Hey Chris,

I trust your OSIS encoding on the module. Your proposed encoding looks good, except I don't understand the "Strong:" part of:
xlit="ANLEX:BI/BLOS Strong:BI/BLOS"

        Here is a dump from examples/cmdline/lookup of my LXXM entry for 
PsSol.18.1

[EMAIL PROTECTED] webmods]$ ~/src/sword/examples/cmdline/lookup LXXM /PsSol/18/1
/PsSol/18/1:
<title type="section" subtype="x-preverse"><w lemma="ψαλμός" morph="packard:N2 NSM" xlit="betacode:YALMO\S">ψαλμὸς</w> <w lemma="ὁ" morph="packard:RA DSM" xlit="betacode:TW=|">τῷ</w> <w lemma="Σαλωμών" morph="packard:N DSM" xlit="betacode:*SALWMWN">Σαλωμων</w> <w lemma="ἔτι" morph="packard:D" xlit="betacode:E)/TI">ἔτι</w> <w lemma="ὁ" morph="packard:RA GSM" xlit="betacode:TOU=">τοῦ</w> <w lemma="χριστός" morph="packard:A1 GSM" xlit="betacode:XRISTOU=">χριστοῦ</w> <w lemma="κύριος" morph="packard:N2 GSM" xlit="betacode:KURI/OU">κυρίου</w></title> <w lemma="κύριος" morph="packard:N2 VSM" xlit="betacode:KU/RIE">κύριε</w> <w lemma="ὁ" morph="packard:RA ASN" xlit="betacode:TO\">τὸ</w> <w lemma="ἔλεος" morph="packard:N3E ASN" xlit="betacode:E)/LEO/S">ἔλεός</w> <w lemma="σύ" morph="packard:RP GS" xlit="betacode:SOU">σου</w> <w lemma="ἐπί" morph="packard:P" xlit="betacode:E)PI\">ἐπὶ</w> <w lemma="ὁ" morph="packard:RA APN" xlit="betacode:TA\">τὰ</w> <w lemma="ἔργον" morph="packard:N2N APN" xlit="betacode:E)/RGA">ἔργα</w> <w lemma="ὁ" morph="packard:RA GPM" xlit="betacode:TW=N">τῶν</w> <w lemma="χείρ" morph="packard:N3 GPF" xlit="betacode:XEIRW=N">χειρῶν</w> <w lemma="σύ" morph="packard:RP GS" xlit="betacode:SOU">σου</w> <w lemma="εἰς" morph="packard:P" xlit="betacode:EI)S">εἰς</w> <w lemma="ὁ" morph="packard:RA ASM" xlit="betacode:TO\N">τὸν</w> <w lemma="αἰών" morph="packard:N3W ASM" xlit="betacode:AI)W=NA">αἰῶνα</w> <w lemma="ὁ" morph="packard:RA NSF" xlit="betacode:H(">ἡ</w> <w lemma="χρηστότης" morph="packard:N3T NSF" xlit="betacode:XRHSTO/THS">χρηστότης</w> <w lemma="σύ" morph="packard:RP GS" xlit="betacode:SOU">σου</w> <w lemma="μετά" morph="packard:P" xlit="betacode:META\">μετὰ</w> <w lemma="δόμα" morph="packard:N3M GSN" xlit="betacode:DO/MATOS">δόματος</w> <w lemma="πλούσιος" morph="packard:A1A GSM" xlit="betacode:PLOUSI/OU">πλουσίου</w> <w lemma="ἐπί" morph="packard:P" xlit="betacode:E)PI\">ἐπὶ</w> <w lemma="Ἰσραήλ" morph="packard:N DS" xlit="betacode:*ISRAHL">Ισραηλ</w>
==========================
Entry Attributes:

[ Heading ]
        [ 0 ]
                subtype = x-preverse
                type = section
        [ Preverse ]
                0 = ψαλμος τῷ Σαλωμων ετι τοῦ χριστοῦ κυριου
[ Word ]
        [ 001 ]
                Lemma = ψαλμος
                Morph = N2  NSM
                MorphClass = packard
                Text = ψαλμος
        [ 002 ]
                Lemma = ο
                Morph = RA  DSM
                MorphClass = packard
                Text = τῷ
        [ 003 ]
                Lemma = Σαλωμων
                Morph = N   DSM
                MorphClass = packard
                Text = Σαλωμων
        [ 004 ]
                Lemma = ετι
                Morph = D
                MorphClass = packard
                Text = ετι
        [ 005 ]
                Lemma = ο
                Morph = RA  GSM
                MorphClass = packard
                Text = τοῦ
        [ 006 ]
                Lemma = χριστος
                Morph = A1  GSM
                MorphClass = packard
                Text = χριστοῦ
        [ 007 ]
                Lemma = κυριος
                Morph = N2  GSM
                MorphClass = packard
                Text = κυριου
        [ 008 ]
                Lemma = κυριος
                Morph = N2  VSM
                MorphClass = packard
                Text = κυριε
        [ 009 ]
                Lemma = ο
                Morph = RA  ASN
                MorphClass = packard
                Text = το
        [ 010 ]
                Lemma = ελεος
                Morph = N3E ASN
                MorphClass = packard
                Text = ελεος
        [ 011 ]
                Lemma = συ
                Morph = RP  GS
                MorphClass = packard
                Text = σου
        [ 012 ]
                Lemma = επι
                Morph = P
                MorphClass = packard
                Text = επι
        [ 013 ]
                Lemma = ο
                Morph = RA  APN
                MorphClass = packard
                Text = τα
        [ 014 ]
                Lemma = εργον
                Morph = N2N APN
                MorphClass = packard
                Text = εργα
        [ 015 ]
                Lemma = ο
                Morph = RA  GPM
                MorphClass = packard
                Text = τῶν
        [ 016 ]
                Lemma = χειρ
                Morph = N3  GPF
                MorphClass = packard
                Text = χειρῶν
        [ 017 ]
                Lemma = συ
                Morph = RP  GS
                MorphClass = packard
                Text = σου
        [ 018 ]
                Lemma = εις
                Morph = P
                MorphClass = packard
                Text = εις
        [ 019 ]
                Lemma = ο
                Morph = RA  ASM
                MorphClass = packard
                Text = τον
        [ 020 ]
                Lemma = αιων
                Morph = N3W ASM
                MorphClass = packard
                Text = αιῶνα
        [ 021 ]
                Lemma = ο
                Morph = RA  NSF
                MorphClass = packard
                Text = η
        [ 022 ]
                Lemma = χρηστοτης
                Morph = N3T NSF
                MorphClass = packard
                Text = χρηστοτης
        [ 023 ]
                Lemma = συ
                Morph = RP  GS
                MorphClass = packard
                Text = σου
        [ 024 ]
                Lemma = μετα
                Morph = P
                MorphClass = packard
                Text = μετα
        [ 025 ]
                Lemma = δομα
                Morph = N3M GSN
                MorphClass = packard
                Text = δοματος
        [ 026 ]
                Lemma = πλουσιος
                Morph = A1A GSM
                MorphClass = packard
                Text = πλουσιου
        [ 027 ]
                Lemma = επι
                Morph = P
                MorphClass = packard
                Text = επι
        [ 028 ]
                Lemma = Ισραηλ
                Morph = N   DS
                MorphClass = packard
                Text = Ισραηλ



Chris Little wrote:
I can do the Tischendorf text, but I would like some info on the format your code (esp. the web front end) expects. Ulrik's documents include Unicode & Beta encoded versions of each word along with its Robinson morph code, Strong's number, and lemma forms from both Strong's Dictionary and ANLEX.

Do you want the lemmas to be preserved? If so, how should they be encoded for your Perseus look-ups to work? (In Beta, I assume, but what should the OSIS attributes look like?)

For example, taking word one of Mt 1.1, the data is:
MT 1:1.1 *BI/BLOS N-NSF 976 BI/BLOS ! BI/BLOS
MT 1:1.1 Βίβλος N-NSF 976 βίβλος ! βίβλος

I would probably encode this in a manner like this:
<w lemma="Strong:976" morph="Robinson:N-NSF" xlit="ANLEX:BI/BLOS Strong:BI/BLOS">Βίβλος</w>

(In a few cases, the two transliterations do differ.)

--Chris


Troy A. Griffitts wrote:

Just wanted to publish my living scratch-pad to-do list, while our Wiki is down. We could really really really use some help on these items.

http://crosswire.org/~scribe/todo/
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