Mach 23 960 Use s RRGATON Name of Claman DANEL A SHELLY K FRHAUF Pemed Well SE 4 of he NW 4 a a pon 2660
More informationCptS 570 Machine Learning School of EECS Washington State University. CptS Machine Learning 1
ps 57 Machne Leann School of EES Washnon Sae Unves ps 57 - Machne Leann Assume nsances of classes ae lneal sepaable Esmae paamees of lnea dscmnan If ( - -) > hen + Else - ps 57 - Machne Leann lassfcaon
More informationBackcalculation Analysis of Pavement-layer Moduli Using Pattern Search Algorithms
Bakallaon Analyss of Pavemen-laye Modl Usng Paen Seah Algohms Poje Repo fo ENCE 74 Feqan Lo May 7 005 Bakallaon Analyss of Pavemen-laye Modl Usng Paen Seah Algohms. Inodon. Ovevew of he Poje 3. Objeve
More informationSterilization of Capital Inflows and Balance of. Payments Crises
Selzaon of Capal Inflows and Balance of Paymens Cses Macos A. Buscagla Ths Daf: July 23 Absac Lage capal nflows and epeaed balance of paymens cses BOPC assocaed wh he sudden evesal have chaacezed he emegng
More informationJanuary Examinations 2012
Page of 5 EC79 January Examnaons No. of Pages: 5 No. of Quesons: 8 Subjec ECONOMICS (POSTGRADUATE) Tle of Paper EC79 QUANTITATIVE METHODS FOR BUSINESS AND FINANCE Tme Allowed Two Hours ( hours) Insrucons
More informationThe Application of Fuzzy Comprehensive Evaluations in The College Education Informationization Level
IOSR Jounal of Reseach & Mehod n Educaon IOSR-JRME) e- ISSN: 3 7388,p-ISSN: 3 737X Volume 8, Issue 3 Ve IV May June 8), PP -7 wwwosjounalsog The Applcaon of Fuzzy Compehensve Evaluaons n The College Educaon
More informationORCity of Vision. Page 1 of 5 GOVERNING BODY REFERENCE NO
ORCy o Vson CTY OF RO RANCHO GOVERNNG BOY AGENA BREFNG MEMORANUM 0 34 REFERENCE NO 09 00 0004 2 AGENA ATE June 0 2009 3 4 EPARTMENT eveopmen Sevces 6 SUBJECT Zone Vap Amendmen 8 CASE NO 09 00 0004 9 0
More informationReactive Methods to Solve the Berth AllocationProblem with Stochastic Arrival and Handling Times
Reacve Mehods o Solve he Berh AllocaonProblem wh Sochasc Arrval and Handlng Tmes Nsh Umang* Mchel Berlare* * TRANSP-OR, Ecole Polyechnque Fédérale de Lausanne Frs Workshop on Large Scale Opmzaon November
More informationA multi-band approach to arterial traffic signal optimization. Nathan H. Gartner Susan F. Assmann Fernando Lasaga Dennin L. Hou
A mul-an appoach o aeal affc sgnal opmzaon Nahan H. Gane Susan F. Assmann Fenano Lasaga Dennn L. Hou MILP- The asc, symmec, unfom-h anh maxmzaon polem MILP- Exens he asc polem o nclue asymmec anhs n opposng
More informationNumerical Study of Large-area Anti-Resonant Reflecting Optical Waveguide (ARROW) Vertical-Cavity Semiconductor Optical Amplifiers (VCSOAs)
USOD 005 uecal Sudy of Lage-aea An-Reonan Reflecng Opcal Wavegude (ARROW Vecal-Cavy Seconduco Opcal Aplfe (VCSOA anhu Chen Su Fung Yu School of Eleccal and Eleconc Engneeng Conen Inoducon Vecal Cavy Seconduco
More informationLecture 17: Kinetics of Phase Growth in a Two-component System:
Lecue 17: Kineics of Phase Gowh in a Two-componen Sysem: descipion of diffusion flux acoss he α/ ineface Today s opics Majo asks of oday s Lecue: how o deive he diffusion flux of aoms. Once an incipien
More informationChanhassen isa Community for Life- ProvidingforToday and Planning fortomorrow. Recommend Approval of Fox Woods Preserve Master Plan
e TY \ "/ f OfH hnhssen s oun fo fe- PovdngfoTod nd Plnnng fotooow MEMORANDUM TO: Todd Gehd Mnge FROM: Todd Hoffnn Pk nd Receon Deco /( DATE: Jnu 23 2 X. SUBJ: Recoend Appovl of Fox Woods Peseve Mse Pln
More informationCircular Motion. Radians. One revolution is equivalent to which is also equivalent to 2π radians. Therefore we can.
1 Cicula Moion Radians One evoluion is equivalen o 360 0 which is also equivalen o 2π adians. Theefoe we can say ha 360 = 2π adians, 180 = π adians, 90 = π 2 adians. Hence 1 adian = 360 2π Convesions Rule
More informationTHEORETICAL AUTOCORRELATIONS. ) if often denoted by γ. Note that
THEORETICAL AUTOCORRELATIONS Cov( y, y ) E( y E( y))( y E( y)) ρ = = Var( y) E( y E( y)) =,, L ρ = and Cov( y, y ) s ofen denoed by whle Var( y ) f ofen denoed by γ. Noe ha γ = γ and ρ = ρ and because
More informationTHIS PAGE DECLASSIFIED IAW E
THS PAGE DECLASSFED AW E0 2958 BL K THS PAGE DECLASSFED AW E0 2958 THS PAGE DECLASSFED AW E0 2958 B L K THS PAGE DECLASSFED AW E0 2958 THS PAGE DECLASSFED AW EO 2958 THS PAGE DECLASSFED AW EO 2958 THS
More information2/24/2014. The point mass. Impulse for a single collision The impulse of a force is a vector. The Center of Mass. System of particles
/4/04 Chapte 7 Lnea oentu Lnea oentu of a Sngle Patcle Lnea oentu: p υ It s a easue of the patcle s oton It s a vecto, sla to the veloct p υ p υ p υ z z p It also depends on the ass of the object, sla
More informationAnisotropic Behaviors and Its Application on Sheet Metal Stamping Processes
Ansoropc Behavors and Is Applcaon on Shee Meal Sampng Processes Welong Hu ETA-Engneerng Technology Assocaes, Inc. 33 E. Maple oad, Sue 00 Troy, MI 48083 USA 48-79-300 whu@ea.com Jeanne He ETA-Engneerng
More informationA LINEAR PROGRAM TO COMPARE MULTIPLE GROSS CREDIT LOSS FORECASTS. Dr. Derald E. Wentzien, Wesley College, (302) ,
A LINEAR PROGRAM TO COMPARE MULTIPLE GROSS CREDIT LOSS FORECASTS Dr. Derald E. Wentzen, Wesley College, (302) 736-2574, wentzde@wesley.edu ABSTRACT A lnear programmng model s developed and used to compare
More informationThe Production of Well-Being: Conventional Goods, Relational Goods and Status Goods
The Poducion of Well-Bein: Convenional Good, Relaional Good and Sau Good Aloy Pinz Iniue of Public Economic II Univeiy of Müne, Gemany New Diecion in Welfae II, OECD Pai July 06 08, 2011 Conen 1. Inoducion
More informationSolution in semi infinite diffusion couples (error function analysis)
Soluon n sem nfne dffuson couples (error funcon analyss) Le us consder now he sem nfne dffuson couple of wo blocks wh concenraon of and I means ha, n a A- bnary sysem, s bondng beween wo blocks made of
More informationdm dt = 1 V The number of moles in any volume is M = CV, where C = concentration in M/L V = liters. dcv v
Mg: Pcess Aalyss: Reac ae s defed as whee eac ae elcy lue M les ( ccea) e. dm he ube f les ay lue s M, whee ccea M/L les. he he eac ae beces f a hgeeus eac, ( ) d Usually s csa aqueus eeal pcesses eac,
More informationChapter Finite Difference Method for Ordinary Differential Equations
Chape 8.7 Fne Dffeence Mehod fo Odnay Dffeenal Eqaons Afe eadng hs chape, yo shold be able o. Undesand wha he fne dffeence mehod s and how o se o solve poblems. Wha s he fne dffeence mehod? The fne dffeence
More informationLecture 18: Kinetics of Phase Growth in a Two-component System: general kinetics analysis based on the dilute-solution approximation
Lecue 8: Kineics of Phase Gowh in a Two-componen Sysem: geneal kineics analysis based on he dilue-soluion appoximaion Today s opics: In he las Lecues, we leaned hee diffeen ways o descibe he diffusion
More informationOH BOY! Story. N a r r a t iv e a n d o bj e c t s th ea t e r Fo r a l l a g e s, fr o m th e a ge of 9
OH BOY! O h Boy!, was or igin a lly cr eat ed in F r en ch an d was a m a jor s u cc ess on t h e Fr en ch st a ge f or young au di enc es. It h a s b een s een by ap pr ox i ma t ely 175,000 sp ect at
More informationOutline. GW approximation. Electrons in solids. The Green Function. Total energy---well solved Single particle excitation---under developing
Peenaon fo Theoecal Condened Mae Phyc n TU Beln Geen-Funcon and GW appoxmaon Xnzheng L Theoy Depamen FHI May.8h 2005 Elecon n old Oulne Toal enegy---well olved Sngle pacle excaon---unde developng The Geen
More informationCHAPTER 10: LINEAR DISCRIMINATION
HAPER : LINEAR DISRIMINAION Dscmnan-based lassfcaon 3 In classfcaon h K classes ( k ) We defned dsmnan funcon g () = K hen gven an es eample e chose (pedced) s class label as f g () as he mamum among g
More informationSimulation of Non-normal Autocorrelated Variables
Jounal of Moden Appled Sascal Mehods Volume 5 Issue Acle 5 --005 Smulaon of Non-nomal Auocoelaed Vaables HT Holgesson Jönöpng Inenaonal Busness School Sweden homasholgesson@bshse Follow hs and addonal
More informationPolitical Economy of Institutions and Development: Problem Set 2 Due Date: Thursday, March 15, 2019.
Polcal Economy of Insuons and Developmen: 14.773 Problem Se 2 Due Dae: Thursday, March 15, 2019. Please answer Quesons 1, 2 and 3. Queson 1 Consder an nfne-horzon dynamc game beween wo groups, an ele and
More information6. Introduction to Transistor Amplifiers: Concepts and Small-Signal Model
6. ntoucton to anssto mples: oncepts an Small-Sgnal Moel Lectue notes: Sec. 5 Sea & Smth 6 th E: Sec. 5.4, 5.6 & 6.3-6.4 Sea & Smth 5 th E: Sec. 4.4, 4.6 & 5.3-5.4 EE 65, Wnte203, F. Najmaba Founaton o
More informationMultistage Median Ranked Set Sampling for Estimating the Population Median
Jounal of Mathematcs and Statstcs 3 (: 58-64 007 ISSN 549-3644 007 Scence Publcatons Multstage Medan Ranked Set Samplng fo Estmatng the Populaton Medan Abdul Azz Jeman Ame Al-Oma and Kamaulzaman Ibahm
More informationTHIS PAGE DECLASSIFIED IAW EO 12958
THIS PAGE DECLASSIFIED IAW EO 2958 THIS PAGE DECLASSIFIED IAW EO 2958 THIS PAGE DECLASSIFIED IAW E0 2958 S T T T I R F R S T Exhb e 3 9 ( 66 h Bm dn ) c f o 6 8 b o d o L) B C = 6 h oup C L) TO d 8 f f
More informationPHYS 705: Classical Mechanics. Derivation of Lagrange Equations from D Alembert s Principle
1 PHYS 705: Classcal Mechancs Devaton of Lagange Equatons fom D Alembet s Pncple 2 D Alembet s Pncple Followng a smla agument fo the vtual dsplacement to be consstent wth constants,.e, (no vtual wok fo
More informationPhysics 207 Lecture 16
Physcs 07 Lectue 6 Goals: Lectue 6 Chapte Extend the patcle odel to gd-bodes Undestand the equlbu of an extended object. Analyze ollng oton Undestand otaton about a fxed axs. Eploy consevaton of angula
More informationLecture 5. Plane Wave Reflection and Transmission
Lecue 5 Plane Wave Reflecon and Tansmsson Incden wave: 1z E ( z) xˆ E (0) e 1 H ( z) yˆ E (0) e 1 Nomal Incdence (Revew) z 1 (,, ) E H S y (,, ) 1 1 1 Refleced wave: 1z E ( z) xˆ E E (0) e S H 1 1z H (
More information2 shear strain / L for small angle
Sac quaons F F M al Sess omal sess foce coss-seconal aea eage Shea Sess shea sess shea foce coss-seconal aea llowable Sess Faco of Safe F. S San falue Shea San falue san change n lengh ognal lengh Hooke
More informationDepartment of Economics University of Toronto
Deparmen of Economcs Unversy of Torono ECO408F M.A. Economercs Lecure Noes on Heeroskedascy Heeroskedascy o Ths lecure nvolves lookng a modfcaons we need o make o deal wh he regresson model when some of
More informationSet of square-integrable function 2 L : function space F
Set of squae-ntegable functon L : functon space F Motvaton: In ou pevous dscussons we have seen that fo fee patcles wave equatons (Helmholt o Schödnge) can be expessed n tems of egenvalue equatons. H E,
More informationProfessor Wei Zhu. 1. Sampling from the Normal Population
AMS570 Pofesso We Zhu. Samplg fom the Nomal Populato *Example: We wsh to estmate the dstbuto of heghts of adult US male. It s beleved that the heght of adult US male follows a omal dstbuto N(, ) Def. Smple
More informationL-1. Intertemporal Trade in a Two- Period Model
L-. neempoal Tade n a Two- Peod Model Jaek Hník www.jaom-hnk.wbs.z Wha o Shold Alead now en aon def... s a esl of expos fallng sho of mpos. s a esl of savngs fallng sho of nvesmens. S A B NX G B B M X
More informationField due to a collection of N discrete point charges: r is in the direction from
Physcs 46 Fomula Shee Exam Coulomb s Law qq Felec = k ˆ (Fo example, f F s he elecc foce ha q exes on q, hen ˆ s a un veco n he decon fom q o q.) Elecc Feld elaed o he elecc foce by: Felec = qe (elecc
More informationMotion of Wavepackets in Non-Hermitian. Quantum Mechanics
Moon of Wavepaces n Non-Herman Quanum Mechancs Nmrod Moseyev Deparmen of Chemsry and Mnerva Cener for Non-lnear Physcs of Complex Sysems, Technon-Israel Insue of Technology www.echnon echnon.ac..ac.l\~nmrod
More informationThe Global Trade and Environment Model: GTEM
The Global Tade and Envionmen Model: A pojecion of non-seady sae daa using Ineempoal GTEM Hom Pan, Vivek Tulpulé and Bian S. Fishe Ausalian Bueau of Agiculual and Resouce Economics OBJECTIVES Deive an
More informationANSWERS TO ODD NUMBERED EXERCISES IN CHAPTER 2
Joh Rley Novembe ANSWERS O ODD NUMBERED EXERCISES IN CHAPER Seo Eese -: asvy (a) Se y ad y z follows fom asvy ha z Ehe z o z We suppose he lae ad seek a oado he z Se y follows by asvy ha z y Bu hs oads
More informationStandard Error of Technical Cost Incorporating Parameter Uncertainty
Sandard rror of echncal Cos Incorporang Parameer Uncerany Chrsopher Moron Insurance Ausrala Group Presened o he Acuares Insue General Insurance Semnar 3 ovember 0 Sydney hs paper has been prepared for
More informationRobustness Experiments with Two Variance Components
Naonal Insue of Sandards and Technology (NIST) Informaon Technology Laboraory (ITL) Sascal Engneerng Dvson (SED) Robusness Expermens wh Two Varance Componens by Ana Ivelsse Avlés avles@ns.gov Conference
More informationI f \{ )\ ' i /. Ai (C ) p!
DECLSSFED - PUBLCLY DSCLOSED - PD(202)0008 - DÉCLSSFÉ - MS E LECTURE PUBLQUE..u. - } :.... î u e- E? ' E- *../ \ \ S \. f " L. w \ > - / \ ' ^ E - M ^H : f l \-l f \{ )\ ' /. (C ) p f f / l' ï \ ( y..,
More informationP a g e 3 6 of R e p o r t P B 4 / 0 9
P a g e 3 6 of R e p o r t P B 4 / 0 9 p r o t e c t h um a n h e a l t h a n d p r o p e r t y fr om t h e d a n g e rs i n h e r e n t i n m i n i n g o p e r a t i o n s s u c h a s a q u a r r y. J
More informationMonetary policy and models
Moneay polcy and odels Kes Næss and Kes Haae Moka Noges Bank Moneay Polcy Unvesy of Copenhagen, 8 May 8 Consue pces and oney supply Annual pecenage gowh. -yea ovng aveage Gowh n oney supply Inflaon - 9
More information) from i = 0, instead of i = 1, we have =
Chape 3: Adjusmen Coss n he abou Make I Movaonal Quesons and Execses: Execse 3 (p 6): Illusae he devaon of equaon (35) of he exbook Soluon: The neempoal magnal poduc of labou s epesened by (3) = = E λ
More information7 Wave Equation in Higher Dimensions
7 Wave Equaion in Highe Dimensions We now conside he iniial-value poblem fo he wave equaion in n dimensions, u c u x R n u(x, φ(x u (x, ψ(x whee u n i u x i x i. (7. 7. Mehod of Spheical Means Ref: Evans,
More informationA Methodology for Detecting the Change of Customer Behavior based on Association Rule Mining
A Mehodology fo Deecng he Change of Cusome Behavo based on Assocaon Rule Mnng Hee Seo Song, Soung He Km KAIST Gaduae School of Managemen Jae Kyeong Km KyungHee Unvesy Absac Undesandng and adapng o changes
More informationSharif University of Technology - CEDRA By: Professor Ali Meghdari
Shaif Univesiy of echnology - CEDRA By: Pofesso Ali Meghai Pupose: o exen he Enegy appoach in eiving euaions of oion i.e. Lagange s Meho fo Mechanical Syses. opics: Genealize Cooinaes Lagangian Euaion
More informationRigid Bodies: Equivalent Systems of Forces
Engneeng Statcs, ENGR 2301 Chapte 3 Rgd Bodes: Equvalent Sstems of oces Intoducton Teatment of a bod as a sngle patcle s not alwas possble. In geneal, the se of the bod and the specfc ponts of applcaton
More informationTHE PREDICTION OF COMPETITIVE ENVIRONMENT IN BUSINESS
THE PREICTION OF COMPETITIVE ENVIRONMENT IN BUSINESS INTROUCTION The wo dmensonal paral dfferenal equaons of second order can be used for he smulaon of compeve envronmen n busness The arcle presens he
More informationMolecular dynamics modeling of thermal and mechanical properties
Molecula dynamcs modelng of hemal and mechancal popees Alejando Sachan School of Maeals Engneeng Pudue Unvesy sachan@pudue.edu Maeals a molecula scales Molecula maeals Ceamcs Meals Maeals popees chas Maeals
More informationContact, information, consultations
ontact, nfomaton, consultatons hemsty A Bldg; oom 07 phone: 058-347-769 cellula: 664 66 97 E-mal: wojtek_c@pg.gda.pl Offce hous: Fday, 9-0 a.m. A quote of the week (o camel of the week): hee s no expedence
More informationWhen to Treat Prostate Cancer Patients Based on their PSA Dynamics
When o Tea Posae Cance Paens Based on he PSA Dynamcs CLARA day on opeaons eseach n cance eamen & opeaons managemen Novembe 7 00 Mael S. Lave PhD Man L. Pueman PhD Sco Tyldesley M.D. Wllam J. Mos M.D CIHR
More informationA Brief Guide to Recognizing and Coping With Failures of the Classical Regression Assumptions
A Bef Gude to Recognzng and Copng Wth Falues of the Classcal Regesson Assumptons Model: Y 1 k X 1 X fxed n epeated samples IID 0, I. Specfcaton Poblems A. Unnecessay explanatoy vaables 1. OLS s no longe
More informationUNIVERSITAT AUTÒNOMA DE BARCELONA MARCH 2017 EXAMINATION
INTERNATIONAL TRADE T. J. KEHOE UNIVERSITAT AUTÒNOMA DE BARCELONA MARCH 27 EXAMINATION Please answer wo of he hree quesons. You can consul class noes, workng papers, and arcles whle you are workng on he
More informationCS 188: Artificial Intelligence Fall Probabilistic Models
CS 188: Aificial Inelligence Fall 2007 Lecue 15: Bayes Nes 10/18/2007 Dan Klein UC Bekeley Pobabilisic Models A pobabilisic model is a join disibuion ove a se of vaiables Given a join disibuion, we can
More information