Streptococcus pyogenes CRISPR-Cas9
in Complex with Guide RNA and DNA
Trevor Manz '17 and Laura Duncan '17
Contents:
I. Introduction
Clustered
regularly interspaced short palindromic repeats (CRISPR) are
sections of prokaryotic genomic DNA. These sections contain
repetitions of a DNA sequence separated by small fragments of
unique "spacer DNAs." The DNA spacers are derived from viral
phage DNA and integrated into the genome between repeats.
Repeat-spacer arrays are located in relation to Cas
(CRISPR-associated)
genes.
The CRISPR/Cas system functions as an acquired bacterial immune
defense system as Cas proteins associate with transcribed spacer
DNA (RNA) to target foreign viral DNA. If viral DNA is
identified via hybridization with the CRISPR RNA, CRISPR/Cas
proteins' nuclease activity will cleave the DNA, inducing a double
stranded break (DSB) and rendering the phage DNA inactivate.
The sequence-specific manner
in which Cas proteins target and cleave viral DNA led to the
discovery and development of CRISPR/Cas systems as a tool for gene
editing1.
The targeting CRISPR RNA (sgRNA) can be synthesized to
match a specific eukaryotic genomic locus, enabling the CRISPR/Cas
system to cleave the locus of interest. This effectively
provides researchers with a relatively inexpensive and readily
programmable tool to generate transgenic cell and animal
lines. The goal of this tutorial is to elucidate how Streptococcus
pyogenes Cas9, one of the the most widely used Cas
proteins in gene engineering, binds target DNA via sgRNA and
executes the chemical reactions required for cleavage.
II. General Structure
Color Scheme:
Cas9's crystalline structure consists of two
lobes: the recognition
(REC) lobe, which binds sgRNA and DNA, and
the nuclease
(NUC) lobe, which cuts target DNA. A
positively
charged groove between the REC and NUC lobes2
provides a location for the negatively-charged
to form. Three regions make up the
: the bridge helix,
the Rec1
domain, and the Rec2
domain. The
is also comprised of three regions, the RuvC
domain, the HNH
domain, and the PAM-interacting
domain.
III. Nuclease Activity
The RuvC
domain within the NUC lobe contains
, Asp10*,
Glu762, His983,
and Asp986,
which allow RuvC to cleave DNA or RNA via a two metal
mechanism. This two metal mechanism incorporates Mg2+
ions to stabilize the breaking of a phosphodiester bond
causing a single strand break in DNA or RNA, consistent with
the method used by other retroviral integrase superfamily
nucleases, as illustrated below.
*mutated
to alanine to prevent DNA cleavage during crystallization.
Putative
two-step mechanism used by RuvC3
:
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ooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA/9k=)
The HNH
domain, also within the NUC lobe, contains
, Asp839, His840**,
and Asn863.
Cleavage of DNA or RNA is made possible through a
single-metal mechanism, which utilizes a Mg2+
ion to stabilize the breaking of a phosphodiester
bond, causing a single stranded break in DNA or RNA. The
putative mechanism for HNH superfamily nucleases is
illustrated below.
**mutated
to alanine to prevent DNA cleavage during
crystallization.
Putative
two-step mechanism used by HNH nucleases4:
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eGATz/9sT1oAp/AP/ip7PxJ8QpPnPi/UmuLFz/0DIB5Flt/2JERrge901eq1T0bSLPw/pFjpenQLa6fYwR21vAn3Y40UKij2AAH4VcoAKKKKACiiigArD8aeD9P8eeGL7Q9TWT7LdKMSwPslgkVg8c0TdUkR1V1YchlB7VuUUAcL8LvGGoatFqHhzxI0a+MdAZIdQMabEvImz5F7EvaOZVY4GQkiSx5Plknuq8/+KHhfUmm0/xj4Yg8/wAVaEH2WgYJ/alm2DPZMTwC21WjY8LKiEnaXB6rwp4o03xt4b07XdIn+06bfwrPDIVKtg/wsp5VgchlIBUgggEGgDWooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArzXx5rF94y8TL8P8AQLuWyzCtz4h1a1YrJYWj5CQROPu3E+1gCOY41d+G8rdu/Enxw/grRYBYWq6n4j1OcWOj6YW2/ablgSNxHKxoqtJI+DtRGIBOAZfh14HTwH4eNrJdNqer3czXuq6pIu1767fHmSkfwjgKiZwiIiDhRQBuaPo9j4e0mz0vTLSKx06zhWC3tYECxxRqMKqgdAAAKuUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV5V8G/+Si/Hb/sc7b/1HtGr1WvjjQ/jVqVr+138YPhJpGtaF4S1XVdatNWtdU1uCa5kvP8AiR6XHJBawjy4mlQRK53Sk4kB8pgpoA+wby9t9OtJrq7nitbaFS8k0zhERR1LMeAB6mvMX/aB0vxA7QfD/RtT+I8+dou9FjVNLU+pv5SkDAHqIWkcf3DxmWz/AGe/Dt7dw3/jG61H4janEwkSbxTMs9tE45DRWaKlrGw4wyxBuBliRmsnXfjOPBXx41TwxqUer3GhR+GdP1C1ttF8PXmpNHPJdXscjObWGRkBSGIAPgfKcc5oA0P+EP8AiV45+bxN4stvBmnP10fwYvm3BH92TULhMkH/AKZQQsMcPXS+CvhF4R+HtzNeaJosMWq3C7bjV7t3utQuR6S3UzNNJ/wJzWH+z98Qb74meC9V1m+kmk2+ItYsrYXNk9pKltBfzRQo8TqroyxooIdQ2R83Oa9MoAKKKKACiiigCC+sLbVLOa0vLeK7tJ0McsE6B0kU9VZTwQfQ15k3wHh8LsZ/hz4gv/AEgORpluPtejP/ALJsZDtiX1+zNAx/vV6pXl37TXj3Vfhl8Ftb8SaLcG11GzuLBUlW3E7BJL2CKQCPa24lHcAAE5PHOKAI/wDhZXjPwN8njnwbLf2CcHxD4MWS/hx/elssfaYif7sYuAMcvXb+DvHnh34g6YdQ8Na1Za3aKxjkks5lcxOOqOByjjurAEdxXlM3x6bxB8evh14X0NdbstJ1Oz1afUYdZ8NXum+cYY4DDse7gjJwXfIjPcZ7V3vjH4MeEvG2pjV7vTTYeIkUJHr+kTPY6iijov2iIq7J/sMSh7qaAMD9qT/khPib/t1/9Koq9Wr4p/a5+Juu/Bnw3p/gHUvF+n+PbjxXPDFYadfwC11yKJJVke4d4E8iWJRGRlooT1+ZyMV9rUAFFFFABRRRQAUUUUAFFFFABRRXnmv/ALRHww8MX7WGp/EDw5b6gv3rIalE9wv1jViw9OnXigD0OivONC/aE8DeJ9YtNM0nUb/ULm6kEUbQaLfNCGPZpvJ8tPU7mGBgnAroPDb+Mm8WeKhr8ehp4ZEsH/CPtpzzG8aPyh5/2sONgbzM7PL/AIevPUA6eivi7w78WvFvgif4tXHiPX76/wDCWt+IfEGlaNfTzEvoWowGQQW6vnKQzIoEeDhJY8DHmivoHTtR+IF98PfBJ8Lw6HczXekW8l9q/iG8uGeFzFGQwgjTM5YliczR9OpzwAeoVzfjP4keFPh1aJc+KfEmleHoZDiM6leRwGVugVAxBdieAFySeBXHf8Kc8R+JPm8Z/EzXtRjb7+neGgNBs/8AgLQlrsf+BJ/rXR+DPg34I+Ht2954f8L6bp+pSDEupiASXs3b95cPmV/+BMaAOc/4XtN4g+XwV4D8VeKw3C301kNJsR/tGW9MTOn+1DHLnsCOa5TVbjxtYfFXwN4u+ItjoWm+F7ZrnTba00W7mu/7O1C78uO3ubieSOIMrKJbcbY12NdDJYNuT6AryTxbaJoXjK90fxKZNX+H3j3/AEBo72RnSw1Bo/L8jJPyQ3CKAoGAsykDJnUAA9borzr4Va/qFhc6j4E8R3Ul34h0FUaC/nPz6rp7EiC6z3kG0xy46SIWwFkTPotABRRRQAUUUUAFFFFABXlVl/xab4pNYH934R8aXMk9oeiWOsbS8sX+ylyqtKvbzkmyS0yivVawPHfg2x+IHhPUNB1BpYoLpAUuLdts1tMjB4p4m/hkjkVJFbsyKe1AG/RXEfCjxlfeJ9FutP15YofFuhT/ANnazDCu1GmChluI1PSKZGSVOuA5UncjY7egAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKp6xq9l4f0m91TU7qKx06yge5ubqdgscMSKWd2J6AAEk+1XK8q1f8A4vB8QJNCHz+DPC9zHJqp6pqWpALJFa+8UAKSyDo0hiTPySqQC38NtIvfFWtT/EPxBay2l7ewG20TTLlSr6ZpxYN86n7s85VJJR/CFij6xEt6VRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV8XfGj9mC2/ad0/48afZzjSvG+i+N7fUfDWtI5jktLtfDuikLvX5lR9oBI6EK3JQV9o15V8G/8Akovx2/7HO2/9R7RqAPlH9hv/AIKHXPirXv8AhTvxu/4kHxL064Om2+pXgES6hMh2GCYdEuMjAP3ZO2GwG+yta0fRvA3i7xH8TtX1RrO1/sK20+6EiZightprmbzOAWJP2kjAH8I65r4G/wCCtP7GJ8S6TL8bvBtl/wATfTYgviW1t15uLZRhbsAdXjACv6oAePLOfG/gJ/wUe1Hxd8BvFfwg+J00+o6tcaNPa6F4jbLyTkRnbb3PctgYWXqeA3PzEA/W74feBIPh9pWpWVvdSXa32sahq7vKoBV7u6kuGQY7KZNoPfGa6iiigAooooAKKKKACuQ+LHw6t/iv4EvfDF1eS2EF1PazG4hUMymG4jnAAPHJiA/GuvooA8+vvDui+Ovixo/iC21dm1PwK15p1zYxx/KJby3tpMOT3EZiYbcj5/UV41+29+3d4Z/ZJ8MmxtxDr3xDv4d2naHv+WFTkC4uSDlYwQcL95yMDA3Mvif7U/7dlt+yV4r+M2iaHarqXxD1zXbWXT0nTNvZQ/2LpqfaJf73zBgqDqVOcAYb5h/4J4fsya3+2B8b9S+LPxLludd8N6RfC6vLnUCX/tfUeGSE54MaDazqOMbExhuAD6G+DfwA8TRfAHxx8evi1cT6t8U/G0VpJA18uH03T2uoSiKmAIy4CnaANiBFwp3iv0qryn9qMY+BHiYDgf6L/wClUVerUAFFFFABRRRQAUUVwPizx1q13rk3hXwVaW9/4gjVTfaje5Nho6sMqZgpDSylTuWBCCRgs8SsrEA2vG3xF8PfDuzgn13UUtXuX8q0s4kae6vJMZ8uCCMNJM/+yisfauO/tL4o/ED59Ms7D4baHJ9y51iIahq8i+ot0cQ25PUF5Jjj70anIHSeCfhdpXg+8n1aV5dc8VXiBL3xFqQV7ycZz5akACKIH7sMYVBycZLE9jQB5V/wzX4P1j974xOpfEa7b/WSeLLw3UD/APbmoW1QeyQqD3r0LQPDOj+FLBbHRNKsdHsl+7bWFskEY+ioAK06KACuY8N/Dbw94S8WeKvEul2T2+teKJYJ9VuGuZZBO8MQiiIRmKphBj5Aue+a6eigDybxb4G+H1hph+HWq6HLe6Z8RtVv5Lm3Ls6PcvFJdzSsxbdH/qSVKfdYLgDGR2Pw/wBe0fVNPv8AStDimhs/Dl2dDKzDgNDHHwpJJZQGUZPOQa5L4kfvvjh8H4f7k2q3Pr92yKdP+2vX8O9H7Pn7zTvHdx/z28Z6xz67Lgxf+06APVaKKKACsfxd4U07xx4a1HQdWhabT76IxSBHKOvdXRhyjqwDKw5VlBBBArYooA8FCeI/ENj5RaKb4vfDyXdG7YhTXLOUYBPZYruOPB/hiuYc4YQjPsHg3xbp3jvwxp2vaVI72N7H5iCVCkkbAlXjkQ8pIjBkZTyrKwPIrlvit4c1GCXTvG3hq1e68TeHw+bKLAbVLFiDcWfPBYhQ8WcASxpkhWfPN6N4j07wf4o07xRo90lz8OfH8kUpnTIjsdUlCiKXB+4l1wjA42zqnG6ZyAD2eiiigAooooAKKKKACiiigDyz4rxv8PtcsvidZK32exiWw8SQIP8AX6WXz9oI/vWrM0uf+eTXAwSy49RjkSaNZI2V0YBlZTkEHoQabPBHdQSQzRpLDIpR43UMrKRggg9QRXmPwYnk8H3OrfDO+kdpPDYjk0aWViWudHkyLc5P3mhKvbt1P7lHb/WDIB6lRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRVXU9TtNF0271C/uYrOwtIXuLi5ncJHFGqlmdmPAAAJJPYUAcj8VvGN/wCHtMsdH8P+XJ4v1+Y2OkxyrvSFtu6W6kX/AJ5QIDI2cbiEjB3SLnb8D+DrDwB4V0/QdO8x7e0Q7p523S3ErMXlmkb+KSSRndm7s7HvXIfCnTLvxRqd78R9btpbW+1iEW+j2NyhWTTtK3bo0ZTyksxAmlHBB8qM58kGvTKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAryr4OAj4ifHUkEZ8Z2xHv/AMU9o1WP2jvGWqeAPhVca5o8s8V9Bq2jxYtYlklkjl1O1iljVWBBLxyOmP8Aa4wea53TfjFqfib49eD9Bt9H8QeHNJudF1e6u7bW9PW3F3LHJYiJkJJJKCSQHBH+sGc8YAPa7i3ivLeWCeJJ4JVKSRSKGV1IwQQeCCO1fhH+3v8AseXn7K/xz0/VfDFq58CeIrwT6Oy5K2c+4F7Nj7ZymfvIcclWNfvBXiv7ZPhfSvFP7NvjdNVsYb0WNk2oWplXJhuIvmjkU9QwOeR1BIPBIoA/Kr/heH/BQH/oG/FD/wAIp/8A5Eo/4Xh/wUB/6BvxQ/8ACKf/AORK/b+igD8QP+F4f8FAf+gb8UP/AAin/wDkSj/heH/BQH/oG/FD/wAIp/8A5Er9v6KAPxA/4Xh/wUB/6BvxQ/8ACKf/AORKP+F4f8FAf+gb8UP/AAin/wDkSv2/ooA/ED/heH/BQH/oG/FD/wAIp/8A5Eo/4Xh/wUB/6BvxQ/8ACKf/AORK/b+igD+d+1+FPxk/ay/ais/CvjG21SD4iap5J1e41ywNpNZWyIo8+eHamxVhEeBgbsoBksM/vd8H/hP4e+B3w20LwT4XtRa6PpNuIY843yv1eVyOruxZmPqTXCfB/wAI6PF8f/jv4oXT4f7fn1jTtNe/K5l+zJo9hIsQPZd8jMQOpxnO0Y9toA8p/ak/5IT4m/7df/SqKvVq87+OGg3PxB+G3iLwzoj291rTi2JtTOqsg89HBfJ+UFUYjPXBxXe2V/banbLcWdxFd27FlWWBw6EglSARxwQQfcGgCeiiigAoorO1fxFpegRu+o6hbWQS3muyJpAreTEAZZAOpVAy5I6ZGeooA5T4geLdROs6f4N8MSJH4l1SNp5r1kEiaTZA7XunU8Fy3yRIeGckkFI5MdH4R8Jad4J0KDStMjdYIyzySzOZJriVjl5pXPLyOxLMx5JJrjPgTpt1f+Hrvxxq8Dw694wkGpyRyjD2tlz9htSP4fLgK7lHHmyTN/Ga9MoAKKKKACiiigAooooA8q8afvv2jfhfD12aNr1zj/dawTP/AJFxj39qP2bf3ngXX7jvN4z8UE+vy65exjnvwg/DA7UeIf337UvgNT0g8HeIXwfVr3RgD+AVh/wKj9mP5vhHFN/z8a3rlz7fvNWu349vmoA9VooooAKKKKACvNI/hbb2E/jXSb8Wk/w58QxSXk1hPIUayupCftWw4wIpM+dkEMkplYZ3jZ6XXlXiE/8AC6PE914Xh+bwPpE2zX5x9zVLkcjTlP8AFEvDTnoTth+bMyqAaXwF1/WfEnw10+61lpbspJLBZatONsmrWSOVt750wNjTRhXIwOSSAAQB6HSAYGBwKWgAooooAKKKKACiiigArzP406Zd6RDpXxA0e3kuNY8KM809vAu6S90uTb9ttwP4m2IkyKOTLbRLnDHPplFAFXTNTtNa0201CwuI7uxu4UnguIW3JLGyhlZT3BBBB96tV5V8Kf8Ai3/i3XfhrL+70+2U6x4bB6f2dI+JLZf+vaclABwsU1steq0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV5V4z/wCLrePU8DR/P4a0Qwah4lccrcyE77XT/cNtE0q/88xEpBWc4634leOE+H3hG61VbVtS1BmS107TY22vfXkrBIIFPbc7AFuiruY8KTUXwv8AA7+AfCUNld3S6lrd1K9/q+pBdv2y9lO6aUA8hc/Ki5OyNEQcKKAOtooooAKKKKACiiudfx3pUfxCh8Flpf7bl0t9YVfL/d/Z0lSInd/e3OvHpmgDoqK53wh470rxvN4gi0xpWfQ9Ul0e882Pbi4jSN2C+q4lXn610VABRRRQAVTfV7CPVotLe9t11OaB7mOyMqiZ4kZVeQJnJVWkQFgMAuoPUVcrwX4l6b4l1T9p/wAGxeF9dsPD96vg7WGkuL/TGv0eP7bpvyhBNFg5IO7J6YxzmgD26x1ew1Sa9isr23u5bGf7NdJBKrtby7Ffy5AD8rbHRtpwcOp6EVcrxP8AZotdVstT+MEGt6hb6rqieNGE95a2htY5T/ZenYKxF3K8YH3j0z3xXtlABRRRQBzvj3wPYfETw5/YupS3EFr9ts77fasqvvtrqK5jGWVhgvCoPGSpOCDgg1PwPYar470HxZLLcLqOjWV7Y28SMohZLlrdpC4K5JBto9uCAMtkHIx0VFABXmH7Ttjc6l+z58QLW0t5bq5l0edY4YELu529Ao5Jr0+vCLi21X4yfGrx34fu/E+ueHPD3hCOxt7ey8P3hs5Lu4uIDO1xLKo3kKGRVjBCZRiwbOAAe70V5f8AAbxJrGq2HjDQtc1Q67eeFPEM+iJq0iost5CIYLiJpQiqvmKlysbFVALRlsDOK9QoAKKKKACiiigAooryT9q3xZq3gf4Fa9reh3FzbapbXOnCJ7MqJSHv7dHRdxAyysy8kD5uooAtfCi1mg+Jnxqlkhkjjm8S2bROykBwNF04Eqe4yCOO4Neo18/TfF3xFr37Qvwz0RvDniXwdpV3ZaxJdW2s/ZVjvmjjgMZAhnlyYyWPO374xnnH0DQB816Xa+N7n9qL4v8A/CH6poGnKLDQftQ1zTZ7sv8AurnZs8qeLbj5s5znIxjHPS/sXCZf2cfDguXjkuBeaoJHiUqjN/aV1kqCSQM9ASfqa9kt9IsbTULu/gsreG+vAi3N1HEqyzhAQgdgMttBIGemTijStIsdCsUstNsrfT7OMsyW9rEsUalmLMQqgAZYkn1JJ70AW6KKKACvzx/4LOWl9pvwh8AeJdMu57G+tNbn0oTW0hRmju7SRZYyR1V0iZWU8EEg8E1+h1eV/Gb4d+DPjRrngzwl4muna90nU4/GFppqLxcizYRneSpXyw91GGXIJ3Y6ZoAP2XvCXinwV8BfB2neN9a1DXvFzWYutUu9UmMsyzykytCSSeI94jAHGE4r1SsvRfE+meIbrWLbTrtbmfSLz+z75FVh5M/lRy7DkDJ2TRtkZHzdcg1qUAFFFFABRRRQAUUUUAeJeO/F2j+BP2kPDur+Jr+LQdGl8L3mnw6rqGYbM3Ml5bMIWnYCNXIiyqlgTzgGvRPhj4OtPAXgfTdFsb1tStYfNmS7bH73zZXlLcccmQ8iuluLeK7gkgnjSaGVSjxyKGV1IwQQeoI7V5jP+z1oGkzyXfgjUNT+G967FyPDUyx2TsTkl7GRXtWJPVhEHPZx1oA9Soryr+3fir4H41bQNN+Iumr1vfDUg07UQPezuZDE+B1ZbhSf4Y+1bPhP44eDvF+rJo0OqNpXiJgT/YOuW8mnagQOpWCdVeRR/fQMvTBIIoA7yis/VvEGl6A1iup6lZ6c1/crZWgu50iNxcMCVhj3Eb3IViFGSdp44ql4l8RS6fZalb6Lbwa14kt7VbiHRhdxwyPvYpG7ljlIyytl8HhH2hiNpAOb+InibUr/AFW28D+Frg2/iLUYvPvNRRQw0exyVa5IPHmuQyQqerhmIZIpBXWeF/DOm+DfD9joukW4tdOsoxHFHuLH1LMxyWZiSzMSSxJJJJJrI+HXgc+DNLuZL67Gq+ItUm+2avqhTZ9puCAuFXJ2RIoWONMnaiLkltzHrKACiiigAooooAKKKKACiiigAooooA8v+O9rNoel6V8QdPieXUPBs7X08cKkyXOmuu2+gAHLfugJlX+KS2iHHWvS7W6hvrWG5tpUuLeZBJHLEwZXUjIYEcEEHOakZQ6lWAZSMEHoa8s+BrHwidd+Gk5IbwnLH/ZYb+PR59zWWPaLZLbev+i5P3skA9UooooAKKKKACiiigAooooAKKKKACiiigAooooAKKK8/wDjB4o1HT9M0/w14cn8jxb4mmNhp84UMbKMDdcXpB4xDHlhkbWkMKH/AFgoAyvD/wDxdT4p3PiJ/wB54Y8IzTabpA6pdalgx3l0PURAtbIezfau2016rWT4U8L6d4K8NaZoOkQfZtM063S2t4ixYhFGAWY8sx6ljkkkkkk1rUAFFFFABRRRQAV4L48+Fdx47/af0m+uj4g07Q7fwdcQHU9F1C5sB9oN7CVhaaFlJyu5thP8IOOK96ooA8W/Zj8D3vgGD4mWF3b6nHbz+M7y5sp9XllmmuoDb2yrL5spLSAlWG4k52n0r2muf8a+DLXxrpcVvLPPp99azC6sNTtCFuLK4AIWWMkEZwzKVYFXVmRgysQcvwV41vLvUZvDPiaGGw8W2kXmlYAVt9RgBC/arbJJ2ZKh4yS0TMFYsrRySAHaUUUUAFcX4a8ZzeM/E/iqDTrSBdL0RxpsGryZbz74Am5jVRjMcR8lCQ3MglTgx1D8XfF+oeHdCtNL8PtGfF3iC4GmaOJF3rFKylpLl17xwRq8zA43bAgO51zv+CvCGn+AfCml+H9LWT7FYQiJHmbfLK3V5ZG6vI7FnZjyzMxPJoA8G/Zb/bH0P416vrHgXxJb23hL4vaFczWes6Bv/d3M0JKSTWrHmRPkztOWUDncBuP0pXwd+0B/wTjuvir+1RqHxW0XW5tCgbT7a+SOwvGtLmXVoZFXasqqTCrQxg+aAxWQ7irDIP2R8PvGth4w0hkt3uYtT08ra6jp+ohVvbOcKMpOq8ZP3gy5RwQyFlIJAOpooooAKKKKACvIfjZ4M0LQ7LW/iQ2u+IvCF9YadjUr7wtLCJr22iLMkckU0bxuVLPtbaHG9gGAJFevV5V+1V/ybj8Rf+wNcf8AoNAHZeAfAOkfDbw5Ho2jRzeR5slzPc3czT3N3cSMXlnmlYlpJHYklifYYAAHR0UUAFFFFABRWT4j8XaF4Oshea/rWn6HaE4FxqV1Hbxk/wC85ArgD+1R8JJD/ofj7R9YQdZdGmN/GPq8AdR36nsfQ0Aeq1zPxH+H+m/FDwhd+G9Xe4jsLmW3mdrVwkgaGdJkwSCPvRrnjpmuQ/4ai+Gif8fHiCew7n7fpV5bYH94+ZCuF/2unXmtvwv8ePht43vBZ6B4/wDDOs32cGzstXglnU+hjD7gfYjNAGprfw/03XvHHhnxXcvcLqfh6K8htFjcCJluVjWTeMEniJcYIxz1rpqKKACiiigAooooAK8O+InhHV/E37S3g9tN8Q614Vji8I6uH1HR4LWQuTeabiJjc28yDPLcKG+XrjIPuNcR4B8Z3/jrX/E97AsK+EbK5GmabMFPmXlxCzrdzBs48oSEQqMZ3W8rZKstAHJfs6aBqHhzVPi3aalqGoavOfGLSLqOpxRRzXSnS9Pw5EMccZHBUFEA+X1ya9koooAKKKKACiiigAooooAKKKKACsXxZ4L8P+PNJfS/Emiafr+muQxtNStUuIsjodrgjI7HqK2qKAPnT9pf4U6F4k0H4P8AgaVbqDRZfFyQRPHdSNcWxXS9ReKSOVyWDxuqOpJOCi9hiq/wC8Va9rvx/wDGWk+LoRH4u8O+GNL0vU5402w3rC7vniu4v9iaN0fH8LF0/gru/j58RLz4b3Pw3u7dbyW0vvFC2N9b6fp5vbieA6feybI41RnzvjjOUAbCnnBYGj8Ofi5P4/8Ajv4p0q3t9X0/RLHw3pl0lnrWiy6fN9okur5XkHnRrI6lY4wOSoKtjBLZAPZqKKKACiiigAooooAKKKKACiiigAooooAK8q+MX/FE+IvC3xIi+SHSpv7J1rHRtMu5I0aRv+uE6wTbj92MT4++a9VrO8RaBYeK9A1PRNVt1vNM1K2ls7q3f7ssUilHU+xUkUAaNFedfAfX7/U/Ag0fW7hrrxJ4YuZNA1SaT788sGBHcN7zwtBP9Jh06V6LQAUUUUAFFFFABRXNfEbxHdeF/CF7daakU2tTbLPTIZwTHJeTMIoA+OdnmOpcjogY9q4T4O/G6LW/gK3i7xjOum6p4biubLxSHUA217ZFkuiVUDG4oZFUD7si4zkUAewUV5v4j+PGgeDI0bxBp+t6U8mqW2jxRnTnuTLPOFMWwweYGB3AAg5LAqAWGK1Php8WdD+KcGsf2Wl9ZX+j3hsdS0vVbVrW7tJdoZQ8bfwsrKysMqwPB4OADtKK+Z3+NfiVvjlqPgC41C70rxiuvW02leH5bWD+z9S8PEp592kzJ5jMsS3JIWQFZlRdpQnPS+OPFeveE/jp4A0tPiRp4bxDqVxHP4NvobaGNtPS2lYSwPt88ziRYuDIyuXfCKqNtAPc6K+YNd+PGvaV4W8UePF10NF4d8dnw1c+FvIhEL2ovY7PbvKeb5zRyrdBg+3kDaVzn6foAK8q+E//ABcHxTrXxMl+ewvEOkeHAeg02OQl7lf+vmZfMBH3oorY8HIqz8b9Tu9S03TPAekXElvrXi+V7JriBsSWenqAb25BHKlYj5aN2lnhr0LTNMtNF0200+wt47SxtIUggt4V2pFGqhVVR2AAAA9qALVFFFABRRRQAUUUUAFFFFABXO+NfBVn4206GKWaaw1C0l+06fqloQtxYzgECWMkEdCVZWBV1ZlYMrEHoqKAOL8FeNby71Gbwz4mhhsPFtpF5pWAFbfUYAQv2q2ySdmSoeMktEzBWLK0cknZswRSzEKoGST0FcV8Y9Ss/Cnw817xlPpkGp33hPTrzW7FZuCssNtIflYcruXchx1DEd68g8a2/jH4QfCofErUPH+r+KNQtUtbrW9FvIbYaZfW8kkazwQQrEGhIV28tgxOQvmbwTQB6D8LFPxE8T6h8TbkFrC4ibTPDEbdE04OGkuh6G6kRXz3iituh3V6pTIYY7aGOKKNYoo1CIiDCqBwAAOgp9ABXG+NvhZpXjK+g1aOa50HxRaR+XaeIdJZY7yFM58tiQVliJ5MUquhPO3IBHZUUAeVf8Jr8QvAXyeLPCyeLdLTg674NUmcL/em06RjIPpBJOxP8AFX9F/aK+G2uX66evi/T9N1VhkaVrZbTL4+v+jXIjl47/LxXo1UNb0DS/Etg1lq+m2mq2THLW17As0ZPurAigCeyv7XUofNtLmG6izt3wuHXPpkVgeJvij4N8FwSTeIPFuh6HFESHfUdRhtwpBwQd7DoeK5i9/Zd+DWpTebd/CTwLdS4275vDVk7Y9MmKug8NfB/wAB+C54pvD3gnw5oU0QAjk0zSbe3ZMDAwUQYwOlAHMf8L9tfEv7jwD4b1vxvdP9y7js5LDS1/22vbhVjdPXyPOf0Q1znx0h8WJ+zD8TJfF9zpEl/NpVw8Vro0MohtI9g/dmWRt0xzk+ZsjznGwY594ry79qK3lu/wBnf4hQwRPNK+jXAWONSzMdvYCgD1GqN9rum6Xf6bY3l/bWt7qUrQWVvNKqyXMixtIyxqTlyER2IGcBSego1zXNP8M6Lf6vq15Dp2l2ED3N1d3LhI4YkUs7sx4AABJPtX5UeJPDP7Qn/BQH9oex+Ingu2u/APw40Xfa+HdZ1iSW0jNo42yzIi4kledCwYxjbjEZfC5oA/R7XPjGlxq93oPgjR5vG/iC2kMNz9nl8jTrCQdVurwqURh3jjEkoyD5eOao/wDCsvGnjP8AeeNfHt3Y2zddE8FBtMgA9HuyWunYf3o3gB/udK7jwJ4Z/wCEN8GaJoeLANp9pHbudLsRZWzMqgM0cAZhEpOSFDHGeprdoA4Dw58Afhx4UvTfad4L0caoww+qXVqtzfSf79zLulbv95j1Pqa74DAwOBS0UAFYnijwP4c8cWZtPEfh/S/EFoRjyNUso7mP/vl1IrbooA8q/wCGc/D2ifvPBWqa78PJl+5H4d1BhZJ9LGYSWoH0iB9xxR/wkfxJ+Hv/ACMWj23j/Rl+9qvheA22oRL6yWMkjCXA6tDKWP8ADDyBXqtFAGH4P8b6H4+0ganoGoxajaBzFIUBWSGRfvRyxsA8ci9CjgMD1ArcrhvGHwrtta1c+I9BvD4W8ZogRdatIgwuUX7sN3FkC4i7bWIZckxvGx3VL4K8e3Gq6jN4c8R2Uei+L7WLzpLSOQvb3kIIH2m1kIBkjyVDAgPGzAMMFGcA7SiimSypBE8kjBI0BZmY4AA6k0Aef/GLxFqMVlpvhHw7cvaeKfFEj2lrdRffsLZQDdXo94o2GzPBlkhU8NXY+GvDuneEPD2m6HpFsllpenW8dra26dI40UKo9+AOT1rgvhFZXHivUdU+JOqQSQXGuotvo9tOhV7PSUJMIKnlXmYtO44IDxo3MQr0+gAooooAKKKKACiiigAooooAKKKKACiiigDm/F3gaz8Y6n4UvbqeeF/Duq/2vbrCQBJJ9mnt9r5B+XbcMeMHKjnrRa+BrO1+I2peMlnnOoX2lWukPASPKWOCa4lVhxncTcsDzjCjjrXSUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHlV7/wAUL+0LYXI/d6V46082MnZRqlmrSxH/AHpbU3GT6WSCvVa88+PPh2/1z4cXl5o0JuPEWgzRa9pMS8GW5tXEohz2Eyq8J/2ZmrsPDPiKw8X+G9K17S5hc6ZqlpFfWsw6SQyIHRvxVgaANOiiigAooooA8+8b+ALnx/410JNZ07TNQ8FadFNcNbz3D+e98wCRSeWI9pVIzOvMnJmzjKDPn+mfA3xP4G8afEseE7Dwt/wgniywhaLRNSnlMceoJCYpWeEQMnkzp5aSLlj8m7nO2voGigD44+Ifwv1L4N+F/DVvaz21rpF38R/D0ui+GJNVmubPTMSjzI4riWMOkcj5bywhVMEqDuIH0H8NvhpceGPGfjzxjqn2ZNc8W3drJNb2UrSw28FtbrBCgdlQuxxI5bav+sCgHbubvLuwtb9VW6toblVOQJow4B9s1YoA8D1f9nfUNe1O9j1OWw1CM+M4PF+n+IpbiRdS08pJAxt0QJjHlQtbBvMA8pxlDt2t1XibwL4k+JWqabaeKNO0G00XRPEUGuaffafezT3cgtpS9uDE8CLC5+VXZZJAV8xQPnyvqVFAHkni34FWHxD+I+ma9rej6HaWWl30Oo77OASX2qzwYNsbmYxqVjhYBxEC+5kjJYBSretE4GTwKWvLv2gbu51HwxpngrTrqa01PxnqEeiie3bbLDaFWlvpFP8ACRaxThW7O8fcigD59uv2kLzwB+0b4Y8ceLLWzT4WfEpW8N+Htbbcsmli3kY28kjZK+Tes7ShgFITyS7Yj4+068I/bC/Z2s/j3+zN4j8B6fZww31taLc6FHGoVYLq3XMKKOihgDF7LIa8G/4Jf/tmy/GjwY3wy8aXbL8QfDEHlwy3RIl1KyTChmzyZYuEfPJG1uTvIAPvCiiigAooooAKKKKACiiqOt65p/hvTJdQ1S8isbKIqHnnbaoLMFUe5LMqgdSSAOTQB4ra/tBeLdV8GXfxE03wBBdfDmCOW7jlbVymsXdlGTuu4bXyTGVZFLpG06u64+6SFPtukatZ69pNlqenzpdWF7Alzbzx/dkjdQysPYgg/jXz3ZfDr4s+FPhf/wAKk0Oy8N3GiLYy6TZeMrvUZBLa2RyiGSxEHzzpE20YlCMyhmK5KV714U8NWXgzwto/h/Tg66fpVnDYWwlbc4iiQImT3OFHNAFzUtNtdZ0660++t47uxu4ngnt5lDJLGwKsrA9QQSCPevKLT9mzTkTRtM1Dxd4n1vwdo00FxYeFdQuLdrONoW3QLJIsKzzxxsIyqTSuMxru3YGPYKKAOb8C+L38XabdG806XRtY0+4ay1DTpW3+RMoDfJJgCSNlZHRwBlXGQrBlXpK5vxzaeIpdNtrrwxdxR6lZXC3BsbrAg1CMAq9vI+0tHkNlXX7rqhIZdyt0ENxFchzFKkoRijFGB2sDgg47j0oAkooooA8IuLbVfjJ8avHfh+78T654c8PeEI7G3t7Lw/eGzku7i4gM7XEsqjeQoZFWMEJlGLBs4Gn8HdR8UeJE1/R9Q8WXF1N4M8TT6PLfi2tzJq1uIre4iE/yALIsdwImaMJkqzYBPE3xp8F6FosGq/ERte8ReDr+1s44dRv/AAvLEJb23Rz5aSxTRyRuVMjbW2h1DMAwBxXd+AfAOkfDbw5Ho2jRzeR5slzPc3czT3N3cSMXlnmlYlpJHYklifYYAAABzviH9oTwB4V1q70nVNeNrqFq/lzQmyuG2tjPVYyD1HQ1nf8ADUnww/6Gb/yQuv8A41Xq1FAHlP8Aw1J8MP8AoZv/ACQuv/jVeYfF3x27ftEwaRc6149g8OP4QttSgtPBFldXDmd7udTJKkETsoKKoywHQDrX1LXn3jPT/Dnw71vXfi3qst6s1joAsLpIcOn2WKV5wVTGS+52Gd2MY470Acz8P/Gcvh34H2mo/Faa8jgnvLq3iOv2Aa8kszcS/Y/tcMSYEpgWMsNo5+9hs1oj9qP4YAYHibA/7B91/wDGq7jxlD4mn0gL4TvNJsdU81SZNZtJbmAx4O4bY5Y23Zxg7scHjnjiP7N+N/8A0MPw/wD/AAQ33/ybQAn/AA1J8MP+hm/8kLr/AONVJB+098M7meOGLxIXkkYIqiwuuSTgD/VVleItS+LXhHRbrV9c8afDTR9KtV3z3t9pF5DDEucZZ2vQByQPqazdOv8A46+NNE03UNA8Q+A7bTb4uHu7/wAMana3MMYJUSR281wCxJGV37VIIb5gQCAOuLbVfjJ8avHfh+78T654c8PeEI7G3t7Lw/eGzku7i4gM7XEsqjeQoZFWMEJlGLBs4HT/AAG8Saxqth4w0LXNUOu3nhTxDPoiatIqLLeQiGC4iaUIqr5ipcrGxVQC0ZbAzirnir4LWniLXl1+w8R694T8RSWsdle6poE0Mb38MZJRZ45YpImKln2sEDLvYBgDiuh8A+AdI+G3hyPRtGjm8jzZLme5u5mnubu4kYvLPNKxLSSOxJLE+wwAAADo6KKKACiiigAqN7eKSaOV4keWLOx2UFkzwcHtmpKKAPJtV8TeOvBf7PXjTxDr17oeq+L9J0zVr+2m0KCQWjeUsz267HYksAqKw/vAj3rzHx34Ls/g/wDBS1+JvhvX9a1LxlaLp162qXOtXFwuvNLNCrQTRGQxOkwkKKqKNhZTHjAr6C8CfDfw18MvDX/CP+GNIg0jRvOmuPscRZkMkrtJITuJPzMzHHTnA44rmNJ/Zx8A6JrGm39tpN00elzi603S7nVbufTdPmG7bJb2bymCJl3HaUQbOq7TQB0XxQ/4Sv8A4QfUP+EJv9F0zxLuh+y3XiGOSSyQeanmeYsbKxJj3hcH7xXtXVV5TdWOj/GrRNe+GfxO0OzvLyIxTXem5dLXUrdZleC7g+bds3ou5NxMbqVYspV39WoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAryr4Cf8U3b+K/AMnynwpq8sVkp76dc/6VabR/cjWVrce9s31r1WvKvE//ABR/7QPhHWh8ll4r0+fw3eHs1zAHvLIn0xGNRHuXUfUA9VooooAKKKKACiiigAooooAKKKKACvKtA/4rL9oXxPqknz2fg3T4dBtB1C3d0sd3dsffyRp4HcZf+9XqhIUEkgAckmvK/wBmkHUvhfF4qcHzvGF9d+Jdx6mC6lZ7QH3W1+zJ/wAAoA9Vr8PP2/8AwFr37HP7alt8Q/BEraPDrU3/AAkek3ES4jjuN2LuAjgFS5JZOmycLX7h18i/8FPf2fv+F4/sx6tfWFt5/iPwiW1ux2rl3iRf9JiH+9Flsd2iQUAet/sr/tIaD+1J8INL8Z6MUt7th9n1TTN+57C7UDfEfVeQyt3VlPByB6/X5N/8Epf2f/jf8MvGUvjzUoE8H/DPVbXytQs9eLRTakuCYJIoTypVmBEj7QVdgu7dx+slABRRRQAUUUUAFeQeJNTtPHfxImW9uI4PBHw+I1LVLiVsQz6oI/NijYnjZaxETtnjzJbcghomFdd8VfG1x4I8KmXTLeO+8R6jOmm6LYyEhbi9kyIw2ORGoDSSEfdjjkbtXmx8E29zcaB8ILO4k1HTLFF17xlqMoG+/Z5mkSKXHG+7uRLLIvTyopEIAkWgDuvg/NrPiDS9Q8Xa1JdwHxDMLrT9JuGYLp9gF226eWfuyun72TuHlKEkRrj0CiigAooooAK4zVNI03wBqPiHxtBHqJW4tlk1PTtOjEq3DR4AuRCBuaZYxtJQ7nRVG1ykYHZ0UAVdM1O01rTbXUNPuYr2wu4lnt7m3cPHLGwDK6sOCCCCCPWrVeZeN/iNYfBXWdDi1KLTtP8ABmpB7SEWcRF1BejfLhYEyZkkXcMRIXVwMhxITHX/AOF2a5qvz+HvhL421ezb7l9dx2WlRt9Yry5iuF/4FCPwoA6L4w6wmhfDvVLuTQovEy7oIf7KnTek/mTxx4YbWyBu3dD92uzrwX4h/Gj4had4XdrL4TeMdGv1u7Qm/hXTtUhWD7TEbgeVbXMs7Eweb92E84wc4r1fwT8RPDnxFsZ7vw7qsOorbyeVcwgNHPayYz5c0LgSRPjna6q2O1AHR0UUUAFeVftVf8m4/EX/ALA1x/6DXqckiQxtJIyoigszMcAAdSTXCeNfFd5qWg2Q8M6Dp3jDTNWhd5dTvdRhj0iC3AGXmcb3kDBjtWONg20hmQYNAHe1yWkeOJfFOt6xpel6NqtpBYLJD/bmpWJhtHuVbb5caOySzAHJLqojIGFkJ6S3vw60rVfGdt4m1GW91C8slAsbS4uWNnZtggyRwDCGQ5P7xwzDOFKgkV1FAHMeDvB91oGnTprWv33ivULmZbia61BUSNXXBVYYUASJFKggDLZ5ZmbmunoooAKKKKACiiigAooooAKKKKACiiigDkviF4HfxbaWl5pt2uk+J9KdrjSdU2bxDIRho5FBG+CQALJHkZGCCrqjrJ8P/HCeNNNuVuLRtJ17Tpvsmq6TI+97ScAHAbA3xspV0kwA6MpwDkDqa4Tx/wCENR/tO28X+FUjHirT4vJktZH8uLVrTcWa0lboCCWaKQ/6tyf4HkVgDu6Kp2esWV8t15N1A72b+VdIsqsbaTYrlJME7WCurYPZgehFSWF/barY217ZXMV5Z3MazQXFu4eOWNgCrqw4ZSCCCOCDQBYooooAK8L8B/tQah8TvCGmeKfDHwZ8f6roGpxmazvRcaFCJU3Fd2yTU1ccg8MoNe6V8/8A7Av/ACZ58L/+wY3/AKOkoA6v/hcni7/ohPxA/wDA7w9/8taP+FyeLv8AohPxA/8AA7w9/wDLWvVaKAPKv+FyeLv+iE/ED/wO8Pf/AC1o/wCFyeLv+iE/ED/wO8Pf/LWvVaKAPKv+FyeLv+iE/ED/AMDvD3/y1o/4XJ4u/wCiE/ED/wADvD3/AMta9VooA8q/4XJ4u/6IT8QP/A7w9/8ALWj/AIXJ4u/6IT8QP/A7w9/8ta9VooA8q/4XJ4u/6IT8QP8AwO8Pf/LWj/hcni7/AKIT8QP/AAO8Pf8Ay1r1WigDlfhl8Qbb4n+EY9ettMv9G/0y90+bT9U8n7Rb3Fpdy2s6OYZJIziWB8FHYEYIPNdVXlX7NP8AyTrV/wDsc/Fn/qQ6jXqtABRRRQAUUUUAFFFFABRRRQAUUUUAFea/tE6VdXnwo1TVNNhafWPDskPiKwjT78k1nItx5S/9dUjeI+0pr0qkIDAggEHgg0AVdI1W113SbLUrGZbiyvIEuIJl6PG6hlYfUEGrdeVfs2E6X8OZfCchIm8Hand+HAh/gt4JCbP87R7Vv+BV6rQAUUUUAFFFFABRRRQAUUUUAcJ8ePEkvg74I+Ptbt932qw0G+uIAv3mlWBzGo9y20D3NdB4I8NxeDPBegeH4Noh0rT7ewTb02xRqgx+C1wv7T3z/By/t+15qekWRH94TanaxEe+d+Me9eq0AeC/Eu48VW37T/g1vCVho+oX58HawJU1q+ltYlj+26bkq0cMpLZ28EAYzzWf8FvF2t+G7r4qS6v4cn1bxFe+O3gOmeGJBcRhxo9i+RNceQirsjPzSFMsQoySAffJNE0+XWoNYeygbVYLeS0ivDGPNSGRkZ4w3XazRRkj1QelcL8TPhjqPiXSJbHwrqFn4aj1PURe68Vt3V9UQQiMxtJE6OhYRwqzqQxSPaCM5oA810pfBv7Q3xwFx4l0+18RaCfBmmaz4a0bW4FlgZLie6F3cG3fchlXZaxliMqCAOHyet8E+Nfh38J/BVza6De65qXhq01q8sEXT9HvtSi0+ZXLSWyfZ4G8u3jYlVJ+RfuBuMDq/EHwZ8IePPC+iaR4u8LaHrEelwolvEtkEhtSFVWW3H3ok+UDaD91QDnFdVoHh7S/CmjWuk6Lp1rpOl2ibLeysoVhhiXOcKigAcknj1oA4fSP2kfhXrl2LO2+IXhxNQIz9gutRit7rHr5MhV8e+2vRILiK6hSaGRJonGVkjYMrD1BHWqur6HpviC0Npqmn2upWpOTBeQrKhP+6wIrzuf9l/4VtM89l4J03w/cudzXHhwPpErN/eL2rRsW985oA9SrK8T+K9G8FaLcavr+q2ejaXBjzLy+mWKNSTgDcxAyTwB1JOBXn/8AwoafTP8AkXviZ490DH3UfVk1Zfof7QiuGIxx1z3znmuQ+MNldeCtV+DeueM9bbXPDPh/XrmXWdYvLRI4oZJLWeOyuriONfLRY5HRfNwqozq3y5yADo9O8S+HfHuu6l8SNB1lPHEHhvS5bXT9B0hAbi3umDPPuVmB86VVhjTcE2rv5IkJrrPhN4LvPCHhuWfWpIrnxVrNw2qa3cwklGupAo8tCeTHEixwx5AOyFM8k1kfD34g+CfiD8RPEt14Phi1qWCws4b7xZppSWxuSGmaO1WdWxLJGGZ22ghRKoLA/LXplABRRRQAUUUUAFcb8QPG91oM2naHoNvFqPi7VywsbSYnyoYkK+bdT45EMQZc4wWZkQEFwR2VeVfA7/isJvEfxHuf3k/iC8ktNOY9I9KtZpYrUJ/synzbnPf7R6AAAHQeDPhXpnhe/m1y+dtf8YXUey78Q3qD7Q6nkxRDpBCO0UeF4ydzFnZ/hOD/AIV5aWfh7WPEQ1Bbm8kttDe+ZjcvCI/MW3kkYnzpEVZcOfmZEBbcwdj1d9drYWNxdOCyQxtIwXqQBnj8q+ef+GjvCHxW/ZTn+Jmp+HL02AkT/iQeeFvYr1bhFtVSVCNkhdoJFkUjaHVgeKAPW/izpJ1vwnbWa67F4cdtZ0mVb2WXyw5j1C3k8gHIy0wQwhc/MZAMHOKTxt8LdL8XX0GtW7voXi20j2WXiLT1VbqFc58t8jE0JPWGQFD1wGAYcz458e/DjxF4Y8MR+MvFuleFWu203xNa2moarBaz/uJo7qIkSHmMPEFYgYIBAINdj4m8ew+Htb0zRodI1fW9Uv2UiHTLQskEO4K000zlYo1XJOGcO2DsVyCKAKfgDxteaxdX/h7xFBDYeL9KVWuoLfIgu4GJEd3b7iT5T7SCpJMbqyEnAZprT4j6Z4ofxDYeEbq08Q61pCMrxiSRLIXPzAQPdpG6K4ZcOq73QEEpyM+bfG3QNa8JeKdN+LkviN3sfC1xHD/Y9raJDCuk3Lwx6g1zISzzMgAuFwY0Bt0BRiNx9xtLOCwt0t7WCO2gQYSKFAqr9AOBQBx8PgKfxh4TGmfElNJ8TvLci6ksre0aOxUDGyIxu7GZV6kycMedq8KMH9prTmf9nHx9ZWNsWI0SeOK3t4+gCcKqj0A6CvVK8IuLbVfjJ8avHfh+78T654c8PeEI7G3t7Lw/eGzku7i4gM7XEsqjeQoZFWMEJlGLBs4AB7vRXl/wG8Saxqth4w0LXNUOu3nhTxDPoiatIqLLeQiGC4iaUIqr5ipcrGxVQC0ZbAzivUKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD5n8LaZ47u/Efx5k8O+I/DulaWPFEgkttU8Pz3s7P8A2Rp+4iVL2FQCMADYcEE5OcD0/wDZo/5Nx+FX/Yp6V/6RxV6HDZW9u9w8UEUTXD+ZMyIAZW2hdzep2qoyeygdqW0tILC1htraGO3toUWOKGJQqRqBgKoHAAAAAFAEtFFFABXz/wDsC/8AJnnwv/7Bjf8Ao6SvoCvn/wDYF/5M8+F//YMb/wBHSUAfQFFFFAGD4+1i98PeCNf1XTjAL2wsZruL7VG0kZaNC+GVWUkHGOCOteHWn7QXizRvC3wT8Ra23h/U4PiLcaZZnR9PtJrW7tnvIBKZYmaeUSpDnLjYvy5bcOh9r+JVlean8PPE1lp1nJqF/d6bcW8FtE6I0jvGyqMuyqOT1JFfMOm/s+a9dfDX4Q6FoPgCP4d+OfDX9kC/8aB7GNreO2VBeIhtpXkuBOFkTy3ARvM3OQRigD6Zj+KHhWXxIugprUDao12+nrEA2w3SRCZ7cSY2GURneY924DJxwaIPih4WuL2a2GsQxmG1ub155leO38i3kWO4kEzARssbsoYhjtyM14NdeAPiLe/EzSNTn8HItvpXxDn1Rbiy1G2trOTS5LO4gjuBArZknDSo0zyr5vURl1O0YWr/AAA+IWuaT4h0zw9HeeE9J1fSbxp9B1y8t7vT7XUhdQzx/YHjd5obedkk8yMkIFYYQMAAAfUPhrxzofi661G10u/E17pxjF5ZSxvDcW/mLujLxSBXVXGSrEYbBwTg1vV5Z8GtJ1Ca91DxBrHw2tfh9q9zbQ2k+++hvru6CFmAM0RI8lC7bATkl2JVMfN6nQAUUUUAeVfs0/8AJOtX/wCxz8Wf+pDqNeq15V+zT/yTrV/+xz8Wf+pDqNeq0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAeVeHv+KX/aN8WaZ9218U6Na69Ao/iurZvsd2x/7ZNpo/D2Feq15V8X/wDiQePvhX4qX5Ug1qTQryT0tr+FkVfxu4rEV6rQAUUUUAFFFFABRRRQAUUUUAeVftKc/D/RQ3+qPjLwqH9cf29YY/NtoPsTXqteVftO/J8Ibi47Wms6JeE+gi1W0lJ/DZmvVaACiiigAooooAKKKKACiiigDC8WeGptf8PtY6dqlz4fvIislne2Rx5Eifc3R5CyR9mjbhhkcHBGb4C8cTeImvNH1q1TSvFulhRqGnoxZGVsiO4gY8vBJtYq3UEMjYdGA6+uT8e+Bm8ULZalpl2NI8U6WWfTdU2bwm7G+GVcjzIJNqh0yM4VlKuiOoB1lFcR4f8AGeoeN/D2rWVl9m8M+N9PX7Pd2OpQNeR2VwRlJCivE08D4LI6sm8AjKsrKt7wNp3jXT47weMvEGg687FPszaHoU+mCIc7t4lvLnfn5cYK4weueADqaKKKAMzxNeT6d4b1a6tUMl1BaSyxIOrOqEqPzArj/wBnSzg0/wDZ9+GNrauJLaDwvpkcTj+JRaRAH8RXS+MPGOm+DtGlv9QivbyISLbi20ywmvp5JGHyoIoVZjkdyMAckgc14x+z/c+NLr4V+FfC2itp3h0eEnbQNWTXraS4v4obYqLWMQxyKivLaGCQyNIwUyDCv1oA941m2kvNHvreIbpZYJI0BOMkqQK+R/C37M3jXSdG0nQZ7KFfD3/CJ2WoXtp9pjOPElvpR03ycA4MZTyJd/QSWynPNfT0Xw40NPG8vi2SK6u9cZfLhlu72aaK0XYEYQQs5jh3AfMUUFsnJNdPQB8G/F69n+F3gr4t+HLux0bWtT8Q+D9NtXhn1SGK606ZbD7KsPkuS8wMgMkPkK26V2U7fvV95VwfxL16z8M6x4HuZNGstSvNQ1yLSYrq4QGW0WWKV2eNsEg/ugMDGc1t+LfCI8Stp11b38+k6tp03nWl9bnOAceZFIh4kidRtZD7MpV1VlAMf47WdvqPwQ+IdpdMEtZ/DuoxSsegRraQMfyJrc8CXlxqPgfw9d3alLqfTreWVT1DtEpYfmTXmHx48bWXir4eeKfAumyyQ+JNauofCRs5U2Txi+PltcoD9+Nbb7ROHGRi3kH3kZR7RbwR2sEcMShIo1CIo6AAYAoAkrz7xj8GrHxP4lbxFpuv654N1+a3S0u9Q8PTxRteQoWaNJkmjkjfYXfa+3eoZgGAOK9BooA4Kw+C2gaR4DXwrp11rWmW/wBoa9k1Ky1a4h1Ce6Zy73E1wrBpXdySwfcp4BXaABj/ANifFfwRzpevaX8RdOTpaeI4xpuo49ru2QwufRTbpnu/OR6rRQB5ZH+0NoWiyLb+OdM1X4bXRIXzfEcCrYMeg238TPbcnorSK5yMqDwPTbS7gv7aK5tpo7i3lUPHLE4ZHU9CCOCKkkjSaNo5FV0YFWVhkEHqCK8xu/2d/C9ncy3vhGXUPhzqUjGRp/CdwLWB3PJaSzZWtZWJ/ikhY9eeTQB6hRXlX2v4t+CP+Piy0f4maYn/AC009hpGqhfTypWa3mb1Pm249Fq9on7QHg/UdUt9I1W6ufB+vTtsi0nxTbNp08z/AN2FpMR3B94XkHB54OAD0eiiigAooooAKKKKACiiigAooooAKKKKACiiigAr5/8A2Bf+TPPhf/2DG/8AR0lfQFfH/wCxd8dfCXgv9l34faHrB1221OxsWhuIY/DWpTBHE0mRvjt2U/gTQB9gUV5V/wANO+Af+fjxB/4Smq//ACNR/wANO+Af+fjxB/4Smq//ACNQB6rRXlX/AA074B/5+PEH/hKar/8AI1H/AA074B/5+PEH/hKar/8AI1AHqtFeVf8ADTvgH/n48Qf+Epqv/wAjUf8ADTvgH/n48Qf+Epqv/wAjUAeq0V5V/wANO+Af+fjxB/4Smq//ACNR/wANO+Af+fjxB/4Smq//ACNQB6rRXlX/AA074B/5+PEH/hKar/8AI1H/AA074B/5+PEH/hKar/8AI1AB+zT/AMk61f8A7HPxZ/6kOo16rXlH7MTPN8LLm7a2urSO+8T+Jb+BL22ktpWgn1y+mhcxyKrqHjkRxuAOGBr1egAooooAKKKKACiiigAooooAKKKKACiiigDzb9pDSbnVvgb4xNinmanp9idXsF9buzZbq3x6HzYI+a73RtWtte0ix1OzfzLO9gjuYX/vI6hlP5EVZmiS4ieKVFkjdSrIwyGB6g15f+zHK8XwT8P6PM7PceHGufDUpc5YmwuJLME+u4QBs9wwPegD1OiiigAooooAKKKKACiiigDzj9pDSJtd/Z++I9na/wDH63h++e1PXbOkDvEfwdVP4V3Gg6vD4h0PTtUtv+Pe+to7mP8A3XUMP0NWbu1iv7Wa2uEEsEyNHIh6MpGCPyNea/sz3czfBPw5pV05kvvDyzeG7lm+80thM9mzH/e8gPnuGBHBFAHqFFFFABRRRQAUUUUAFFFFABRRRQBxHxG0/RdBif4g39zc6VL4Ys57u6vLIDdPZRo0ktvKpB8yPALAdVZQVI5zwUvxp8e+FfD1j418ZeEdH0nwRdSW32mO11SSXUtIgmdEWe4UxCOQKXUyKjZQbiDJtr1nxx4TtPHvgrxB4Zv3kjsda0+4024eEgOsc0bRsVJ74Y4rxzX/AIafFD4ieDbD4d+KW8MQeGQbaLV/EWn3c73mp20LhjHHZmFUt3l8tVZvOkCB22hjjaAerXvjeeHxnbeHrTwzreoBlD3WrRwJFYWikEjdLK6GQ8AbYRIRuGQOcQad4a8S399r3/CS+IILrR75JLa00vSLV7I28LEgO9x5jStNt/jQxhc8LkBq6+igDC8HeBvD/wAPtH/svw3pFpo1gZGmeK1jC+bK2N0jnq7tgZdiWOOSa5HxrpN74H8Xn4gaJZz6hBPbx2XiLSrSMyS3FtGWMV1Ci5LzQ73yijdJGxA3NHEp9LooAoaHruneJtItNV0m9g1HTbuMSwXVs4eORT3BFX684134RT2ur3eu+BvEE3gzW7qQzXUPkfa9KvZD1eezLINx6mSF4ZGONzsBiqP/AAk/xh0X91e+BfDniML/AMvujeIHtTJ7/Z54MJ9POfjuelAHTePfGv8AwiGqeC7b7Cl7/buuLpW9n2m3za3EvmDg5P7nbjjhjzXRazrVh4c0m71TVLyDTtOtI2muLq5kEccSAZLMx4AFeI+LPit8T7XXvBekn4caBo1x4i1aTTLLUNW103f2SZbG7ujIYYYeR5drKoxKpJYA4BJrstG+EVxqGrWmt+Pdfk8ZavayLPa2iQfY9JspAcq8NmHfc6nlZJ3ldTyrLQBi2PhvWfiN4jl+IsVvBot/Z2Utj4Tt9Ws2LLE7q0lzdR5V1M2xVVMh4omYnDyuiepaBqF5qWk2s2paedJ1J4w1xYGdJvJbkEB14Zcg4bAJGMhTkDRrn9X8FWOq+JNL19ZJ7DWLDMYurRgpuIDy1vKCCHjJwwB5VhlSpzkA6Ciuf8I+NLHxhHfJBHPZahp85tr7TbxQlxayYyA6gkEMpDKykqykFSRXQUAFFFFABRRRQAVR1vQtN8S6Xcabq+n2uq6dcLsms72BZoZF9GRgQR9RV6igDyr/AIUHb+Gf3nw+8Tax4CK8rptrKLzST6L9in3JEntbmE+9SeFfHXjHS/iZp3gXxnZaJdz6hpF9q1lruhSTQpMtrNaRSpJaShjCSb2MjE8oOGzjAz6jXlXiP/k6f4ef9iZ4l/8AS7QqAPVaKKKACiiigAooqC9u0sLK4uZAxjhjaRgvUgDJx+VAE9FfMVtqvxIuPgKPjU3xAuV1R9C/4ShPCq2Nr/YwtfJ+0rZn9z9o3eX8hm87O7nG35K+jfD2sw+I9A03VrdXSC/torqNZPvBXQMAffBoA0KKKKACiiigAryn9lv/AJIT4Z/7ev8A0qlr1avKf2W/+SE+Gf8At6/9KpaAPVqKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK8q+EH/Eo+Ifxd0A8LHr8OrW6+kN3Y25Y/jcRXRr1WvKov+JJ+1JOo+VfEng5HA7FtOvSGP1xqqAn0C+goA9VooooAKKKKACiiigAooooAK8q+G3/FL/GD4meGJPkj1Ce18VWAPQx3EIt50X1Kz2jyN6faV9RXqteVfF3/AIpPxz8PfHS/Jb2t+3h7VH7CzvyiIT/u3kdlyeis545yAeq0UUUAFFFFABRRRQAUUUUAFFeaftL+I9T8Ifs+fETW9GupbLVbDQru4tbiAgSRyLExVlJ4BB6VyGr/ABh8Q6v8WfhTow8JeKfB1hqGr3iXj6utoIbxE0u8kWL9zcStkOiPggD5OvGKAPeqK+fv2gfijN4n+GBg+F3ja10/xHL4h0PTk1K2CzCBbnUIYlcofvwyDeAwyrhXCk4NXfhx8Yr/AOIfxK8JWFyH0fUbfQtdt/Eegbsra6nbXOlJ/wACULPI0b9GjmDd6APdKKKKACiiigAoqvf39rpdnNd3tzFaWkKl5Z53CRxqOpZjwB7mue8E/E7wz8SDfN4Y1RdbtbMqr39pDI1nIW3cRXO3ypiNpz5bNtyN2NwyAQ+MvF1voPi/wFpEumR382u6pPbQ3DsAbIx2NzMZlBU5JEZi4IOJTzjIPX1812PjH4meM/hpH8YrG58N/wBnxWc2t6R4Su9LLu1mEcqGvfN3R3EkOfmVNil9pVhkn3/wp4lsvGfhbR/EGnF20/VbOG/tjKu1zFKgdMjscMOKANWiiigDB8Y2WuT6UZvDV3b2msQSLMkV4gMF4q5zBKwBZFYE4dOUYK2HAZG4zWv2iPDOhave6bJZ65qU+lhRrM+i6RcX9tpTlFcpNLEhG4KwJVNzKOWAFeo18++DfGUnwMHjXQ9f8K+Jb29ufEep6xpcug6Jc6hFq0V1PJcxqssUZSKRQ5iZZmTHl7s7DkAHu2kavZa/pNlqmm3UV9p17AlzbXUDh45onUMjqRwQVIIPoauV5t+zj4H1b4c/BTwvoGuxpb6tbwyS3FrHIJFtWlmeb7OrDgiISCMFfl+TjjFek0AFFFFABRRRQAV5V4j/AOTp/h5/2JniX/0u0KvVa8q8R/8AJ0/w8/7EzxL/AOl2hUAeq0UV514g+PXhLSNWuNF024ufF/iOBtkui+GLc39xC/ZZyn7u2z6zvGvvQB6LWfr3iHSvCulXGqa1qdno+mW67pr2/uEghjHqzuQAPqa86z8WPHfRdM+F+lP3bZq2sMv0GLW3cfW6Xj340NB+AnhPS9Vt9Z1WG68Y+IoG3x6z4ouDfzwv/ehVv3Vv9IEjHtzQBn/8Lyn8V/u/h34R1PxiG+7q10DpekD3+0zLvlX/AGreKYfrW54O0Lx5/bB1Xxb4nsHiMbImgaFYCO0jJx80k8peaVxg4ZfJXnlDwa7migDxCT9mCJtJPhRPHPiKH4ZsCjeDYxbCIwl95tRdeV9oFueVMfmZ2HZuC/LXb+MPCvi+XUotU8IeLo9KeKFYToeq6fHdaZMASd3yeXPG5zjcspUADMbYruKKAPKv+F13/g/938R/CV74WjXhtd01jqmjn3aeNBLCPVp4Y0GQNxr0XQvEGl+KdKt9U0XUrTV9MuV3w3thOs8Mq+qupII+hrQrznXfgP4av9VuNa0N73wR4jnbzJdX8MTi0eZ/708OGguT/wBd45KAPRqK8q/tf4peAONU0my+JWkJ/wAvuhbdP1VF/wBu1lfyZjjksk0ZP8MRziui8F/GDwn48vpdN03UzBrkK759D1OCSy1GEf3ntplWQL1w+3aexI5oA7OvKf2W/wDkhPhn/t6/9Kpa9Wryn9lv/khPhn/t6/8ASqWgD1aiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvKviX/wASv41fB7VOgurvU9BLe01i93j8Tpw/HHtXqteVftDf6Fo/grWRw2l+MtFYN/dFxdpYsf8Avm7YH2JoA9VooooAKKKKACiiigAooooAKxfGnhLT/HvhHWfDeqoz6dqtpLZziNtrhHUqWVuqsM5DDkEAjpW1RQBwfwV8W6h4r8CwR646t4o0eeTRta2LtDXkB2PKF/hWVdkyj+5Mld5XlXiX/i2PxZsPEyfu/Dvi14dI1kDhIL8DbY3Z9PMH+isepJtR0U16rQAUUUUAFFFFABRRRQBz/j/wTp/xI8Ea54V1Vp003WLOSyuWtnCyCN1KttJBAOD3BqPxV4K0/wASav4d1m7juJ7vw7cz31nBCyhZZJLWa2ZXDcEFJ3wMrzgk4zXSUUAeB+APhbeeNkl1Dx14Y1DwvrCT6RcQW1u9itlZw6fcG4tLO28iWVmjRyxdnCF952hFConpEPwi8O23xel+JUEEsHiafSG0Wd43AhnhMscgZ0xzIDEih852gA5AXHaUUAedaJ8TL3RNbtvDnj20g0XV7qTydP1W23f2ZqrdlidiTDMRz9nkO487GlCsw9Fqhr2gab4o0e70nWLC31PTLtDHPaXcYkilX0ZTwa8Ol8JWvxV+Ovi/wp4mm1N/DHhXRdK/svR4NSuLaGdrj7QZLmUo6tM6+SsaszELtY43EkAHqfjn4maX4DltLW4s9W1bVL1Wa103RdNmvJpQuASSilIl5Hzysi/7Vcldax8U/FdvLcLa6N8K9EVS73WsSLqmpqncmKJ1toGA/iM06+q1oeHNF1Jfh22heDPH8OoXWn6hcWT61q0P9qzWyJO4a2bEqFpohiLfIzH5MurEmoLX9nnw3qFxFeeMrrUviRqKMHWTxVOs9sjDkNHZIqWsZHGGWINwMsSM0AeX2v8AwrvxDqKXFhZeJP2jPEMEmUv7lkvNLglB++kj+VpkLKc58geaP7pwBXsng+L4jahrEN94kbw94f0ZEYJ4f0lZb2ckjCmS8fy1GO8aQ9R/rGHXuookgiSONFjjQBVRRgKB0AHYU+gDwlv2e/FNj4MuPh7o3j+PS/hxOklqLf8Asgyava2Tt81pBeGfy1QIzojtAzou0ZYgMPa9I0mz0HSbLTNPgS1sLKBLa3gj+7HGihVUewAA/CrdFABRRRQAV4vc+MvFPiz4M/FpLG6Ww8Y6Hc65p1hc2kePLePzJLFtpzk+TJbbv7xyRjPHtFeU/D8DR/jr8WNFYAJqCaT4kVT0bzrd7Jsf+CwZHuPWgD0Hwn4ht/F3hbRtdtP+PXU7KG9h5z8kiB15+jCtWvKv2Xybb4I6BozE7/Dkl34bIPUCwupbNc/VYFPuCD3r1WgAooooAKKKKACvlD9rX44L8CPj38H9UkfTLOLV9G1/RW1XWnmWx03zbrR2WefykYlN0apyUXMgLOoFfV9eDfGr4eaD8WPjb4X8IeJ7FNR0LV/Afii2uoG6lTfaDhlP8LKQGVhyGUEcigDoYfgrN40hjuvH3jPUvGkEyhxpensdM0Yg88W8Lb5kPB23E0w6EYqr8U/FFp8B7L4Z2fh7Tl0bw5d+JF0y603QdGa4JtjY3kuyK2t42f8A1kMR/drkBT2zXwl8Iv2m/Fn/AATr+M0/wK+Mdzc638NFcP4f8RsjPLZ2jsfKkHd4Rgq8YyY2VtuQAp/RzW/Dmk/FMeBPENlqyXGn6RqSa/ZXFiyyw3ga0uIFw4OChW5LZHXaPWgDlPAHxhk8ffHDxLodkNUg0DT/AA7p17Hbavod1pkwuZbm9SRwtzFHI6lIYhkArlTjndXr1cN4U0fRvEPjrU/iJpGqNfpf6bFoBjRMRqbO7u95BIyT5k0iHt+7yM5ruaACiiigAooooAKKKKAPjq3/AGttXm/ZX0bX/O13/hO7mSyil1I+E7wWBMmoRxORcfZvsuDGzKG34z0O6vqPxp8O/DPxFsYrTxLodlrMULeZA11CGkt3/vxP96Nx2ZCGHY15jN8F/Dth8HtA+Bs3iOdJ3t1u7Scwjzp4rO9t55Gx90YeSFTz0kyM4NdT8fP2gPBv7N3w9vPF/jTURaWUWY7e1iw1zezYJWGFCRuc49gBksQATQB5/wDFzWr/APZT8Caj4yT4ipJ4VsB/yA/HDPdmVj9yC1vEBuRIxHHmi5PXgAZHRfse6hPq37N3gu9urNtPuLiGeV7V33NETcynaTgZIr4x/ZZ07xl/wUS+On/C6/iXamz+GHhC7KeGPDGSbV7wYIbkDzfL+VnkI+Z9ij5VKD7d/Zb/AOSE+Gf+3r/0qloA9WooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAryr9qb9x8AfGGo/wDQHt49az/d+xzR3Wfw8nP4V6rVPWNHsfEOkX2lanaQ3+m30D211aXCB45onUq6Mp4KlSQQeoNAFyikVQihVAVQMADoKKAFooooAKKKKACiiigAooooAyPFvhXTvHHhjU9A1eE3Gm6jbvbzorFG2sMZVhyrDghhyCARyK5f4V+KtRuV1Dwn4mmEvi7w/sjubjaEGo2zbhb3yqOAJQjBlHCyxyqOFUnv64X4keD9Qv7nTfFPhoRr4u0MSfZo5X2RahbPjzrKVv4Vk2Iyt/BJHG2GAZWAO6orD8GeMNP8deHrfV9OMixSFo5be4TZNbTIxWSGVP4ZEYMrL2IPXrW5QAUUUUAFFFFABRRRQAUUUUAFeU/Fvwr4N1fxv4HOsWOqp4k1e5l0ey1Tw/qdxpt1FCtvNdyLNNbyxu0H+j42ksA8i4AJJr1avKtV/wCJ/wDtOeH7b70PhvwxeX8q/wB2a9uIYYG/74tLwf8AAj6UAd54Q8H6N4B8N2WgeH9Pi0vSLNWWC1hzhdzFmJJJLMzMzMxJLFiSSSTWzRRQAUUUUAFFFFABRRRQAV5Vr3/Ek/aZ8IXf3Yde8N6lpsrf3pree2ngX/viS8P4e9eq15V8dP8AiVap8MPEY+UaV4utYZG9UvYptPCn2Ml3Efqq0AHwc/4lHjr4ueHz8qW/iNNTtk/6Y3dlbysfxuBd/lXqteVQf8SP9qO8T7qeJvCEUijsz6deOrke+3VIgfYL6V6rQAUUUUAFFFFABXlXiP8A5On+Hn/YmeJf/S7Qq9VryrxGD/w1L8PTg4HgzxKM/wDb9oVAHn/7eP7I9j+1h8Hp7C1jhg8baMHu9BvnwP3mPnt3btHKAAfRgjc7cH8wP2Jv28/FX7HfiufwH44tr6/8BpePb3ulTA/a9FnDkSPCp9G3b4jgE5Iw2d37qV+Wv/BW79i/7Zbz/HLwdY/v4VVPFFnbp99BhUvQB3UYWTHba3GHJAPur9kzVbTXfgbpepWEwuLG81PWLiCZQQJI31S6ZWGeeQQea9gr8FvhX8Wf2x9B+HmhWHw1sfHkvgiK3H9nSaN4Ya9tWUklykwt33/vC+fmOG3Dtiuq/wCF4f8ABQH/AKBvxQ/8Ip//AJEoA/b+ivxA/wCF4f8ABQH/AKBvxQ/8Ip//AJEo/wCF4f8ABQH/AKBvxQ/8Ip//AJEoA/b+ivxA/wCF4f8ABQH/AKBvxQ/8Ip//AJEo/wCF4f8ABQH/AKBvxQ/8Ip//AJEoA/b+ivxA/wCF4f8ABQH/AKBvxQ/8Ip//AJEo/wCF4f8ABQH/AKBvxQ/8Ip//AJEoA/Rj9sD9obw7+zD8Q/A/jnxJHPdW8HhzxBbWtjbD95d3L3Gk+XEpPC52sSx6BSeTgH8rtOvfij/wVB/ai0+x1W8aG3ctI6W6k2eg6arDzGRT35UZPLuygnpjk/2ivFP7RvxKbwtp/wAZdN8WyXTXMkGg2+vaE1hJNLJsWRIF8lDKSRCCBnBK9N3P7DfsBfsiWv7KXwehg1CGKTx1rqpd67dLhjG2D5dqrDqkQYjI4LFz0IAAPevhx8PdC+FHgbRPCHhmyXT9D0i2W1tYF5IUdWY/xMxyzMeSSSetcb+y3/yQnwz/ANvX/pVLXq1eVfsuAr8CvDIIIP8ApXB/6+paAPVaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPO/E/h3UfBviO78Z+F7R7/7Wqf27oMJAOoKihVuIM4AukQBecCVFVGIKxsnZeHfEWneLNFtNW0m7S90+6XfFMgIzgkEEHBVlIKsrAFSCCAQRWlXnfiLwhrPhXWrvxP4ISOea6bzdW8NTOI4NTIAHmxOeIbrAA3H5JAAsmPlkjAPRKK5/wX440rx5pb3mmSyCSCQ293ZXKGK5spwAWhmjPKOMg4PBBDAlWBPQUAFFFFABRRRQAUV5L8ZP2r/hN8AoZP8AhNvG+maVeouRpkchuL1uOMW8YaQA9MkAepFfBfxp/wCC2EMfn2Xwq8DmY8qmseKH2r6ZW2ibJHcEyD3WgD9OfE/ivRvBWi3Gr6/qtno2lwY8y8vplijUk4A3MQMk8AdSTgV5p4E8X+B7zxB44+I9r430rULC/OnaXLIXEQ05Id6xQSljlWea6lYBgv8ArVwD1Pklj8X7f4rfDX9mv4xa+8KeFEumuvEM3llrSxvmsp7dJ5BghI47vcokbiMuhJHUO/aN8eeDviR8N/iTP4JSLVLqJPD8F54w0wRz2MzDVEaK2WZWxNJEGZ2CghRKoZgfloA+qbvX9NsdYsNKub+3g1PUFle0tJJQstwsYUyFFPLbQ6k46ZFaFfM2vaB4s8OftM/CWfXfE7+MCdN8QG3gTTYbIowhtiVDK2CW4HzEAY+terfDLx/rninxD4j0XXNNsLW60iKzllm0y5aeKKadZGezdiADNCEjZiDhlnjOFzigD0OiiigAooooAKKKKACuG+Nvg7UPHnww1vSNIMQ1kiG70/z32R/areZLiDc2DgeZEnOOOtdzTJpo7aGSWWRYoo1Lu7nCqBySSegoA8e+L/jLwd4N+KHgfWNb8UQ6VqukwXzSabFay3dxNYzxhXdkhVmijEsMTGRht/dMM8HHrGj6xYeIdKtNT0u8g1HTryJZ7e7tZBJFNGwyrqw4IIOQRXglp8RvC/wY+NvxRu/HOoxeHU8Ry6dfaPql9kQX1rFZRwmCGTkF45knbyR8378MAd5Nek/CvxX4eufBfhv7Do8fgeHVxcT6X4dvYksrhoxIzl1t+CpZWWUpjK+Z8wBzQB31FFFABRRRQAV8h6J+0p4m1L9nLwDqL6Z4nh8S38nh+K68Sz6VGtnN519apO2/7u2RHdQQvJcYweR9eV53B8DtCg+EWg/DpbvUTomjf2d9nuDJH9pb7FcQzxb22bTloEDYUZBONpwQAeiVX1DT7bVrC5sb23iu7O5iaGe3nQPHLGwIZWU8EEEgg9c1YooA8d/ZI0ez8O/AnSdK0+EW9hY6lq9rbwgkiONNTulVcnngACvYq8w/ZvsbnTvhTDBd28trONY1ljFMhRgG1S6ZTg84III9QQa9PoAKKKKACiiigAooooA8S+JfhHR/FP7UXwdm1bT4b99H0fxBqVj567hBcrJpkaygdNyrK+CehII5AI9try7xTazSftJfDqdYZGgj8NeIFeUKSqFrjSdoJ6AnBx64PpXqNAHi/wAcvihq/wAO/iX8J7axh1LUNL1a91GLUNM0m1W4nuljsnePAPOFcBjgjpznpTPgx8UtW+IHxi+J+n3Vtqml6PpNtpBsNL1azW3mt2lS4MrYGSQ5RTyT04xXoniL4fab4m8Y+EvEt3Lcpf8AhmW5ms44nURO08DQv5gKknCscYI5656UaH8PtN0Dx14o8WW8ty+peIYrOG7jldTEi2yyLHsAUEZErZyTnjGKAOnooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACivPvjt8RtT+GHw21PWNA0geIPEpRo9L0gkj7XMEaRhxyQsUcshAIJEZAOSK2tC+JHh/wAReAdH8Z2l8p0DVra2urS4IyZFn2CFQq5JdmkRQoySxAGTQB09FcNefG7wNpyWJvPEdrZyXs9xbW8FyrxTSSwbvOjETKH3KVK4xndhRliAej8KeLNH8c+H7PXNB1CDVdJu1LQXdu2UfDFWHsQyspB5BBB5FAGtRXgHwq/aH1T4keJNJsohpr3Emrajput+HI7WWPUfDq26ylJLlzIysCyQJ/q0Dm6RkJCkHovhl8etM+LHi6+g0jW9Ag0mKWeCxsZLpZdU1MQuY5rpIhIDFAHBCkq5cDd8gK5AOn8afDOPxBqia/ompzeFvF0MYiTV7RA6zxgkrDdQkhbiIEnAbDJuYxvGWJOVpfxcl8O6jbaH8RrW38LatPIIbTVEkJ0nU3JwohnbHlyt/wA8JcPnIQyhS9U9G8XfEG0+M1j4c1uDw9faBqOk3WpN/ZKSx3WjtHLEkUc7vIwnWQSOFdUiJaJ8LhSR6bqmlWWuadc6fqVnBqFhcxmKe1uollilQjBVlYEMD6EUAWq5H4j/ABd8FfCHSP7T8a+KdK8MWRBKPqV0kTS46iNSdzn2UE+1eU/Ez9mzxfNoS6X8JvirrPw10t3BudHREu4DHkZS1mlV5bLjOBGWQYG2Nec/PuhfsAaPoGrvrHj74Q6j8X9aZt76tdfEN9SuZj6slxDYox/2X3DrycDIBU+M3/BZn4eeGZJdP+G3hvUvHeoZ2R313mwsic4BUMplf/dKJnI59PmbxZ8Z/wBuD9rjzIdE8PeJ9A8P3PCW3h3TpNJtGB7G7kIZxjqDKRz0Ga/SLwL4j+EXwbVUT4V3XwilUbWnm8JeVCvr5l9aLLb592m598GvcPC3jDQfHGlR6p4c1rT9e02T7l5pl0lxE30dCRQB+L3gj/gjt8dfF0guvEl74d8JCQ75lv8AUGu7nJ6nECujH6yCvo3wH/wRG8GaeYpPGXxG1vW2HLQ6NZxWC5/u7pDMSPfAJ9q/SyigDgfgd8EfDH7PXw9s/Bfg+K7h0O1lkmjS8uWncM7bnO5ugJycDAyTxXeRxpDGkcaKkaAKqqMAAdABTqKAK2pWbahp11arczWbTxPELm2IEsRYEb0JBAYZyMgjI6GuU+Fnwxh+FOgLotnrup6vp0aqIY9SjtQYjli77oIIi7yM253kLszc5yWJ7SigAooooAKKK4v4o/Ec/DzTtKWz0efxFr+tX6abpWkW0qxNcTFHkYs7cJGkcckjvg4VDgMSAQDtKK8c1z44+I/A3hLxxqfi/wABSaZeeGtIbWYzp2oNeafqEQD5jju2gj2SqU+ZGjBAZWG4E46z4ieJ7ay1bwr4Tura6ki8Y3V1pRurO8e1ltQllcXBdXTDgkQFQ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IV. sgRNA:DNA Heteroduplex
The
is comprised of a folded 98-nt sgRNA in
complex with a complementary 23-nt DNA
sequence via
Watson Crick pairing. The
sgRNA
sequence is synthetic and single stranded. In S.
pyogenes, two separate RNAs combine to form this
complex, crRNA
and tracrRNA.
The synthetic
sequence contains derivatives of crRNA and tracrRNA linked
by an artificial
. The bound sgRNA:DNA complex forms a
comprised of the repeat:anti-repeat
duplex, guide:target
heteroduplex, and stem loops 1,
2, and 3.
V. sgRNA Recognition
Sequence Independent Recognition:
The guide region of the sgRNA is recognized by the
REC and NUC lobe. Arg66,
Arg70, Arg74,
and Arg78
of the Bridge helix and Arg165
of REC1 form
to the sgRNA phosphate backbone.
are formed between 2'-hydroxyl groups of G1,
C15, U16,
and G19 and
Val1009, Tyr450,
Arg447/Ile448,
Thr404,
respectively. These interaction expose the Watson-Crick
faces of the guide sgRNA to allow for binding to
This secondary structure recognition of the sgRNA guide sequence by
Cas9 is key for gene engineering. Various sgRNA can be
designed to target genomic loci by changing this guide
sequence and Cas9 cleavage will not be hindered. The
structure of stem loops 1, 2, and 3 also provide support for
this mechanism.
Sequence Specific Recognition:
The sgRNA is
also recognized in a primary sequence-specific manner by the
REC and NUC lobes. The nucleobases of U23/A49
and A42/G43
of the repeat:anti-repeat sgRNA duplex hydrogen bond with
Arg1122 and Phe351,
respectively; U44
hydrogen bonds with
Tyr325 and His328;
and G43
hydrogen bonds with Asp364.
The specific coordination of the Cas9 to these residues detail their
importance in the sequence. Mutations to bases in the
repeat:anti-repeat duplex significantly inhibits Cas9 cleavage
efficiency.
VI. RNA-Guided DNA Targeting Mechanism
Cas9 recognizes guide:target
heteroduplex in a primary sequence-independent manner. The
REC1 lobe (Asn497,
Trp659, Arg661,
and Gln695),
RuvC (Gln926),
and PI (Glu1108)
domains form
with the phosphate backbone of the target DNA, and
form between the C2' atoms of the target DNA and REC1 (Leu169,
Tyr450, Met495,
Met694, His698)
and RuvC (Ala728).
These interactions are likely what allow Cas9 to
discriminate between RNA and DNA, since DNA does not contain
a 2'-hydroxyl group. Additional recognition of the terminal
base pairs of the guide:target duplex (G1:C20') by the RuvC
form a unique
. The sgRNA G1 and DNA C20' nucleobases form stacking interactions
with Tyr1013
and Val1015,
and the phosphate backbone and 2'-hydroxyl groups of G1 from
a salt bridge and hydrogen bond and with
Gln926
and Val1009,
respectively. This unique terminal "capping" is likely what
limits the size of the guide sgRNA, and subsequent DNA
target, to 17-20 bp.5
Therefore synthetic sgRNA guide sequences
engineered to be longer than 20 bp do not improve the
targeting specificity of Cas9 and degrade in the cell.
VII. Implications
The
CRISPR/Cas9 system has proven as a successful tool for gene
engineering. Whereas other useful gene editing systems exist, such
as transcription activator-like effector nucleases (TALENs) and
zinc finger nucleases (ZFNs), these systems target and perform a
DSB at a genomic locus via multiple DNA-interacting proteins fused
with non-specific nucleases.6
TALENs and ZFNs systems can
be difficult to engineer and require fusion protein/nucleases to
be designed on opposite strands to ensure a DSB. In contrast, the
CRISPR/Cas9 system is guided by an sgRNA with homology to either
strand of the DNA. Therefore, as long as the genomic sequence is
known, a single sgRNA can likely be designed to program
CRISPR/Cas9 to target and cleave a locus of interest. The relative
simplicity and low-cost (Cas9 plasmids ~$65)7
of the CRISPR/Cas9 system
provide a more accessible and powerful tool to the scientific
community.
The efficacy of utilizing a new tool, however, must be accompanied
by an understanding of the restraints of the technology. For
example, promoter adjacent motif (PAM) sequences of DNA (omitted
from this crystallization) are recognized by different Cas
proteins. The PAM sequence that CRISPR/Cas9 recognizes is
5'-NGG-3', meaning that the guide sgRNA must be designed as the 20
bps proximal to this sequence. This somewhat limits where Cas9 can
cut DNA, but typically there is a an 5'-NGG-3' sequence within a
locus of interest. The limit of a 20 bp guide is a larger
restraint. As seen in the RNA-Guided DNA
Targeting Section, Cas9’s end-capping interaction with the
guide:target heteroduplex limits the length of the target DNA
region to ~20 bps. With approximately 6 billion DNA bps in a human
diploid cell,
there are many non-unique 20 bp segments throughout the genome.
This undermines the targeting efficiency of CRISPR/Cas9 greatly,
as it introduces the potential for multiple off-target mutations.
To combat this, several online resources (i.e. crispr.mit.edu)
have been developed to identify guide regions within a locus of
interest with the lowest probability of off-targeting. In
addition, other modified CRISPR/Cas9 systems, such as CRISPR/Cas9
D10A nickase, have been engineered by mutating one residue
involved in cleavage to an alanine. This limits Cas9 nickase to
cut a single strand of DNA. Two sgRNAs are then designed to target
opposite strands, requiring the paired cleavage by Cas nickase to
ensure a DSB.
VIII. References
1.
Jinek, Chylinski, Fonfara, Hauer,
Doudna, Charpentier. 2012. A
Programmable Dual-RNA–Guided DNA
Endonuclease in Adaptive Bacterial
Immunity. Science.
17: 816-821.
2.
Nishimasu, Hiroshi, F. Ann Ran, Ptrick
D. Hsu, Silvana Konermann, Soraya
Shehata, Naoshi Dohmae, Ryuichiro
Ishitani, Feng Zhang, Osamu
Nureki. 2015. Crystal
Structure of Cas9 in Complex with Guide
RNA and Target DNA. Cell.
156(5): 935-949. pbd 4OO8.
3.
Cavanagh, Peter, and Anthony Garrity.
"RuvC Nuclease." CRISPRCas9. N.p., n.d.
Web. 18 Dec. 2015.
4.
Cavanagh, Peter, and Anthony Garrity.
"HNH Nuclease." CRISPRCas9. N.p., n.d.
Web. 18 Dec. 2015.
5.
Ran FA, Hsu PD, Lin CY, Gootenberg JS,
Konermann S, Trevino AE, Scott DA, Inoue
A, Matoba S, Zhang Y, et al. 2013 Double
nicking by RNA-guided CRISPR Cas9 for
enhanced genome editing specificity. Cell.
152: 1173-1183.
6.
Gaj T, Gersbach, Barbas. 2013. ZFN,
TALEN, and CRISPR/Cas-based methods for
genome engineering. Trends in
Biotechnology. 31: 397-405.
7.
Cong L, Ran FA, Cox D, Lin S, Barretto
R, Habib N, Hsu PD, Wu X, Jiang W,
Marraffini LA, Zhang F. 2013. Multiplex
genome engineering using CRISPR/Cas
systems. Science.
819-823.
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